tag:blogger.com,1999:blog-28271768901555536632024-02-19T00:02:46.561-08:00FORA FORO DE SÃO PAULO. FORA COCAÍNA VERMELHA. VIVA BRASIL.Um blog proibido para quem sente prazer em ser apedeuta.RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.comBlogger92125tag:blogger.com,1999:blog-2827176890155553663.post-26007772259402376652016-04-03T12:07:00.002-07:002016-04-03T12:07:26.455-07:00causa da riqueza das nacoesA segurança jurídica e o Estado de Direito como causa de riqueza das nações.<br />
<br />
<br />
Recentemente, a presidente da TAM declarou[1] que não há segurança
jurídica para instalar o HUB no nordeste. As cidades de Natal, Fortaleza
e Recife estão ou estavam na disputa pelo referido investimento.<br />
Quantas
vezes não ouvimos falar que o Brasil tem tudo para ser uma potência
mundial, pois possui enorme biodiversidade, recursos minerais, água e
etc? Quantas vezes não ouvimos falar que o Japão é uma potência mundial
apesar de não ter recursos naturais? Qual é a verdade por trás disso
tudo? Quais são as principais causas das riquezas das nações? Recursos
naturais ou educação? Quem não viu as notícias que o dólar baixou e a
bolsa subiu com as notícias de cunho político?<br />
<br />
De acordo com
Ludwig von Mises, em suas célebres palestras na Argentina que culminaram
com o livro “As Seis Lições”, disse que o segredo da riqueza é o
acúmulo de capital, permitindo maior renda <em>per capita</em>, diz ele[2], na página 78:<br />
<br />
<blockquote>
“o montante de capital investido per capita é maior nas chamadas nações avançadas que nas nações em desenvolvimento.”</blockquote>
<br />Depois diz, na página 86:<br />
<blockquote>
<br />Uma
única coisa falta para tornar os países em desenvolvimento tão
prósperos quanto os Estados Unidos: capital. No entanto, é
imprescindível que haja liberdade para empregá-lo sob a disciplina do
mercado, não sob a do governo. É preciso que estas nações acumulem
capital interno e viabilizem o ingresso do capital estrangeiro.”<br /><br /></blockquote>
E na página 87:<br />
<blockquote>
É
preciso compreender que todas as políticas de um país desejoso de
elevar seu padrão e vida devem estar voltadas para o aumento do capital
investido per capita.</blockquote>
<br />
<br />
Mas diz também que se deve evitar a inflação, página 86:<br />
<br />
<blockquote>
No
entanto, faz-se necessário frisar, mais uma vez, que o desenvolvimento
da poupança interna só tem lugar quando as camadas populares se sentem
respaldadas por um sistema econômico que propicie a existência de uma
unidade monetária estável. Em outras palavras, não se pode admitir
nenhuma modalidade de inflação.</blockquote>
Para von Mises,
protecionismo, piso salarial e sindicato em nada contribuem para a
riqueza das nações, e os recursos naturais não são decisivos, como não
foi no caso da Suíça, na página 90:<br />
<blockquote>
“No centro da
Europa, existe um pequeno país, a Suíça, muito pouco aquinhoado pela
natureza. Não tem minas de carvão, não tem minérios, não tem recursos
naturais. Mas, ao longo de séculos, seu povo praticou uma política
capitalista e erigiu o mais elevado padrão de vida da Europa
continental. Esse país situa-se, agora, entre os mais destacados centros
de civilização do mundo.”</blockquote>
O economista francês Guy
Sorman, confirma a tese de von Mises em seu livro “A Economia não
mente”, quando traz o relevante dado, oriundo de estudo do Banco
Mundial[3] segundo o qual 57% da riqueza das nações seria devido ao
“intangible capital” que inclui a qualidade das instituições formais e
informais.<br />
<br />
Para atração de investimentos, é necessário segurança
das instituições, Estado de Direito, pacta sunt servanda. Quem vai
trazer um HUB para o nordeste se não houver segurança jurídica? É um
investimento a menos. Tudo que o investidor quer do Estado é que os
contratos sejam cumpridos, que haja a execução do devedor que não paga. O
resto pode deixar por conta dele.<br />
<br />
O juiz federal Sérgio Moro, em
recente entrevista[4] para a VEJA, disse algo absolutamente lógico e
correto, conquanto não seja ele economista:<br />
<blockquote>
o custo da
corrupção sempre impacta a eficiência da economia e torna a disputa
pelos mercados mais injusta, então este confronto, essa prevenção a
corrupção vai trazer vantagens a todos, em princípio num ambiente de
maior concorrência talvez haja menos riscos de prática de crimes
corruptos. (...) Eu acho que quanto maior a concorrência, menor o risco
de corrupção.</blockquote>
A corrupção além de desviar o dinheiro
diretamente, prejudica a concorrência entre as empresas, pois a corrupta
vence mais facilmente. O prejuízo da ausência de competição é do
consumidor e do contribuinte, pois não terão a melhor proposta como a
vencedora, mas a mais corrupta. A causa, mais uma vez, desta não-riqueza
é da segurança jurídica, no caso, da inexistência dela, do mau
funcionamento das instituições.<br />
Em síntese, o segredo da riqueza das nações é a atração de capital, para aumento da renda <em>per capita</em>,
mas, para tal desiderato, é necessário segurança jurídica, boas
instituições, boas políticas de intervenção estatal na ordem
econômica(isto é, pouca intervenção e ausência da política
inflacionária), estabilidade monetária, baixos índices de corrupção e
etc, em síntese, Estado de Direito.<br />
<br />P.S.: Parece que agora o HUB vai para Fortaleza[5].<br />
[1] <a data-cke-saved-href="http://tribunadonorte.com.br/noticia/na-o-ha-segurana-a-jura-dica-para-instalar-o-hub-no-nordeste-afirma-presidente-da-tam/333192" href="http://tribunadonorte.com.br/noticia/na-o-ha-segurana-a-jura-dica-para-instalar-o-hub-no-nordeste-afirma-presidente-da-tam/333192">http://tribunadonorte.com.br/noticia/na-o-ha-segurana-a-jura-dica-para-instalar-o-hub-no-nordeste-afirma-presidente-da-tam/333192</a><br />
[2] VON MISES, Ludwig – As Seis Lições - <a data-cke-saved-href="http://www.mises.org.br/files/literature/As%20Seis%20Lições%20MISES.pdf" href="http://www.mises.org.br/files/literature/As%20Seis%20Li%C3%A7%C3%B5es%20MISES.pdf">http://www.mises.org.br/files/literature/As%20Seis%20Li%C3%A7%C3%B5es%20MISES.pdf</a><br />
[3] <a data-cke-saved-href="http://siteresources.worldbank.org/INTEEI/214578-1110886258964/20748034/All.pdf" href="http://siteresources.worldbank.org/INTEEI/214578-1110886258964/20748034/All.pdf">http://siteresources.worldbank.org/INTEEI/214578-1110886258964/20748034/All.pdf </a>– Wheres the wealth of nations? "onde está a riqueza das nações?"<br />
[4] <a data-cke-saved-href="https://www.youtube.com/watch?v=yoowAdTAmXQ" href="https://www.youtube.com/watch?v=yoowAdTAmXQ">https://www.youtube.com/watch?v=yoowAdTAmXQ</a> – minuto 15 aproximadamente -<br />
[5]
http://www.opovo.com.br/app/opovo/economia/2016/01/26/noticiasjornaleconomia,3566698/decisao-reforca-hub-da-tam-para-fortaleza.shtmlRAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-19956555702829390882016-03-18T18:55:00.003-07:002016-03-18T18:55:44.928-07:00Demonização do MP
<div class="western" style="margin-bottom: 0cm;">
<br />
</div>
<div align="CENTER" class="western" style="margin-bottom: 0cm;">
<span style="font-size: medium;"><b>A
DEMONIZAÇÃO DO JUDICIÁRIO E DO MINISTÉRIO PÚBLICO NO CASO DA
OPERAÇÃO LAVA JATO: uma repetição da História.</b></span></div>
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<br />
</div>
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<br />
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
Negar a
ameaça de golpe comunista que havia em 1964 é ser muito inocente. É
despiciendo perder tempo com isto, pois basta descer aos porões da
biblioteca e pegar a edição de 6 de abril de 1964 do Jornal do
Brasil e será possível ler a seguinte frase do indubitavelmente
maior jurista da História do Brasil, Francisco Cavalcanti Pontes de
Miranda:
</div>
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<br />
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
“As
forças armadas violaram a constituição para poder salvá-la.”.
Pontes de Miranda[1][2][3][4]</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
A
Comissão da Verdade, formada pelo Partido dos Trabalhadores, com o
supedâneo de todas as universidades públicas do Brasil, concluiu
por apenas 434 mortos e desaparecidos de 1964 a 1985, mais de 20
anos, o que dá uma média irrisória de 21.7 mortes/desaparecimentos
por ano – isto é inferior a qualquer cidadezinha de 20 mil
habitantes no Brasil do PT, que tem 60.000 homicídios por ano. Os
números estão no site oficial da Comissão da Verdade e foi
amplamente divulgado em todos os maiores jornais[5].</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
Apesar
de nos salvarem do pior, estrategicamente, contudo, os militares
cometeram um grave erro: deixaram as universidades nas mãos dos
comunistas e só se preocuparam em combater as guerrilhas, evitar
atentados, assaltos a bancos,sequestros de embaixadores e coisas
deste tipo, que os comunistas faziam muito bem...
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
O
resultado disto não podia ser outro: após assistir professores de
história, boa parte dos nossos bachareis pensam que a o Regime
Cívico-Militar foi um banho de sangue terrível como o Holodomor,
promovido pelo ditador comunista Stalin, na Ucrânia, em 1932-1933,
que culminou com a morte de mais de pelo menos 2 milhões de
ucranianos[6] ou o genocídio cambojano de Pol Pot, também
comunista, que matou mais de 1 milhão[7]. No entanto, estes dois
genocídios comunistas, não são conhecidos aqui, nem mesmo pelos
nossos melhores universitários.</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
O motivo
desta ignorância flagrante é que os professores só mostram uma
versão dos acontecimentos, sempre enaltecendo Stalin, Lênin, Fidel
e demais ditadores comunistas e explorando exaustivamente(com peças
de teatro, livros, seminários, cartazes e etc...) todos os excessos
cometidos pelos militares, enquanto são extremamente
auto-indulgentes com seus “companheiros”, terroristas, ditadores,
genocídas, sequestradores, guerrilheiros e assaltantes de bancos.</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
A
história é cíclica e está novamente se repetindo. O velho ardil
comunista de revisionismo histórico já está sendo forjado. Dilma
disse hoje[8] “ 'Politização' da Justiça e do MP é 'volta
atrás' na história”. Não bastasse a demonização dos militares,
agora a esquerda está demonizando o magnífico trabalho de Sérgio
Moro e da Força-Tarefa do Ministério Público Federal na Operação
Lava Jato.</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
Os mais
ricos advogados criminalistas do Brasil, que são advogados dos réus
da Lava Jato, e diversos doutores professores universitários, que
são marxistas e petistas, estão juntos neste firme propósito de
criar uma argumentação jurídica e metajurídica para enquadrar o
trabalho da “República de Curitiba” como um vilipêndio aos
Direitos Humanos Fundamentais dos réus do Petrolão.</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
Diversos
foram os artigos já publicados neste sentido. Ontem, no Largo de São
Franscisco, Faculdade de Direito de São Paulo, vinculada à USP,
houve mais um protesto de “intelectuais” neste sentido[9][10].
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
A
difamação do juiz Moro e do Ministério Público é diária em
todas as universidades públicas do Oiapoque ao Chuí e os primeiros
livros sobre o tema já estão saindo como o “A outra história da
Lava Jato”, de Paulo Moreira Leite, no qual o autor defende a tese
de como os paranaenses são truculentos e antidemocráticos. A tese
de um novo Golpe, desta vez não militar, mas judiciário, está
quase 100% formatadinha. O Ministério Público é partícipe do
crime, junto com o juiz Sérgio Moro.</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
Assim
como ocorreu com os militares, que nos salvaram de uma sanguinária
ditadura comunista, e são demonizados, se a história se repetir,
daqui a mais uns 10 ou 15 anos, nos livros didáticos da oitava
série, todo o magnífico trabalho de combate à corrupção serão
tachados de ditatorial, direito penal do autor, fascista etc.
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
O
Ministério Público e o Judiciário não podem cometer o mesmo erro
dos militares e aceitar o achincalhamento e a difamação diária de
que vêm sendo vítima, mas assim como os militares estavam mais
preocupados com comunistas guerrilheiros, assaltantes de bancos e
sequestradores, o MP e o Moro estão mais preocupado em focar apenas
na corrupção. É um erro compreensível, mas repetido e lamentável.</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br />
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
Toda
esta situação, que vitimou os nossos honrosos militares, que tanto
fizeram e fazem pelo povo brasileiro, e que estão correndo o risco
de serem vítimados o nosso honroso MP e o Juiz Sérgio Moro, que
tanto estão fazendo pelo povo brasileiro, me lembra uma frase de
William Shakespeare, na peça Júlio César:
</div>
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<br />
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
“<i>The
good that men do is oft interred with their bones; the evil lives
after them.</i>”.
</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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[1]
<a href="http://www.cartamaior.com.br/?/Editoria/Politica/As-manchetes-do-golpe-militar-de-1964/4/15195">http://www.cartamaior.com.br/?/Editoria/Politica/As-manchetes-do-golpe-militar-de-1964/4/15195</a></div>
<div class="western" style="margin-bottom: 0cm;">
[2]
<a href="http://clubemilitar.com.br/ha-50-anos-acontecimentos-de-06-de-abr-64/">http://clubemilitar.com.br/ha-50-anos-acontecimentos-de-06-de-abr-64/</a></div>
<div class="western" style="margin-bottom: 0cm;">
[3]
<a href="http://www.correiodopovo.com.br/blogs/juremirmachado/?tag=golpe-de-1964">http://www.correiodopovo.com.br/blogs/juremirmachado/?tag=golpe-de-1964</a></div>
<div class="western" style="margin-bottom: 0cm;">
[4]
<a href="http://www.correiodeuberlandia.com.br/colunas/pontodevista/golpe-militar-50-anos/">http://www.correiodeuberlandia.com.br/colunas/pontodevista/golpe-militar-50-anos/</a></div>
<div class="western" style="margin-bottom: 0cm;">
[5]
<a href="http://oglobo.globo.com/brasil/comissao-da-verdade-aumenta-lista-de-mortos-para-434-nomes-14695203">http://oglobo.globo.com/brasil/comissao-da-verdade-aumenta-lista-de-mortos-para-434-nomes-14695203</a></div>
<div class="western" style="margin-bottom: 0cm;">
[6]
<a href="http://pt.euronews.com/2013/11/22/holodomor-um-caso-de-genocidio/">http://pt.euronews.com/2013/11/22/holodomor-um-caso-de-genocidio/</a>
</div>
<div class="western" style="margin-bottom: 0cm;">
[7]
<a href="https://pt.wikipedia.org/wiki/Genoc%C3%ADdio_cambojano">https://pt.wikipedia.org/wiki/Genoc%C3%ADdio_cambojano</a></div>
<div class="western" style="margin-bottom: 0cm;">
[8]
<a href="http://g1.globo.com/bahia/noticia/2016/03/dilma-diz-que-programas-serao-mantidos-e-inflacao-reduzida.html">http://g1.globo.com/bahia/noticia/2016/03/dilma-diz-que-programas-serao-mantidos-e-inflacao-reduzida.html</a></div>
<div class="western" style="margin-bottom: 0cm;">
[9]
<a href="http://www.conjur.com.br/2016-mar-16/ato-faculdade-direito-usp-legalidade-lava-jato">http://www.conjur.com.br/2016-mar-16/ato-faculdade-direito-usp-legalidade-lava-jato</a></div>
<div class="western" style="margin-bottom: 0cm;">
[10]
<a href="http://www1.folha.uol.com.br/poder/2016/03/1751365-moro-pavimenta-caminho-para-o-fim-do-estado-de-direito-dizem-juristas-na-usp.shtml">http://www1.folha.uol.com.br/poder/2016/03/1751365-moro-pavimenta-caminho-para-o-fim-do-estado-de-direito-dizem-juristas-na-usp.shtml</a></div>
<div class="western" style="margin-bottom: 0cm;">
[11]
<a href="http://geracaoeditorial.com.br/a-outra-historia-da-lava-jato/">http://geracaoeditorial.com.br/a-outra-historia-da-lava-jato/</a></div>
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</div>
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</div>
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<br /></div>
RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-28743253554886830932016-03-13T22:59:00.003-07:002016-03-13T23:35:43.232-07:00MP investiga doutrinacao<h1 id="noticia-titulo-h1">
<span style="font-size: small;"><span style="font-weight: normal;">Deu no ig, repasso só pra divulgar a bela iniciativa do Parquet.</span></span></h1>
<h1 id="noticia-titulo-h1">
</h1>
<h1 id="noticia-titulo-h1">
<span style="font-size: small;"><a href="http://ultimosegundo.ig.com.br/educacao/2016-03-10/ministerio-publico-investiga-se-livros-do-mec-tem-vies-ideologico.html">http://ultimosegundo.ig.com.br/educacao/2016-03-10/ministerio-publico-investiga-se-livros-do-mec-tem-vies-ideologico.html</a></span></h1>
<h1 id="noticia-titulo-h1">
<br />Ministério Público investiga se livros do MEC têm viés ideológico</h1>
<h1 id="noticia-titulo-h1">
</h1>
<h2 id="noticia-olho">
<span style="font-size: small;">Estão sob suspeita obras didáticas de História e Geografia; governo ainda não foi informado sobre ação do MPF-MT</span></h2>
<br />
<div class=" ">
<br data-mce-bogus="1" /></div>
<div class=" ">
Um
inquérito instaurado pelo Ministério Público Federal de Mato Grosso vai
fiscalizar obras educativas adotadas no âmbito no Programa Nacional do
Livro Didático (PNLD) do Ministério da Educação (MEC). A ação do MPF foi
motivada após questionamentos sobre o possível viés ideológico de
determinados títulos que integram, principalmente, o currículo de
disciplinas da área de ciências humanas, como História e de Geografia.</div>
En 29
de fevereiro, em reportagem intitulada "É ético usar a sala de aula pra
'fazer a cabeça' dos nossos alunos?", publicada no site da revista
"Época", o cientista político e professor do Insper, Fernando Schuller,
concluiu que há doutrinação ideológica no material adotado pelo MEC.<br />
<br />
<div class=" ">
Após analisar dez títulos, na avaliação de Schuller, nenhum
deles efetuava uma visão pluralista dos fatos. Para exemplificar os
argumentos, ele cita os livros "Estudos de História" (FTD), "História
Geral e do Brasil" (Spicione), "História conecte" (Saraiva) e "História
para o ensino médio" (Atual). </div>
O procurador Cleber de Oliveira
Tavares Neto decidiu pedir ao Ministério da Educação que sejam
indicados quais dos livros listados foram distribuídos para a rede
pública de ensino nos últimos cinco anos, quais constam no Programa
Nacional do Livro Didático (PNLD) e que o ministério apresente a
justificativa pedagógica para a adoção de cada uma das obras em questão.<br />
<br />
De acordo com o MEC, a cada período são contratados
professores-pesquisadores das universidades públicas para atuar como
avaliadores de livros em cada uma das disciplinas escolares. Esse grupo é
quem dá o parecer sobre quais títulos podem integrar o PNLD. A partir
de uma lista com o parecer da comissão de especialistas, os professores
que atuam no ensino fundamental e médio escolhem as obras que serão
usadas nas escolas. O ministério informou que, até a publicação da
reportagem, ainda não havia sido notificado da decisão do MPF.<br />
<br />
<br />
Parabéns ao Procurador da República Cleber de Oliveira Tavares Neto, responsável por esta bela iniciativa!<br />
<br />
<b>P.S. nº 1</b>: Pensei que eu nunca veria isso na minha vida. O MP, em regra, confia demais no MEC para o teor dos livros e cursos. O MP só quer saber de verbinha desviada ou não. É uma mentalidade muito dinheirista... <br />
<br />
<b>P.S. nº 2</b>: O MEC tenta se livrar dizendo que o conteúdo foi aprovado por parecer técnico de especialistas. Convenhamos, que argumento patético e altamente previsível. É evidente que o MEC "tem professores especialistas" dando parecer a favor do conteúdo dos livros. Não apenas especialistas, como doutores na USP, UNICAMP, UFRN, UFPB, UFC, UFBA, UFPE, Sorbonne e etc: um bando de comunistas, todos alinhados à ideologia beneficiada. Deixar o conteúdo dos livros didáticos submetidos a pareceres de "professores especialistas" é como colocar pedófilos para serem professores em jardins de infância. É como colocar uma raposa para cuidar do galinheiro.<br />
<br />
<br />RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-45302996154217902932016-02-21T23:55:00.004-08:002016-02-22T00:23:16.823-08:00Ideologia de Genero e Independencia funcional<span data-ft="{"tn":"K"}"><span class="UFICommentBody"><b>IDEOLOGIA DE GÊNERO, INDEPENDÊNCIA FUNCIONAL E ATUAÇÃO PREVENTIVA DO “PARQUET” PARA O COMBATE DE ABUSOS DE PROFESSORES</b><br /><br />EMENTA: <br /><br />1)
Da Prevalência da Independência Funcional. 2) Da Necessidade e das
Vantagens de uma atuação profilática do Ministério Público.<br /><br /><u><b>1) Da Prevalência da Independência Funcional.</b></u><br />.<br />
Às vezes ouço falar, através de leigos, jornalistas ou até mesmo
servidores da instituição, que o Ministério Público é a favor da
Ideologia de Gênero. Tal situação me causa espanto. Aprendi, no primeiro
semestre da faculdade, que é uma garantia do parquet a Independência
Funcional, a qual, segundo Pedro Lenza:<br /><br /> “trata-se
de autonomia de convicção, na medida em que os membros do Ministério
Público não se submetem a qualquer poder hierárquico no exercício de seu
mister, podendo agir, no processo, da maneira que melhor atenderem. A
hierarquia existente restringe-se às questões de caráter administrativo,
materializada pelo chefe da instituição, mas nunca, como dito, de
caráter funcional. Tanto é que o art. 85, II, da CF/88 considera crime
de responsabilidade qualquer ato do Presidente da República que atentar
contra o livre exercício do Ministério Público”. (LENZA, 2008 p. 530) <br /><br />ou conforme Gilmar Mendes:<br /><br />
“O principio da independência funcional torna cada membro do parquet
vinculado apenas à sua consciência jurídica, quando se trata de assuntos
relacionados com a sua atividade funcional”. (MENDES, 2008 p. 996) <br /><br />
Esta impressão errônea que permeia o imaginário popular de que o
Ministério Público é a favor é explicável por três razões,
que são temas que as pessoas não gostam muito de falar ou fingem que não
existem: (1)alguns promotores já se manifestaram a favor da Ideologia
de Gênero em audiências públicas, (2)a maioria dos Promotores é egressa
de universidades públicas, que são controladas pelo marxismo cultural
que engendrou a Ideologia de Gênero, e (3)a maioria dos Promotores e
Universidades usam livros de ativistas do movimento LGBT, mas que passam
uma imagem de cientistas imparciais, como Luís Roberto Barroso, que foi
o advogado do movimento LGBT na causa em que o STF reconheceu a União
Estável, e Maria Berenice Dias, cuja obra intelectual é basicamente
inteira voltada para a descontrução da família tradicional e para a
promoção de uma família super moderna, do aborto e do casamento
homossexual. Sem falar em Edson Fachin, Daniel Sarmento, Deborah Duprat
dentre tantos outros - uma lista verdadeiramente longa...<br /><br />
Estas duas últimas razões são absolutamente irrefutáveis, pelo menos no
que concerne aos fatos nelas mencionados. Talvez possa-se contestar a
interpretação e dizer que, apesar de serem egressos de universidades
públicas, estão imunes aos ensinamentos lá passados, o que, convenhamos,
acho bem difícil, pois todos somos influenciáveis, mas negar o fato que
são as universidades marxistas, por exemplo, é absurdo.<br /><br />
Ou seja, não se pode negar que há uma tendência natural para a defesa
da Ideologia de Gênero, especialmente na hipótese de o Promotor não
tenha tempo ou interesse genuíno para realizar um cotejo dialético de
posições antagônicas, até maturar sua própria conclusão, pois qualquer
livro atual “respeitável” do mercado que ele pegue na estante vai dar a
fórmula fácil e os argumentos politicamente corretos a favor da
Ideologia de Gênero, poupando enorme tempo e o esforço de pesquisa em
diversas outras fontes, inclusive metajurídicas(políticas, religiosas e
filosóficas). O caminho fácil hoje, sem dúvida, é defender a Ideologia
de Gênero.<br /><br /> Mas, a despeito de toda essa situação
exposta, afirmar que o Ministério Público é a favor da Ideologia de
Gênero não passa de um erro lógico elementar, uma falácia boba, um
chiste retórico, pois prevalece a independência funcional. Simples
assim.<br /><br /> Analisando, na Lei Orgânica, as atribuições
do Procurador-Geral de Justiça e dos Centros de Apoio Operacional, não
vislumbro nenhuma possibilidade de mitigação da independência funcional
ou fazer algo parecido com uma súmula vinculante, por exemplo. Cada
Promotor vai ter que estudar o tema e optar por sua posição, falar em
seu nome, sem se esconder atrás de uma eventual posição da instituição –
que inexiste e nem pode existir.<br /><br /> Mesmo que exista
algum projeto institucional neste sentido, nenhum Promotor está obrigado
a segui-lo. O experiente Procurador Regional da República Dr. Guilherme
Schelb, por exemplo, não é a favor da Ideologia de Gênero e defende que
professor de escola pública que insiste em ensinar Ideologia de Gênero
comete ato de improbidade administrativa, podendo ensejar
responsabilidade civil e criminal.<br /><br /><b><u>2) Da Necessidade e das Vantagens de uma atuação profilática do Ministério Público</u></b><br /><br />
Uma coisa é certa: nos parlamentos da União, do Rio Grande do Norte e
do Município de Natal, em seus Planos de Educação, que têm força de lei,
a Ideologia de Gênero foi derrotada, contudo, os professores continuam
anunciando que vão ensinar a referida Ideologia mesmo assim, pois estão
convictos de terem um conhecimento oculto superior ao da população e dos
parlamentares. Aliás, está é uma postura típica dos defensores das
minorias, se considerarem mais sábios do que a maioria democrática, ao
passo em que acusam os outros de homofóbicos, fascistas e racistas.<br /><br />
Entendo necessária, pois, uma atuação preventiva dos Membros do
Ministério Público para que os Planos Nacionais, Estaduais e Municipais
de Educação sejam fiscalizados. A postura atual de esperar uma denúncia
pontual e tentar processar o professor que tente desobedecer o Plano de
Educação e ensinar a Ideologia de Gênero é bastante passiva e não
protege os interesses difusos em jogo.<br /><br /> A sugestão
que dou para acabar com essa passividade e adotar uma postura proativa
na defesa dos interesses difusos das crianças e adolescentes é simples:
deve-se expedir Recomendações para todas as escolas privadas e públicas,
para que cada professor assine que está ciente da posição definida no
Plano Municipal, o Plano Estadual e o Plano Nacional de Educação no
concernente à Ideologia de Gênero, mais especificamente de que estão
cientes das vedações impostas quanto a elas. <br /><br /> As
vantagens desta recomendação são duas: (1)após eventual denúncia o dolo
já se poderá presumir e (2)vai inibir alguns professores de inocular nas
crianças suas teorias revolucionárias. Devo admitir que não inibirá
todos os professores, pois a sanha revolucionária é indomável e a
convicção de que eles são sábios gnósticos, detentores de um
conhecimento capaz da mudar o mundo e trazer o paraíso para a Terra,
reformando a vontade divina, é inabalável, mas teremos feito a nossa
parte na proteção das crianças na luta contra os abusos dos professores.<br /><br />Por fim, para os Promotores que eventualmente sejam a favor que as crianças sejam ensinadas estes temas, desejo-lhes boa sorte no confronto da meia-noite com o morcego:<br /><br />O morcego<br /><br />Meia-noite. Ao meu quarto me recolho.<br />Meu Deus! E este morcego! E, agora, vede:<br />Na bruta ardência orgânica da sede,<br />Morde-me a goela igneo e escaldante molho.<br /><br />"Vou mandar levantar outra parede..."<br />— Digo. Ergo-me a tremer. Fecho o ferrolho<br />E olho o teto. E vejo-o ainda, igual a um olho,<br />Circularmente sobre a minha rede!<br /><br />Pego de um pau. Esforços faço. Chego<br />A tocá-lo. Minh'alma se concentra.<br />Que ventre produziu tão feio parto?!<br /><br />A Consciência Humana é este morcego!<br />Por mais que a gente faça, à noite, ele entra<br />Imperceptivelmente em nosso quarto!<br /><br />Augusto dos Anjos ANJOS, A. Eu e Outras Poesias. Rio de Janeiro: Civilização Brasileira, 1998. </span></span>RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-64277457816715740712016-02-21T23:54:00.006-08:002016-02-25T03:53:41.276-08:00Reflexões sobre a idiotanormatividade<span style="font-size: x-large;"><span data-ft="{"tn":"K"}"><span class="UFICommentBody">Reflexões sobre a idiotanormatividade</span></span></span><br />
<span data-ft="{"tn":"K"}"><span class="UFICommentBody"></span></span><span data-ft="{"tn":"K"}"><span class="UFICommentBody"><br />
Quando eu tinha 12 anos de idade eu pensei que teria que aturar a
idiotice inerente aos juvenis só por mais uns seis anos; conforme o
tempo passa, percebo que o Brasil é o país com maior número de
adolescentes de 50, 60, 70 anos.<br /><br /> Costumo definir
“Idiotanormatividade” como o plexo de presunções<i> juris tantum</i> que
permeiam as relações sociais de que somos todos idiotas, analfabetos e
coitadinhos. Paira, na sociedade, uma verdadeira tirania de um imbecil
coletivo em face aos direitos fundamentais de primeira geração.<br /><br />
A causa destas presunções é que realmente esta é a regra geral, a
norma, e, em razão disto, pensa-se que é sempre assim. Os professores,
por exemplo, estão tão acostumados a corrigirem textos horríveis e
grotescos, que quando leêm um texto diferenciado e original, porém
outside the box, pensam que é mais uma pérola do ENEM e dão
instantaneamente uma nota baixa. Esquecem que não é porque todos os
cisnes que você viu até hoje são brancos que o próximo não pode ser
negro.</span></span><br />
<span data-ft="{"tn":"K"}"><span class="UFICommentBody"></span></span><br />
<br />
<span data-ft="{"tn":"K"}"><span class="UFICommentBody"><span data-offset-key="dcb8h-0-0"><span data-text="true">Poucas coisas chocam a sociedade tanto quanto o simples fato de não ser um idiota. </span></span></span></span><span data-ft="{"tn":"K"}"><span class="UFICommentBody">Sempre que alguém me conhece, já sinto nele(a) implicitamente a expectativa de ter conhecido mais um idiota. E confesso que tenho preguiça ou tédio de explicar que não sou... até porque eles não acreditam que seja possível alguém não o ser.</span></span><br />
<br />
<span data-ft="{"tn":"K"}"><span class="UFICommentBody">Nelson Rodrigues, que era um grande especialista em idiotas, dizia que “O grande
acontecimento do século foi a ascensão espantosa e fulminante do
idiota”. Olavo de Carvalho comenta isto dizendo que antigamente ser
idiota era motivo de vergonha, haviam idiotas, mas eles não se gabavam
desta condição, ficavam recatados... porém ser idiota hoje é algo do
qual eles se vangloriam. Realmente, no século XX os idiotas tomaram
conta e passaram a ser o padrão normativo de conduta.<br /><br />
Sobre a debacle cultural do século XX, Dr. Ben Carson, no seu célebre
discurso contra o politicamente correto na Casa Branca, na presença de
Barack Obama, disse que uma prova da sexta série no século XVIII era
mais difícil que uma prova de uma universidade atual nos Estados
Unidos... Este fenômeno de Deliberate Dumbing Down está acontecendo
inegavelmente, mas, o sapo não percebe que a água da panela esquenta,
por isso não pula...<br /><br /> Os idiotas sentem-se
confiantes e reinantes, dão conselhos para pessoas mais inteligentes e
mais estudadas, tudo isso por um único motivo: apesar de, no seus
íntimos, saberem que são menos inteligentes e menos estudados, eles
sentem que o comportamento idiota é o padrão vigente, a norma cogente.</span></span><br />
<span data-ft="{"tn":"K"}"><span class="UFICommentBody"></span></span><br />
<span data-ft="{"tn":"K"}"><span class="UFICommentBody"><br />O escritor francês Georges Bernanos, que morou no Brasil, dizia "A cólera dos imbecis inunda o mundo.". Realmente, os idiotas quando alguém diverge da norma deles ficam furiosos.<br /><br />
O Plano Nacional de Direitos Humanos-3 tem como uma diretriz ou ação
programática a “desconstrução da heteronormatividade”. De fato, não se
pode negar, a sociedade é normatizada pelo padrão de comportamento dos
heterossexuais. Mas por que O PNDH-3 não se preocupa em tutelar os que
são vítimas dos idiotas e desconstruir a idiotanormatividade, que também
é um fato inegável? Parece-me que os defensores das minorias só pensam
nos gays, negros e índios, não estão nem aí para as outras minorias
oprimidas...<br /><br /> Nelson Rodrigues também dizia que “A
maior desgraça da democracia, é que ela traz à tona a força numérica dos
idiotas, que são a maioria da humanidade.”. Este argumento é, sem
dúvida, a refutação, pelo menos parcial, de um dos grandes dogmas da
modernidade: a democracia.<br /><br /> Os idiotas são muito competentes para problemas práticos do dia a dia, como por exemplo, contratar
um serviço ou consertar algo quebrado, mas, do ponto de vista
filosófico, eles são completamente inocentes, falta-lhes uma malícia,
falta-lhes aquele 1%. <br /><br /> Eles parecem muito bons e
são realmente capazes de resolver quase todos os problemas da existência
humana, os de cunho prático, com grande destreza, mas quando a porca
aperta e a vida cobra seu preço eles se desesperam and break just like a
little girl. <br /><br /> Em outras palavras, observo que os
idiotas, apesar de uma aparência triunfal e imponente que domina o
ambiente na maior parte do tempo, não estão preparados para lidar com
problemas inexoráveis da existência humana e são, no fim das contas,
escravos e caricaturas de seus vícios.<br /><br /> Sempre achei
impressionante como a natureza imita as relações sociais, na química,
por exemplo, a velocidade das reações é determinada pela etapa mais
lenta, já nas mesas, o tema e a profundidade das conversas são sempre
determinados pelo mais idiota.<br /><br /> Acho engraçado
também a visão esquemática que os idiotas têm da vida: eles possuem uma
receita para tudo, em especial para a felicidade. O filósofo Luiz Felipe
Pondé chegou até mesmo a cunhar o termo “Tirania da Felicidade” que
entendo ser mais uma forma de opressão causada pelos idiotas, que não
toleram que ninguém não seja feliz seguindo seus esqueminhas para a
felicidade.<br /><br /> Também é digno de nota que os idiotas
se consideram extremamente compreensivos. Se alguém está supostamente
passando um problema, por estar doente, por exemplo, eles fazem um
biquinho com carinha de pena, pressupondo mesmo que a pessoa está triste
só por que está passando por um problema. Na realidade, isto é apenas
uma forma estereotipada de ver o problema. Há pessoas que não se abalam e
continuam firmes, mas para os idiotas, é necessário que se ficar doente
tem que ficar triste e mal – apenas mais um estereótipo.<br /><br />
As pessoas com deficiência, por exemplo, certamente, são vítimas desta
pena o tempo inteiro, mas elas mesmas, ou pelo menos boa parte delas, já
estão bem resolvidas e aceitaram suas condições, mas a cada nova pessoa
idiota que encontram pela frente, precisam explicar que não precisa
ficar com pena delas e etc...<br /><br /> Talvez isto seja um
indício de que se a doença ou a deficiência acometesse os idiotas, eles
iriam se destruir em depressão, em razão da falta de estamina espiritual
e mental. <br /><br /> Creio que parte do sucesso de The
Walking Dead pode ser explicado pelo fato de que o comportamento dos
zumbis ser semelhante ao da maioria das pessoas: uma mistura de
animalesco com robotizado.<br /><br /> Os idiotas tomam
decisões com base em estereótipos, do tipo “toda loira é burra” ou “quem
ouve metal é assim.” ou “quem gosta de livro de vampiro é assado.” ou
“todo japonês é estudioso.”. Eles realmente raciocinam neste nível,
ainda que neguem. Eles não conseguem efetivamente compreender a imensa
complexidade do ser humano e o caráter multifacetado de nossos
comportamentos. Se identificam apenas uma característica em você, pensam
que sua vida se resume a isto. <br /><br /> Os idiotas se
acham doutores em psicologia só porque leram duas crônicas de Rubem
Alves. E o que dizer da presunção de que no trabalho todos são irmãos e
amigos de infância, desde o primeiro dia em que se conhecem?<br /><br />
Por fim, saliento que os idiotas quase sempre são imprecisos em
definições, parecem jornalistas bêbados, falta-lhes um rigor
metodológico: confundem liberal com neoliberal, mico-leão dourado com
leão, maçã verde com pêra, Iuguslávia com Tchecoslováquia e qualquer
outra coisa que pareça uma com a outra, por alguma razão. Dizem, por
exemplo, que sou muito paciente, mas, assim como Paulo Francis, eu não
tenho paciência alguma para os idiotas, ocorre que sou completamente
resignado ante a inexpugnável animalice humana.<br /><br />Pode parecer que estou estressado e raivoso ao escrever isso, mas assisto tudo isso com um sorriso interior:</span></span><br />
<span data-ft="{"tn":"K"}"><span class="UFICommentBody"><br /></span></span>
Sorriso Interior <br />
O ser que é ser e que jamais vacila <br />
Nas guerras imortais entra sem susto, <br />
Leva consigo esse brasão augusto <br />
Do grande amor, da nobre fé tranqüila.<br />
<br />
Os abismos carnais da triste argila <br />
Ele os vence sem ânsias e sem custo... <br />
Fica sereno, num sorriso justo, <br />
Enquanto tudo em derredor oscila.<br />
<br />
Ondas interiores de grandeza <br />
Dão-lhe essa glória em frente à Natureza, <br />
Esse esplendor, todo esse largo eflúvio.<br />
<br />
O ser que é ser tranforma tudo em flores... <br />
E para ironizar as próprias dores <br />
Canta por entre as águas do Dilúvio! <br />
<br />
Cruz e SousaRAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-37639393833063539582016-02-17T00:52:00.006-08:002016-02-17T00:52:50.592-08:00apeirokalia<span></span><br />
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<b><span style="font-size: large;"><span data-offset-key="bm4ch-0-0"><span data-text="true">REFLEXÕES SOBRE A APEIROKALIA E A ALTA CULTURA</span></span></span></b></div>
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<span data-offset-key="5qd4h-0-0"><span data-text="true">Marco Aurélio, o filósofo estóico e Imperador de Roma, começa o Livro 2 de suas Meditações dizendo o seguinte:</span></span></div>
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<span data-offset-key="7qsaa-0-0"><span data-text="true">"Começa cada dia por dizer a ti próprio: Hoje vou deparar com a intromissão, a ingratidão, a insolência, a deslealdade, a má-vontade e o egoísmo — todos devidos à ignorância por parte do ofensor sobre o que é o bem e o mal. Mas, pela minha parte, já há muito percebi a natureza do bem e a sua nobreza, a natureza do mal e a sua mesquinhez".</span></span></div>
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<span data-offset-key="69khq-0-0"><span data-text="true">Podemos, certamente, adaptar e dizer que os ataques são devidos à ignorância do belo, da verdade e do bem (e creio que outras traduções falem em “belo” ao invés de “bem”), por parte do ofensor. </span></span></div>
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<span data-offset-key="fqrtp-0-0"><span data-text="true">É precisamente este o tema deste texto(que se baseia em outro texto[1] do Olavo de Carvalho): a ignorância do belo.</span></span></div>
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<b><span style="font-size: large;"><span data-offset-key="145ig-0-0"><span data-text="true">CONCEITO DE APEIROKALIA:</span></span></span></b></div>
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<span data-offset-key="dru3h-0-0"><span data-text="true">“Apeirokalia”, segundo define o Olavo, consiste em na “falta de experiência das coisas mais belas”, ou mais detalhadamente: </span></span></div>
</div>
<div class="" data-block="true" data-offset-key="e5j72-0-0">
<div class="_1mf _1mj" data-offset-key="e5j72-0-0">
<span data-offset-key="e5j72-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="fbtk5-0-0">
<div class="_1mf _1mj" data-offset-key="fbtk5-0-0">
<span data-offset-key="fbtk5-0-0"><span data-text="true">"Sob esse termo, entendia-se que o indivíduo que fosse privado, durante as etapas decisivas de sua formação, de certas experiências interiores que despertassem nele a ânsia do belo, do bem e do verdadeiro, jamais poderia compreender as conversações dos sábios, por mais que se adestrasse nas ciências, nas letras e na retórica. Platão diria que esse homem é o prisioneiro da caverna. Aristóteles, em linguagem mais técnica, dizia que os ritos não têm por finalidade transmitir aos homens um ensinamento definido, mas deixar em suas almas uma profunda impressão.”</span></span></div>
</div>
<div class="" data-block="true" data-offset-key="bk6dr-0-0">
<div class="_1mf _1mj" data-offset-key="bk6dr-0-0">
<span data-offset-key="bk6dr-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="asgs9-0-0">
<div class="_1mf _1mj" data-offset-key="asgs9-0-0">
<b><span style="font-size: large;"><span data-offset-key="asgs9-0-0"><span data-text="true">BREVE COMENTÁRIO INICIAL:</span></span></span></b></div>
</div>
<div class="" data-block="true" data-offset-key="42i03-0-0">
<div class="_1mf _1mj" data-offset-key="42i03-0-0">
<span data-offset-key="42i03-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="chmtb-0-0">
<div class="_1mf _1mj" data-offset-key="chmtb-0-0">
<span data-offset-key="chmtb-0-0"><span data-text="true">O texto é bastante claro: a falta de experiências interiores com o bem, o belo e do verdadeiro tornam a pessoa incapaz de adquirir alta cultura, isto é, as conversações dos sábios, MESMO que alguém seja excelente em sua área profissional. Esta é a razão pela qual vemos tantos ilustres pessoas bem sucedidas, médicos, juízes, engenheiros, cometendo erros primários.</span></span></div>
</div>
<div class="" data-block="true" data-offset-key="7vm9u-0-0">
<div class="_1mf _1mj" data-offset-key="7vm9u-0-0">
<span data-offset-key="7vm9u-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="8d9ch-0-0">
<div class="_1mf _1mj" data-offset-key="8d9ch-0-0">
<span data-offset-key="8d9ch-0-0"><span data-text="true">Contudo, como Olavo fala no primeiro parágrafo do texto, para nossa cultura atual, “geralmente se entende por educação superior o simples adestramento para as profissões melhores”, então pensa-se que todos que obtém o máximo possível em uma das melhores carreiras está devidamente educado... e acredita que é um doutor contribuindo com a sua parte para o nosso belo quadro social, como diria Raul Seixas..</span></span></div>
</div>
<div class="" data-block="true" data-offset-key="7t2vj-0-0">
<div class="_1mf _1mj" data-offset-key="7t2vj-0-0">
<span data-offset-key="7t2vj-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="2qrik-0-0">
<div class="_1mf _1mj" data-offset-key="2qrik-0-0">
<b><span style="font-size: large;"><span data-offset-key="2qrik-0-0"><span data-text="true">O QUE PODE DESPERTAR ALGUÉM PARA A BELEZA, A BONDADE e A VERDADE?</span></span></span></b></div>
</div>
<div class="" data-block="true" data-offset-key="7th52-0-0">
<div class="_1mf _1mj" data-offset-key="7th52-0-0">
<span data-offset-key="7th52-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="f6uqg-0-0">
<div class="_1mf _1mj" data-offset-key="f6uqg-0-0">
<span data-offset-key="f6uqg-0-0"><span data-text="true">Várias coisas podem despertar alguém para o bom, o belo e o verdadeiro, por exemplo:</span></span></div>
</div>
<div class="" data-block="true" data-offset-key="etvhp-0-0">
<div class="_1mf _1mj" data-offset-key="etvhp-0-0">
<span data-offset-key="etvhp-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="bar1u-0-0">
<div class="_1mf _1mj" data-offset-key="bar1u-0-0">
<span data-offset-key="bar1u-0-0"><span data-text="true">Teatro, poesia, música, contemplação da natureza, um acaso providêncial, estados de arrebatamento amoroso “podem colocar a alma numa espécie de êxtase que a liberte da caverna e da apeirokalia.", diz Olavo.</span></span></div>
</div>
<div class="" data-block="true" data-offset-key="3agru-0-0">
<div class="_1mf _1mj" data-offset-key="3agru-0-0">
<span data-offset-key="3agru-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="4fmqt-0-0">
<div class="_1mf _1mj" data-offset-key="4fmqt-0-0">
<span data-offset-key="4fmqt-0-0"><span data-text="true">No meu caso pessoal, constatei que o Xadrez, aos 12 anos de idade, através da análise de algumas das mais belas partidas da história do Xadrez, fui liberto da apeirokalia, tendo, então, desde sempre, me interessado persistentemente por filosofia.</span></span></div>
</div>
<div class="" data-block="true" data-offset-key="fte2o-0-0">
<div class="_1mf _1mj" data-offset-key="fte2o-0-0">
<span data-offset-key="fte2o-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="f5k48-0-0">
<div class="_1mf _1mj" data-offset-key="f5k48-0-0">
<b><span style="font-size: large;"><span data-offset-key="f5k48-0-0"><span data-text="true">O CONCEITO DE CULTURA: </span></span></span></b></div>
</div>
<div class="" data-block="true" data-offset-key="aoknl-0-0">
<div class="_1mf _1mj" data-offset-key="aoknl-0-0">
<span data-offset-key="aoknl-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="3ptrt-0-0">
<div class="_1mf _1mj" data-offset-key="3ptrt-0-0">
<span data-offset-key="3ptrt-0-0"><span data-text="true">O conceito de cultura, consiste justamente na experiência dos sábios, para lidar com problemas perenes, inerentes à condição humana: quem adquire cultura, através dos estudos dos clássicos, consegue lidar melhor com os problemas da vida, do mundo.</span></span></div>
</div>
<div class="" data-block="true" data-offset-key="4skhp-0-0">
<div class="_1mf _1mj" data-offset-key="4skhp-0-0">
<span data-offset-key="4skhp-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="9tm61-0-0">
<div class="_1mf _1mj" data-offset-key="9tm61-0-0">
<span data-offset-key="9tm61-0-0"><span data-text="true">Sobre o tema vejamos como o prêmio nobel de literatura de 1970 trata o tema:</span></span></div>
</div>
<div class="" data-block="true" data-offset-key="9lvvr-0-0">
<div class="_1mf _1mj" data-offset-key="9lvvr-0-0">
<span data-offset-key="9lvvr-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="bclun-0-0">
<div class="_1mf _1mj" data-offset-key="bclun-0-0">
<span data-offset-key="bclun-0-0"><span data-text="true">“Literatura transmite incontroversa experiência condensada... de geração para geração. Desta forma, literatura se torna a memória viva de uma nação” Aleksandr Solzhenitsyn</span></span></div>
</div>
<div class="" data-block="true" data-offset-key="6u8n0-0-0">
<div class="_1mf _1mj" data-offset-key="6u8n0-0-0">
<b><span style="font-size: large;"><span data-offset-key="6u8n0-0-0"><br data-text="true" /></span></span></b></div>
</div>
<div class="" data-block="true" data-offset-key="cfc60-0-0">
<div class="_1mf _1mj" data-offset-key="cfc60-0-0">
<b><span style="font-size: large;"><span data-offset-key="cfc60-0-0"><span data-text="true">O QUE É ALTA CULTURA:</span></span></span></b></div>
</div>
<div class="" data-block="true" data-offset-key="cgr7q-0-0">
<div class="_1mf _1mj" data-offset-key="cgr7q-0-0">
<span data-offset-key="cgr7q-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="9smfl-0-0">
<div class="_1mf _1mj" data-offset-key="9smfl-0-0">
<span data-offset-key="9smfl-0-0"><span data-text="true">A despeito da noção moderna de que educação é estar preparado na sua especialidade, por exemplo um neurocirurgião ou um juiz federal, na realidade, a verdadeira educação, a educação liberal, consiste na aquisição de Alta Cultura, que assim definiu ROGER SCRUTON[2]:</span></span></div>
</div>
<div class="" data-block="true" data-offset-key="3isbg-0-0">
<div class="_1mf _1mj" data-offset-key="3isbg-0-0">
<span data-offset-key="3isbg-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="89jqh-0-0">
<div class="_1mf _1mj" data-offset-key="89jqh-0-0">
<span data-offset-key="89jqh-0-0"><span data-text="true">“A high culture is the self-consciousness of a society. It contains the works of art, literature, scholarship and philosophy that establish a shared frame of reference among educated people. High culture is a precarious achievement, and endures only if it is underpinned by a sense of tradition, and by a broad endorsement of the surrounding social norms. When those things evaporate, as inevitably happens, high culture is superseded by a culture of fakes.”</span></span></div>
</div>
<div class="" data-block="true" data-offset-key="98v60-0-0">
<div class="_1mf _1mj" data-offset-key="98v60-0-0">
<span data-offset-key="98v60-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="137cq-0-0">
<div class="_1mf _1mj" data-offset-key="137cq-0-0">
<span data-offset-key="137cq-0-0"><span data-text="true">Ou seja, alta cultura é a consciência de uma sociedade. São os trabalhos dos sábios que servem de referências para as pessoas educadas... Verdadeiramente educadas e não apenas bachareis diplomados...</span></span></div>
</div>
<div class="" data-block="true" data-offset-key="cok46-0-0">
<div class="_1mf _1mj" data-offset-key="cok46-0-0">
<b><span style="font-size: large;"><span data-offset-key="cok46-0-0"><br data-text="true" /></span></span></b></div>
</div>
<div class="" data-block="true" data-offset-key="eijdb-0-0">
<div class="_1mf _1mj" data-offset-key="eijdb-0-0">
<b><span style="font-size: large;"><span data-offset-key="eijdb-0-0"><span data-text="true">CONCLUSÃO:</span></span></span></b></div>
</div>
<div class="" data-block="true" data-offset-key="bgv5q-0-0">
<div class="_1mf _1mj" data-offset-key="bgv5q-0-0">
<span data-offset-key="bgv5q-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="7miav-0-0">
<div class="_1mf _1mj" data-offset-key="7miav-0-0">
<span data-offset-key="7miav-0-0"><span data-text="true">Mesmo sendo vítima da apeirokalia, isto é, mesmo sem ter acesso a experiências interiores que despertem a ânsia do bom, belo e da verdade, é possível ser juiz federal, neurocirurgião, engenheiro do ITA, contudo, não é possível compreender a conversa dos sábios de todos os tempos, não é possível entender este grande dialogo intergeracional que atravessa os tempos e permeia todos os países, tratando dos problemas mais clássicos da existência humana.</span></span></div>
</div>
<div class="" data-block="true" data-offset-key="c87es-0-0">
<div class="_1mf _1mj" data-offset-key="c87es-0-0">
<span data-offset-key="c87es-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="clgu1-0-0">
<div class="_1mf _1mj" data-offset-key="clgu1-0-0">
<span data-offset-key="clgu1-0-0"><span data-text="true">Alguns problemas da existência humana simplesmente já foram resolvidos, outros ainda não.</span></span></div>
</div>
<div class="" data-block="true" data-offset-key="64q45-0-0">
<div class="_1mf _1mj" data-offset-key="64q45-0-0">
<span data-offset-key="64q45-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="dek9c-0-0">
<div class="_1mf _1mj" data-offset-key="dek9c-0-0">
<span data-offset-key="dek9c-0-0"><span data-text="true">Os que já foram resolvidos podem ser aprendidos por aqueles que adquirirem a alta cultura, desta forma sofrerão menos quando a vida cobrar seu preço.... e aí vão experimentar a mágica e transcedental liberdade interior da filosofia, da literatura.</span></span></div>
</div>
<div class="" data-block="true" data-offset-key="1jo23-0-0">
<div class="_1mf _1mj" data-offset-key="1jo23-0-0">
<span data-offset-key="1jo23-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="7ksqn-0-0">
<div class="_1mf _1mj" data-offset-key="7ksqn-0-0">
<span data-offset-key="7ksqn-0-0"><span data-text="true">Enquanto aqueles que, aparentemente se deram bem, o juiz federal, o neurocirurgião o engenheiro do ITA, hão de viver eternamente sendo escravos desta gente que cultiva a hipocrisia( e de outros vícios), como diria Noel, pois quem não lê, é para sempre um escravo, como diria Paulo Francis.</span></span></div>
</div>
<div class="" data-block="true" data-offset-key="cd86c-0-0">
<div class="_1mf _1mj" data-offset-key="cd86c-0-0">
<span data-offset-key="cd86c-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-offset-key="ma3l-0-0">
<div class="_1mf _1mj" data-offset-key="ma3l-0-0">
<span data-offset-key="ma3l-0-0"><span data-text="true">[1]http://www.olavodecarvalho.org/livros/apeirokalia.htm</span></span></div>
</div>
<div class="" data-block="true" data-offset-key="6lvf4-0-0">
<div class="_1mf _1mj" data-offset-key="6lvf4-0-0">
<span data-offset-key="6lvf4-0-0"><span data-text="true">[2]http://www.theguardian.com/commentisfree/2012/dec/19/high-culture-fake</span></span></div>
</div>
</div>
RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-63864881636563424022016-02-03T18:44:00.001-08:002016-02-03T18:44:33.467-08:00viva a juventude<span style="font-size: medium;"><b>UNTUTORED YOUTH</b></span><br />
Tenho fé que esta nova geração de universitários será diferente. <br />
Esses caras q agora tem 15-18 anos... estão tendo acesso a uma intensa propaganda anti-PT. <br />
Nós tínhamos isso?<br />
Há quase 10 anos, fui esquerdista por pouco mais de um ano e, neste
período, só tive um amigo e um professor falando contra o comunismo, até
o grande Olavo me curar... precisei apenas de três opiniões
contrárias.... na terceira percebi o óbvio esotérico, o óbvio
ululante....<br />
Hoje são inúmeras as opiniões contrárias... É
impossível trafegar no facebook, num grupo de Whatsapp, twitter, sem se
deparar com memes brilhantes, que vão no âmago das insofismáveis
contradições da esquerda. <br /><br />Os petistas, que pagam blogs e uma militância em
ambientes virtuais(os famigerados MAV's), criticam aquilo que não sua sanha inabalável por
controle total não consegue açambarcar....<br />
Há também maior
difusão de ideias banidas nas universidades: como a escola austríaca de
economia, que inspirou o magnífico crescimento econômico dos Estados
Unidos nos dois mandatos de Reagan e de tantos outros países...<br />
Também já começam a surgir críticas as distorções históricas grosseiras
do MEC como por exemplo enaltecer a Revolução Francesa que matou 40 mil
em 1 ano enquanto achincalha a "Inquisição", que matou 2.5 mil em 350
anos.<br /><br />
Sem falar nos exageros contra o nosso brando regime
militar de 434 mortos...em 21 anos... e nos amores pelas ditaduras
chino-sovieticas de 50 milhões de homicídios...<br />
Os mais intrépidos vão desafiar os professores comunistas, em público...<br />
A hegemonia comunista nas universidades, basicamente único lugar em que eles ainda imperam, está ameaçada.<br />
Como profetizou o poeta do Minnesota:<br />
<i>The line it is drawn<br /> The curse it is cast<br /> The slow one now<br /> Will later be fast<br /> As the present now<br /> Will later be past<br /> The order is<br /> Rapidly fadin'<br /> And the first one now<br /> Will later be last<br /> For the times they are a-changin'.</i><br />
<span style="font-size: x-large;"><span style="color: blue;"><b>O PT está educando o povo brasileiro, não com escolas, mas com o seu exemplo.</b></span></span><br />
<span style="font-size: medium;">Como diria o lendário Paulo Francis, "A melhor propaganda anti-comunista é deixar um comunista falar.", (ou então governar)...</span><span class="HOEnZb"><span style="color: #888888;"><br /></span></span>RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-37626689010080383372016-01-15T09:09:00.002-08:002016-01-22T15:11:40.704-08:00My Back Pages<br />
Com apenas 23 anos, o jovem Bob Dylan, já uma grande celebridade mundial e com nome eternizado no Rock e Folk mundial, teve uma lapso de sinceridade e maturidade e reconheceu que estava no caminho errado e, em seu quarto álbum, lançou uma música auto-devastadora.<br />
<br />
<br />
<a href="https://www.youtube.com/watch?v=Iy55InDzNP8" rel="nofollow" style="background-color: white; color: #3b5998; cursor: pointer; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px; text-decoration: none;" target="_blank">https://www.youtube.com/watch?v=Iy55InDzNP8</a><br />
<br />
Para compreende-la é fundamental, antes, conhecer um pouco de sua discografia: já havia feito, em especial no seu segundo e terceiro álbuns, músicas de cunho político como:<br />
<br />
The times they are a-changin',<br />
<br />
With God on our side,<br />
Blowin' in the wind,<br />
Master of War e <br />
Only a pawn in their game. <br />
<br />
São músicas de cunho político, mas não necessariamente comunistas.<br />
<br />
(Ressaltemos que apesar do cunho político, são inegavelmente de grande qualidade poética, como é típico em sua obra - basicamente foram as que o tornaram uma grande celebridade, um fenônomo do folk-rock, especialmente as 4 primeiras.)<br />
<br />
Acredito que foram apropriadas, sem o consentimento, pelo movimento New Left e contracultura, como "hino".<br />
<br />
MAS<br />
<br />
Eis que veio a "My Back Pages", no quarto álbum, uma letra de típica de um idoso em corpo de um jovem:<br />
<br />
_______________________________________________________________________<br />
<div style="text-align: center;">
<b><span style="font-size: large;">A LETRA e breves análises das estrofes: </span></b></div>
<br />
(Tradução do Vagalume, levemente revisada por mim, em alguns pontos)<br />
<br />
<br />
<div class="left" id="lyr_original">
<strong class="row height1">My Back Pages-Bob Dylan<strong class="row height1" data-suggestcount="1"> </strong></strong></div>
<div class="left" id="lyr_original">
<strong class="row height1"><strong class="row height1" data-suggestcount="1">Minha páginas de passadas - Bob Dylan</strong></strong>
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<div itemprop="description">
<div class="row height1">
<br /></div>
<div class="row height1">
<br /></div>
<div class="row height1">
</div>
<div class="row height1">
Crimson flames tied through my ears</div>
<div class="row height1">
Rollin' high and mighty traps</div>
<div class="row height1">
Pounced with fire on flaming roads</div>
<div class="row height1">
Using ideas as my maps</div>
<div class="row height1">
"We'll meet on edges, soon, " said I</div>
<div class="row height1">
Proud 'neath heated brow</div>
<div class="row height1">
Ah, but I was so much older then</div>
<div class="row height1">
'm younger than that now</div>
</div>
<div itemprop="description">
<br />
<div class="row height1" data-suggestcount="1">
Chamas púrpuras amarradas através dos meus ouvidos</div>
<div class="row height1" data-suggestcount="1">
Deixando fortes e poderosas armadilhas</div>
<div class="row height1" data-suggestcount="1">
Atacado por fogo em estradas flamejantes</div>
<div class="row height1" data-suggestcount="1">
Usando ideias como meus mapas</div>
<div class="row height1" data-suggestcount="1">
"Nos enfrentaremos, logo", eu disse</div>
<div class="row height1" data-suggestcount="1">
Orgulhoso de testa quente</div>
<div class="row height1" data-suggestcount="1">
Ah, mas eu era tão mais velho, então</div>
<div class="row height1" data-suggestcount="1">
Sou mais novo do que antes, agora</div>
<div class="row height1" data-suggestcount="1">
<br /></div>
<div class="row height1" data-suggestcount="1">
<br /></div>
<div class="row height1">
Half-wracked prejudice leaped forth</div>
<div class="row height1">
"Rip down all hate, " I screamed</div>
<div class="row height1">
Lies that life is black and white</div>
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Spoke from my skull. I dreamed</div>
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Romantic facts of musketeers</div>
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Foundationed deep, somehow</div>
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Ah, but I was so much older then</div>
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I'm younger than that now</div>
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(Nesta segunda estrofe podemos ver a típica postura do ativista que luta contra o 'ódio', bastante presente no movimento negro, que odeia os racistas, LGBT, que odeia os homofóbicos, e feminista, que odeia os estupradores. Podemos ver também que ele tinha uma visão "preto no branco da vida" e tinha uma visão romântica de guerreiros, mosqueteiros.....)</div>
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Preconceitos ultrapassados seguiram em frente</div>
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"Cortem pela raiz todo o ódio", eu gritei</div>
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Mentiras de que a vida é branca e preta</div>
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Ditas da minha caveira, eu sonhei</div>
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Histórias românticas de mosqueteiros</div>
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Encrustradas fundo, de alguma forma</div>
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Ah, mas eu era tão mais velho, então</div>
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Sou mais novo do que antes, agora</div>
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Girls' faces formed the forward path</div>
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From phony jealousy</div>
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To memorizing politics</div>
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Of ancient history</div>
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Flung down by corpse evangelists</div>
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Unthought of, though, somehow</div>
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Ah, but I was so much older then</div>
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I'm younger than that now</div>
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Rostos de garotas formaram o caminho a seguir</div>
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De invejas falsas</div>
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À memorizar pedaços</div>
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de história antiga</div>
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Forçados por evangelistas antiquados</div>
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De quem ninguém fala nada, de alguma forma</div>
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Ah, mas eu era tão mais velho, então</div>
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Sou mais novo do que antes, agora</div>
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A self-ordained professor's tongue</div>
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Too serious to fool</div>
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Spouted out that liberty</div>
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Is just equality in school</div>
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"Equality, " I spoke the word</div>
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As if a wedding vow</div>
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Ah, but I was so much older then</div>
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I'm younger than that now<br />
<br />
(Nesta quarta estrofe, vemos Bob Dylan satirizar o fato que ele falava de "Igualdade" como que com emoção e com brilho nos olhos, quase como um voto de casamento. É incrível como há vários defensores do PT que até hoje defendem Dilma com este mesmo brilho nos olhos, pensando que trata-se de justiça social! Sabe de nada, ino!)</div>
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</div>
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Uma língua de um autodidata</div>
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Muito sério para gracinhas</div>
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Disse que liberdade</div>
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É só igualdade na escola</div>
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"Igualdade", eu disse essa palavra</div>
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Como um voto de casamento</div>
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Ah, mas eu era tão mais velho, então</div>
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Sou mais novo do que antes, agora</div>
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In a soldier's stance, I aimed my hand</div>
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At the mongrel dogs who teach</div>
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Fearing not that I'd become my enemy</div>
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In the instant that I preach</div>
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My existence led by confusion boats</div>
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Mutiny from stern to bow</div>
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Ah, but I was so much older then</div>
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I'm younger than that now</div>
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<br /></div>
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(Nesta quinta estrofe, ele, na posição de um soldado, diz que mirou professores, mas não temia que ele estava se tornando seu próprio inimigo no exato instante em que ele apregoava sua doutrina..... por fim arremata dizendo que está confuso.......... de ponta a ponta)</div>
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<br /></div>
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Em posição de soldado, mirei minha mão</div>
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Para os cachorros loucos que educam</div>
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Sem temer que eu me tornaria meu próprio inimigo</div>
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No momento que eu pregasse</div>
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Minha existência liderada por barcos de confusão</div>
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Motim da popa à proa</div>
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Ah, mas eu era tão mais velho, então</div>
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Sou mais novo do que antes, agora</div>
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Yes, my guard stood hard when abstract threats</div>
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Too noble to neglect</div>
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Deceived me into thinking</div>
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I had something to protect</div>
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Good and bad, I define these terms</div>
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Quite clear, no doubt, somehow</div>
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Ah, but I was so much older then</div>
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I'm younger than that now</div>
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<br /></div>
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<br /></div>
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( Na estrofe final, a melhor de todas, ele diz que ficou firme em posição de guarda quando ameaças abstratas, muito nobres para serem negligenciadas, o enganaram a pensar que ele tinha algo a defender. </div>
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Essas ameaças abstrata são, precisamente, os exageros que o movimento feminista, movimento LGBT, movimento negro e movimento ambientalista fazem: promovem ameaças que na realidade são infinitamente menores na realidade do que nos livros e nas palestras.... acabam despertando em seus militantes um ódio ao ódio imaginário, que usam para dividir a sociedade. Dividir e Conquistar. )</div>
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(Paulo Eduardo Martins demonstrou muito bem, por exemplo, que o número de homicídios de homossexuais é infinitamente mais baixo que um cidadão normal <a href="https://www.youtube.com/watch?v=HWiitfycVNQ">https://www.youtube.com/watch?v=HWiitfycVNQ</a><cite class="_Rm"> </cite>) </div>
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" /></div>
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<div class="row height2" data-suggestcount="1">
Sim, minha guarda se manteve firme quando ameaças imaginárias</div>
<div class="row height1" data-suggestcount="1">
Muito nobres para negligenciar</div>
<div class="row height1" data-suggestcount="1">
Me fizeram pensar</div>
<div class="row height1" data-suggestcount="1">
Que eu tinha algo para proteger</div>
<div class="row height1" data-suggestcount="1">
Bom e mau, eu defino esses termos</div>
<div class="row height1" data-suggestcount="1">
Muito claros, sem dúvidas, de alguma forma</div>
<div class="row height1" data-suggestcount="1">
Ah, mas eu era tão mais velho, então</div>
<div class="row height1" data-suggestcount="1">
Sou mais novo do que antes, agora</div>
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</div>
</div>
<div class="right hasFrankTranslate" data-franksuggestcount="[1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]" id="lyr_translation">
<div>
<br /></div>
</div>
<hr />
<hr />
<h3>
</h3>
<div style="text-align: center;">
<span style="font-size: x-large;"><b> Conclusão:</b></span></div>
<br />
Como se vê na penúltima estrofe, ele deixou de ser um ativista e ser utilizado como massa de manobra e partiu para um status de confusão profunda:<br />
<br />
<div class="row height1">
"My existence led by confusion boats</div>
<div class="row height1">
Mutiny from stern to bow</div>
<div class="row height1">
Ah, but I was so much older then</div>
<div class="row height1">
I'm younger than that now"</div>
<br />
Bem como na segunda, quando deixa claro que acreditava em mentiras que a vida era Preto no Branco.<br />
<br />
<div class="row height1">
"Lies that life is black and white</div>
Spoke from my skull."<br />
<br />
<br />
Esta é uma postura tipicamente conservadora: não ter a solução para tudo, não considerar os problemas simples, preto no branco, não se considerar um portador das soluções para o mundo, para o que Eric Voegelin chamava de Imanentização do Eschaton, isto é, trazer o paraíso para a terra.<br />
<br />
<br />
_______________________________________________________________<br />
<br />
A conclusão de Bob é semelhante a de Cecília Meireles neste poema:<br />
<br />
<div style="background-color: white; color: #141823; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px; margin-bottom: 6px;">
Não sei distinguir no céu a varias constelações:<br />
não sei os nomes de todos os peixes e flores,<br />
nem dos rios nem das montanhas:<br />
caminho por entre secretas coisas,<br />
a cada lugar em que meus olhos pousam, <span class="text_exposed_show" style="display: inline;"><br />minha boca dirige uma pergunta.</span></div>
<div class="text_exposed_show" style="background-color: white; color: #141823; display: inline; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px;">
<div style="margin-bottom: 6px;">
Não sei o nome de todos os habitantes do mundo.<br />
nem verei jamais todos os seus rostos,<br />
embora sejam meus contemporâneos.</div>
<div style="margin-bottom: 6px; margin-top: 6px;">
Não, não sei, na verdade, como são em corpo e alma<br />
todos os meus amigos e parentes.<br />
Não entendo todas as coisas que dizem,<br />
não compreendo bem de que vivem, como vivem,<br />
como pensam que estão vivendo.</div>
<div style="margin-bottom: 6px; margin-top: 6px;">
Não me conheço completamente,<br />
só nos espelhos me encontro,<br />
tenho muita pena de mim.</div>
<div style="margin-bottom: 6px; margin-top: 6px;">
Não penso todos os dias exatamente<br />
do mesmo modo.<br />
As mesmas coisas me parecem a cada instante diversas.<br />
Amo e desamo, sofro e deixo de sofrer,<br />
ao mesmo tempo, nas mesmas circunstancias.</div>
<div style="margin-bottom: 6px; margin-top: 6px;">
Aprendo e desaprendo,<br />
esqueço e lembro,<br />
meu Deus, que águas são estas onde vivo,<br />
que ondulam em mim, dentro e fora de mim?</div>
<div style="margin-bottom: 6px; margin-top: 6px;">
Se dizem meu nome, atendo por habito.<br />
Que nome é o meu?<br />
Ignoro tudo.</div>
<div style="margin-bottom: 6px; margin-top: 6px;">
Quando alguém diz que sabe alguma coisa,<br />
fico perplexa:<br />
ou estará enganado, ou é um farsante<br />
- ou somente eu ignoro e me ignoro e me ignoro desta maneira?</div>
<div style="margin-bottom: 6px; margin-top: 6px;">
E os homens combatem pelo que julgam saber.<br />
E eu, que estudo tanto,<br />
inclino a cabeça sem ilusões,<br />
e a minha ignorância enche-me de lagrimas as mãos.</div>
<div style="margin-bottom: 6px; margin-top: 6px;">
1960 Cecilia Meireles</div>
</div>
<br />
<br />
<br />
<br />RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-12662179321150516692015-11-28T09:56:00.002-08:002015-11-28T09:56:57.043-08:00odio as contradicoesDialética nada mais é do que o estudo das contradições da vida e do
mundo. Este é o verdadeiro "método científico". A análise meticulosa,
persistente e sistemática de antagonismos é o que conduz, às vezes,
conforme o alvedrio da graça divina, a um momento transcendental de
intuição da realidade. A lógica só vem depois, para dar o arcabouço
racional e referendar o conhecimento já obtido pela intuição, através da
laranja espremida pela dialética. <br /><br />De acordo com Aristóteles, um e<span class="text_exposed_show">mpirista-racionalista,
o conhecimento provem dos sentidos e lapida-se pela razão. A parte dos
sentidos é justamente a intuição, isto é, "sentir" a presença direta do
Ser. Depois vem a Lógica, para passar a maquiagem.<br /></span><br />
<div class="text_exposed_show">
"A superficialidade consiste, basicamente, no ódio das contradições da
vida", já dizia Nicolas Gomez Dávila. A pessoa superficial ao se deparar
com uma contradição, ao invés de sentir o espanto aristotélico, sente
ódio e, ao invés de estudar as contradições, sai correndo e cantando
vitória.<br /><br />
Nietzsche, por sua vez, na obra sobre o nascimento da
tragédia grega, concluiu que, no apogeu ateniense, eles preferiam peças
teatrais do gênero "tragédia", mas, com o passar do tempo, passaram a
preferir sátiras e comédias. Ele concluiu que isto é um sintoma de uma
sociedade decadente: o abandono do apreço pelas tragédias. <br /><br />Faz todo o
sentido, pois a contemplação das tragédias, faz com que se estude as
contradições da vida e assim atinja-se um patamar superior de
conhecimento, bondade e beleza, fazendo com que exista uma elite intelectual que consubstancie a Alta Cultura,
que é necessária para servir de referência a uma sociedade sadia, precisamente o que falta em
sociedades hedonistas, como a brasileira, notoriamente decadente.</div>
RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-49365237292899009472015-11-21T10:29:00.002-08:002015-11-21T10:32:28.374-08:00esquerda gnostica<div data-contents="true">
<span style="font-size: large;"><b>Considerações sobre a relação entre a Heresia Gnóstica e a Modernidade.</b></span>.</div>
<div data-contents="true">
</div>
<div data-contents="true">
</div>
<div data-contents="true">
Os socialistas se consideram sábios e detentores de um conhecimento capaz de resolver as mazelas da humanidade(aquilo que eles chamam de "as contradições do capitalismo"), no entanto, a História demonstra(oh the history books tell it, they tell it so well...) que o comunismo/socialismo somente trouxe ao mundo miséria, pobreza, genocídios, corrupção, repressão, violação à liberdade de expressão, desgraça e principalmente os campos de concentração(Gulags), que depois foram exportados para a Alemanha do Nacional-Socialismo do Partido dos Trabalhadores Alemão, de Adolf Hitler. </div>
<div data-contents="true">
</div>
<div data-contents="true">
Nunca houve um único país socialista que teve sucesso na história da humanidade.</div>
<div data-contents="true">
</div>
<div data-contents="true">
<br /></div>
<div data-contents="true">
O filósofo Karl Popper sintetizou bem o problema: </div>
<div data-contents="true">
</div>
<div data-contents="true">
<b><span style="font-size: large;">"<span class="st">Aquilo que sempre prometeu um <i>paraíso</i> na Terra nunca produziu nada além de um <i>inferno" </i></span>Karl Popper.</span></b></div>
<div data-contents="true">
</div>
<div data-contents="true">
<span class="st">O Brasil, assim como a Venezuela, a Argentina, é apenas mais um exemplo disso. São países jovens, de pessoas deliberadamente desinteressadas e descrentes na possibilidade de conhecer.<i> </i></span></div>
<div data-contents="true">
</div>
<div data-contents="true">
<span class="st">Somos países jovens, na América Latina. </span></div>
<div data-contents="true">
</div>
<div data-contents="true">
<span class="st"><u>A Polônia, a Ucrânia, a Moldávia e a Georgia, contudo, países mais experientes, já baniram o socialismo, através do parlamento</u>. São países que já sofreram o suficiente. São países cujo povo já adquiriu um nível de consciência história suficiente para igualar o nazismo e o comunismo e banir formalmente os dois.<i> </i></span></div>
<div data-contents="true">
</div>
<div data-contents="true">
<span class="st">Nós, brasileiros, ainda estamos engatinhando, ainda vemos pessoas formadas com os melhores diplomas dizendo que o nazismo é de extrema-direita, quando o próprio Hitler dizia-se marxista. Nós, latino-americanos, somos vítimas de uma educação e uma historiografia marxista, que conta a história conforme o interesse deles.</span></div>
<div data-contents="true">
</div>
<div data-contents="true">
<span class="st">Devemos admitir, contudo, que o PT está educando o povo brasileiro, não através das Universidades, que não passam de máquinas de propaganda ideológica, mas através do EXEMPLO. O exemplo negativo do PT está raising awareness, isto é, elevando a conscientização do povo brasileiro acerca da verdade sobre a esquerda.</span></div>
<div data-contents="true">
<span class="st"><i> </i></span></div>
<div data-contents="true">
<span class="st"><i> </i>Terminado este singelo introito, falemos da relação entre a Heresia Gnóstica e a Esquerda.</span></div>
<div data-contents="true">
<span class="st"><i><br /></i></span></div>
<div data-contents="true">
<span class="st"><i></i></span></div>
<div data-contents="true">
</div>
<div data-contents="true">
<span class="st">Todos nós somos gnósticos, pelo menos ocasionalmente, ou em algum momento da vida.</span></div>
<div data-contents="true">
</div>
<div data-contents="true">
<span class="st"> <i> </i></span><br />
<div class="_209g _2vxa" data-block="true" data-offset-key="5l52q-0-0">
<span data-offset-key="5l52q-0-0"><span data-text="true">Há 2 tipos de conhecimento: o gnóstico e o epistêmico.</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="2ak6f-0-0">
</div>
<div class="_209g _2vxa" data-block="true" data-offset-key="2ak6f-0-0">
<span data-offset-key="2ak6f-0-0"><span data-text="true">Epistêmico é o normal, acadêmico ou científico, digamos assim, a grosso modo.</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="amhm7-0-0">
</div>
<div class="_209g _2vxa" data-block="true" data-offset-key="29aef-0-0">
<span data-offset-key="29aef-0-0"><span data-text="true">E o gnóstico?</span></span></div>
<br />
<div class="_209g _2vxa" data-block="true" data-offset-key="3q6ft-0-0">
<span data-offset-key="3q6ft-0-0"><span data-text="true">Basicamente os gnósticos acreditam que Deus é MAU e que eles detém um conhecimento gnóstico</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="83uv6-0-0">
<span data-offset-key="83uv6-0-0"><span data-text="true">capaz de transformar o mundo em bom. É aí entra o ocultismo. É um conhecimento oculto, secreto, gnóstico, para resolver tudo, e te dar super poderes, te igualar a Deus.</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="83uv6-0-0">
</div>
<div class="_209g _2vxa" data-block="true" data-offset-key="83uv6-0-0">
<span data-offset-key="83uv6-0-0"><span data-text="true">Apesar do desconhecimento generalizada acerca do tema, muita gente "boa" estuda essas doutrinas ocultas - pasme!</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="83uv6-0-0">
</div>
<div class="_209g _2vxa" data-block="true" data-offset-key="1qd9d-0-0">
<span data-offset-key="1qd9d-0-0"><span data-text="true">De acordo com Eric Voegelin, um filósofo muito indicado por Olavo de Carvalho, a Modernidade(Idade Moderna) foi contaminada por um gnosticismo em razão da influência de seitas gnósticas na Revolução Francesa, Americana e no Iluminismo, bem como também no Renascimento.</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="1ps7v-0-0">
<span data-offset-key="1ps7v-0-0"><span data-text="true">Por isso toda a campanha contra a Igreja Católica e o cristianismo.</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="8q74a-0-0">
<span data-offset-key="8q74a-0-0"><span data-text="true">Para eles, os modernos gnósticos, o socialismo e a Ciência Moderna/Positivismo</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="70fh5-0-0">
<span data-offset-key="70fh5-0-0"><span data-text="true">são, por exemplo, as formas de trazer o paraíso a terra(imanentizar o eschaton), de resolver todos os problemas. Já a posição cristã é que o mundo é mau e Deus é bom, contudo o mundo é mau por que Deus assim o quis e não há salvação neste mundo. </span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="70fh5-0-0">
</div>
<div class="_209g _2vxa" data-block="true" data-offset-key="70fh5-0-0">
<span data-offset-key="70fh5-0-0"><span data-text="true">Em suma, o gnosticismo é uma revolta contra Deus. O gnosticismo é uma filosofia pagã. Tal filosofia é considerada pela Igreja Católica como uma heresia, pois gnósticos se infiltraram na Igreja Católica e tentaram reinterpretar as interpretações já existentes, para destruí-la por dentro, esvaziando seu conteúdo e propondo seus próprios conteúdos. Isto ainda existe hoje, vide a Teologia da Libertação.</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="70fh5-0-0">
</div>
<div class="_209g _2vxa" data-block="true" data-offset-key="70fh5-0-0">
<span data-offset-key="70fh5-0-0"><span data-text="true"> Há vários vídeos no youtube sobre o tema, deixo os seguintes:<br /><br /><a href="https://www.youtube.com/watch?v=ZgzrMUVh_Ek">https://www.youtube.com/watch?v=ZgzrMUVh_Ek</a> (Padre Paulo Ricardo, filósofo, teológo e mestre em teologia em Roma)<br /><br /><a href="https://www.youtube.com/watch?v=qIo4gIuNUWw">https://www.youtube.com/watch?v=qIo4gIuNUWw</a> Gnosticismo antigo e moderno - prof. Thelmo de Araújo, PhD </span></span></div>
</div>
RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-56058735381364710662015-11-15T13:57:00.000-08:002015-11-15T13:57:23.195-08:00Estado Islamico distorce Alcorão?<div>
O Estado Islamico distorce Alcorão?<br />
<br />
Trago aqui transcrições de um debate que só está em inglês no youtube.<br /><br />
Segue o vídeo para o referido debate:<br /><a href="https://www.youtube.com/watch?v=GKH-sInknQM" rel="nofollow" target="_blank">https://www.youtube.com/watch?v=GKH-sInknQM</a><br />
O Tema é: "O Estado Islâmico é Islâmico?". Parece uma coisa óbvia, que
sim, pois é o próprio nome deles. <br /><br />Contudo, Barack Obama, por exemplo,
diz que não, que estão distorcendo o Alcorão(Qoran). Mas Obama tem laços
fortes com o Islamismo, já inclusive morou na Indonésia. Seu irmão faz
parte de uma brutal facção que aterroriza na Primavera Arabe(<a href="http://www.frontpagemag.com/fpm/255448/obama-and-brotherhood-ties-bind-arnold-ahlert" rel="nofollow" target="_blank">http://www.frontpagemag.com/…/obama-and-brotherhood-ties-bi…</a>), a Muslim Brotherhood.<br />
Já que Obama não parece muito confiável, vamos ver a opinião do filósofo cristão David Wood.<br />
<u><b><span style="font-size: medium;">Sobre a clareza e a interpretação literal/autêntica do Alcorão:</span></b></u><br />
Ele começa o debate falando que o Alcorão determina que seja
interpretado de forma literal, pois já está devidamente explicitado.<br />
Qoran 41:3<br /> "É um Livro cujos versículos foram detalhados."<br />
Qoran 57:9<br />
"Ele (Deus) é Quem revela ao Seu servo claros versículos, para que vos
tire das trevas e vos conduza à luz, porque Ele é,para convosco,
compassivo, Misericordiosíssimo."<br />
Qoran 6:114<br /> "Dize: Poderia eu anelar outros árbitro que não fosse Deus, quando foi Ele Quem vos revelou o Livro detalhado?"<br />
Qoran 11:1<br /> "Alef, Lam, Ra. Eis o Livro dos versículos fundamentais, então apresentados em detalhe por Alguém Onisciente, Prudentíssimo."<br />
Qoran 12:1<br /> "Eis aqui os versículos do Livro claro."<br />
Qoran 24:46<br />
"Temos revelado versículos claros; e Deus encaminha quem Lhe apraz à senda reta."<br />
Qoran 27:1<br /> "Estes são os versículos do Alcorão, o Livro claro."<br />
<u><b><span style="font-size: medium;">Sobre submissão à Allah. Islã significa submissão.</span></b></u><br />
Depois Wood fala acerca da submissão, de como deve se submeter à Allah o verdadeiro fiel.<br />
Qoran 33:36<br />
"Não é dado ao fiel, nem à fiel, agir conforme seu arbítrio, quando
Deus e Seu Mensageiro é que decidem o assunto.Sabei que quem desobedecer
a Deus e ao Seu Mensageiro desviar-se á evidentemente."<br />
Qoran 4:65<br />
"Qual! Por teu Senhor, não crerão até que te tomem por juiz de suas
dissensões e não objetem ao que tu tenhas sentenciado. Então,
submeter-se-ão a ti espontaneamente."<br />
Hadith 2797:<br />
"By Him
in Whose Hands my life is! Were it not for some men amongst the
believers who dislike to be left behind me and whom I cannot provide
with means of conveyance, I would certainly never remain behind any
Sariya' (army-unit) setting out in Allah's Cause. By Him in Whose Hands
my life is! I would love to be martyred in Allah's Cause and then get
resurrected and then get martyred, and then get resurrected again and
then get martyred and then get resurrected again and then get martyred."<br />
Sahih al-bukhari 2785 "um homem veio para o mensageiro de Allah e
disse, 'Guie-me para um feito equivalente a Jihad(em recompensa)' E ele
respondeu: 'Eu não encontro tal feito'. "<br />
Ou seja, nada vale mais a pena do que lutar pela Jihad.<br />
Sahih Muslim 33:<br />
"I have been commanded to fight against people so long as they do not
declare that there is no god but Allah, and he who professed it was
guaranteed the protection of his property and life on my behalf except
for the right affairs rest with Allah."<br />
Fala que devem lutar contra as pessoas até que eles declarem que não há Deus exceto Allah.<br />
Sahih al-Bakhari, chapter 88:<br />
"My livelihood is under the shade of my spear,(1) and he who disobeys my orders will be humiliated by paying Jizya."<br />
Sahih al-Bukhari, 6922:<br />
'Whoever changed his Islamic religion, then kill him.'"<br />
Quem quer que mude sua religião Islâmica, mate-o.<br />
O mesmo está também em Sunan Ibn Majah 2535<br />
al-muwatta of Imam Malik 36.18.15 é um pouco mais profundo, manda arrancar a cabeça de quem mudar de religião<br />
Book 36, Number 36.18.15:<br />
Yahya related to me from Malik from Zayd ibn Aslam that the Messenger
of Allah, may Allah bless him and grant him peace, said, "If someone
changes his deen - strike his neck!"<br />
<br />
<br />
<u><span style="font-size: medium;">MUITO IMPORTANTE:</span></u><br />
Está rolando na internet o
comentário que as maiores vítimas dos muçulmanos são muçulmanos. E é
verdade. Esta é, de acordo com David Wood, a justificativa pela qual os
terroristas matam muçulmanos, pois eles se desviam do Alcorão e devem
ser mortos pelos mais fiéis.<br />
Qoran 9:29<br />
"Combatei aqueles
que não crêem em Deus e no Dia do Juízo Final, nem abstêm do que Deus e
Seu Mensageiro proibiram, e nem professam a verdadeira religião daqueles
que receberam o Livro, até que, submissos, paguem o Jizya(desejando
submissão)"<br />
Qoran 9:73<br />
"Ó Profeta, combate os incrédulos e
os hipócritas, e sê implacável para com eles! O inferno será sua
morada. Que funesto destino!"<br />
Mais um que justifica, na opinião de David Wood, pq os muçulmanos matam muçulmanos, que seriam os hipócritas.<br />
Qoran 9:123<br />
"Ó fiéis, combatei os vossos vizinhos incrédulos para que sintam severidade em vós; e sabei que Deus está com os tementes."<br />
Qoran 9:111<br />
"Deus cobrará dos fiéis o sacrifício de seus bens e pessoas, em troca
do Paraíso. Combaterão pela causa de Deus,matarão e serão mortos. É uma
promessa infalível, que está registrada na Tora, no Evangelho e no
Alcorão."<br />
Qoran 48:29 <br />
"Mohammad é o Mensageiro de Deus, e aqueles que estão com ele são severos para com os incrédulos, porém compassivos entre si. "<br />
Qoran 47:35<br />
"Não fraquejeis (ó fiéis), pedindo a paz, quando sois superiores; sabei
que Deus está convosco e jamais defraudará as vossas ações."<br /><br />
<span style="font-size: medium;"><b><u>A PARTE MAIS IMPORTANTE deste TEXTO:</u></b></span><br />
Pelo que ensina David Wood, no minuto 19:00 em diante, o Islã se desenvolve em 3 etapas quando chegam em um país:<br />
1) Quando eles são uma minoria, devem propagar uma mensagem de paz e tolerância. <br />
2) Depois devem lutar para defender o Islã. Por exemplo quando fazem piadas e Charges com o Islã.<br />
3) E Por fim, quando estão em maioria, devem lutar para subjugar os incrédulos, como fica bem evidente no Qoran 47:35<br />
David Wood faz uma ressalva, quanto à primeira etapa: isso não
significa que todos mentem que são tolerantes, pois alguns muçulmanos
são influenciados por valores ocidentais. Todavia, os ensinamentos do
Islã são estes.<br />
<u><span style="font-size: medium;">Com base no exposto, pergunto:</span></u><br />
de que lado
você fica, do lado de Barack Obama, que o Estado Islâmico é uma minoria
de pirados que estão distorcendo o Alcorão ou do lado de David Wood,
que o Estado Islâmico está sendo leal aos ditames do Alcorão ?<br /><br />
<span style="font-size: medium;"><u><b>A conclusão que eu humildemente chego</b></u>,</span>
numa análise dialética das opiniões de Obama e Wood, é que quem
desobedece o Alcorão são os Muçulmanos pacíficos e não os terroristas do
ISIS/ISIL/Estado Islâmico. <br /><br />Razão pela qual não posso concordar
com estes esquerdistas que estão inundando as redes sociais e salas de
aulas e livros didáticos para defender o islã e tentar jogar a culpa
apenas numa minoria radical. Eles fazem isso, pois são mancomunados, por
razões políticas, com a esquerda.<br /><br />A prova disso é que o PSOL
tem projeto de lei para o ensino do islamismo nas escolas públicas e
todos partidos de esquerdas são ferrenhos defensores do
multiculturalismo, com base em argumentos politicamente corretos de
"diversidade" e "pluralidade" Termos genéricos e inócuos, que apenas
mostram ignorância dos ensinamentos do Alcorão, partindo da premissa que
todos somos bons, todas religiões são boas e que o mal não existe.<br />
<br /></div>
<br clear="all" /><div>
<br /></div>
Repassem este e-mail!RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-4746122359829486632015-11-14T07:16:00.002-08:002015-11-14T07:23:35.782-08:00atentado em ParisA guerra assimétrica strikes again. Mais de 160 mortos em Ataque Muçulmano em Paris.<br />
<br />
Se eu falar que estou surpreso com o ataque em Paris, eu seria um um demagogo. Assisti todos os programas do Dr. Heitor de Paola sobre o Islã na Radio Vox. Vi a palestra do Olavo sobre o Totalitarismo Isalâmico. Vi o vídeo de Ben Shapiro refutando o mito da minoria islâmica. Vi o debate de David Wood, no qual ele demonstra que o Estado Islâmico está seguindo os ditames do Corão.<br />
<br />
No meu blog eu já escrevi há mais de 2 anos: Nicolas Sarkozy já havia alertado: "O multiculturalismo falhou". Na Alemanha a Angela Merkel disse a mesma coisa. Na Inglaterra foi David Cameron quem disse a mesmíssima coisa. <br />
<br />
Enquanto isso George Soros admite que está financiando a entrada de imigrantes na Europa. ( http://www.wnd.com/2015/11/george-soros-admits-hes-toppling-eu-borders/?cat_orig=world )<br />
<br />
Enquanto isso o PT inunda o Brasil com haitianos e africanos - e ninguém pode opinar contra, sob pena de racismo.<br />
<br />
Enquanto isso, no Brasil, alguns intelectuais orgânicos do MPF ficam brincando de escrever artiguinhos de 2 páginas, com paupérrimos argumentos, intoxicados com Eric Hobsbawn e o pessoal da Escola Frankfurt, defendendo a referida política do PT.<br />
<br />
Enquanto isso, as pessoas acham que são atos isolados.... mas os estudiosos do assunto sempre alertam... <br />
<br />
Pela hipocrisia dos seus políticos e burrice do seu povo que os elegeu, a França merece o que aconteceu. Vamos ver se a França vai criar vergonha na cara agora, depois deste gigantesco atentado, e abandona esses discursinhos de pacifistas de livro de oitava série de dizer que foi um grupinho isolado e dá ouvido aos profundos estudiosos do assunto e toma medidas radicais contra esses imigrantes radicais, como fizeram Angola, que fechou as mesquitas, ( http://www1.folha.uol.com.br/mundo/2013/11/1378388-angola-fecha-mesquitas-e-e-acusada-de-interditar-islamismo.shtml) e a Bulgária, que proibiu a entrada de novos imigrantes muçulmanos (http://www.middleeasteye.net/news/dont-let-muslim-refugees-says-bulgarias-orthodox-church-1024482681) ...<br />
<br />
Quantos mais atentados terroristas POR MUÇULMANOS o ocidente terá que aturar até que as otoridade parem de analisar os fatos do ponto de vista estritamente jurídico e politicamente correcto para partir para uma análise profunda das intrincadas táticas de atuação deliberadamente confusa e escorregadia destes grupos que conspiram de dia e de noite, há décadas, há séculos?<br />
<br />
Até quando respeitar uma norma que os dois assinam, mas um lado tem a reserva mental de não cumpri-lo? <br />
<br />
The answer, my friend, is blowin' in the wind...<br />
<br />
<br />
P.S.:<br />
<br />
Talvez a solução para a França seja:<br />
<br />
1) expulsar os professores vagabundos que defendem o islamismo<br />
2) fechar as mesquitas<br />
3) proibir entradas<br />
4) declarar guerra ao Estado Islâmico<br />
5) adotar uma política de tolerância zero e direito penal do inimigo e expulsar qualquer muçulmano que faça qualquer tipo de merda.RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-32261955702052073512015-11-11T17:53:00.001-08:002015-11-11T17:56:17.685-08:00Brilhante Procurador da RepúblicaEm entrevista ao programa "Família & Companhia", na TV Medicina & Saúde , de Cascavel/Paraná, o Procurador da República, palestrante e escritor Dr. Guilherme Schelb, figura frequente nos telejornais dos anos 90, quando encabeçou operações de âmbito nacional, como a Operação Vampiro, deu brilhante aula em defesa da família brasileira e contra ideologias duvidosas, demonstrando, cabalmente, que estudou muito além das apostilas de cursinho e bebeu nas fontes primárias. <br />
<br />
Segue o LINK para a aula/entrevista:<br />
<br />
<a href="https://www.youtube.com/watch?v=oUvgS0D6zOo">https://www.youtube.com/watch?v=oUvgS0D6zOo</a><br />
<br />
<br />
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/jzgZF5t5mVyMxSbGYpMbMcMbUUm1gMm1oKTS2FJhbDIJL5EMlcTDLTQjQVkUzERJKYSBIRSSJjotCYKCQSRcYkoRFpiEAawhsP4owFOCMBzkiANeJjCXxVCwkDIDSeg8b3/QQ4KULSxUBgekFILFPzLR2ayEEK16sDhu75a1PaCfQnDd4Gg7fB4G3wn6FA/PydbQhEu94+/X+ZNGTjSRCIBgSiHoGo/Q11cPgJYA3H1MMMj8Bh9XAYGWZIhhk0wA0aEIZkhAEZY9BogumwN2FesxO4XxzxuizxvizxvizxujTidUnoeXHY86LI01Hs7Tji7Tjme3Hc77LE77Ik4PJowJWxgCtjgVfGbl6buH1ddvuG7Lbz9G3n6RDnmVDn2XDn2XCXmXCXmTuuM3dcZyNdHka5zke7PYp2exTj/hh01+MJKM7zabzH03iPpwlez0CJ3osaSd6LyT7Pk32eJ3kvJvksJvg8AyX6LiT6LST5Lyb5LyYHPE8JeH7P/3lq4MvUwJepgUtpQUvpt5Yybi2lB7/KCFnOCFnOCn2VDQp7lRO2lBu2nBf6Oj/sTX7Ym/yIN/kRrwsi3xRGvS2MelsY/bYg5g0IjFnx3dfFd98cT1pF/HtwStP0TG/SyJopLeNrY8bnpqyvzdnfmrN/aFMNZy3Zay05qy05K8d7Rs1bp+SvUvJXqYVg0tZOSNpGV8lG94N1Wuk6rXT1SNkqvXwV2jN6+WpPxXpPBTiibTKqtkDM6m0Qo0YLs3aHWbvLrJWz6uSsenBW22Y37Gj0keV9ZLlqViNv95G3VT0Dkwb2rHlroG2X2w4CY/a7Uxq4/DhE2x/uOdQQ9iogDrQwDkWMQzFTIWYqxIx9MWNPzNgdYe5JmHujrP1xzuHEwOHEwOHkwOEkVzHJVUh5iimeQspXTPAOxvgH44LDiUHF5KBickghHVZMDStkQqVMqJSJVCDpAmZGgFkJMCsB5kaBuVHg4RgwPw7MjwOPJtQmVR5LgcfSo5c6wO9qSvZsWvXns2ngmXqZ8Shgj4Dnj4DFeZXnj4AXT4CZybWiXMbvJu00rMLUhmFtP2ZlO2ZlO2FlO25pO2ZhM2JuLbawEVvYjIDH5tZic+sxcytdFpbjGubmY+bm4xYWE2YWY6YWoyYWoybmEpKZhGgqJpqKiSZiYxOREUloRBKqZkGSAE/k44ncn9OeFDkYQh8IjeegcBxw4ENg2EgsG4ntQ+H6UDgOUmsi7ENi2QgM6xgmHN0LQ9NhaBoMTTNEdetlgOw66VtqXQbIIzBEFwzRCYNTYTAthjAKCAajwFQZ6ziCoPwcAkFBIilIJBWJbIdCINsRiLaf0Hm/HnpW86BaEHCNJiSiGQFvQcCbEfAmBKIRgSAjEA361CEQdTr1gsNrjqmGw6vh8CoYvBIGr4CohMGqjqmGwWpgsGoNQ8NqGKzGwLDa0KAaZlANN6iBG9ZgDMgkDMXWhH7FZsDlwrC7o9DDUejhKHR3EHo6Dnk4DHlcGPa8IPS6IPa+MOrjMOZ7UeR3Uex/Uex/Sex/eSTgsiTo6vjNa+O3rk/edpLevjEZfEMaemMq9IYszGkq3Gkq3Hkq3Hkqwnk60mUm0nUmynUu2u1htNt8tNt8jMcjUKzH4ziPx3HuT+I8nsR5PIn3eJrgtQCV6L2Q5L2Q4PU00fuZRpLvQpLvgmpoC1hMCVi857+YGvg8NehF2s2XaTeXMm69zLj9Mj14ST2lvVRNaaFLOeEvc8Ne5oUt5YcvF4S/Loh4o+7Zm8LoN0UxbwpjXoOKYl4Vxy4Xxy6XxL1+EP+2NP59WcKH8vh35fHvKuLeVca/q078UJ34vjrpXW3ye1DdvY919z7W3ftUf+9T/f2P9fc/ktM/NqZ/JGd8bMz81Jj5qSnrc1PW56asL6DmbNVqZHP295bsHy05P1pyvrfkfGvP/Q5Fyf1BzV+hFHynFHynFv6gFv3oKAatdJasdJasdBavdJWsdj1Y7X6w3v1gnVa6QS/b6C5b16CVb9Aq1mkVa7SKVQ165VpPpXpKq9oEgVMaQ3dKA5cf5ex6sF7bx+xwGuWcRjmncVulabuvaUttg9O8CYIsPO5yKbs8lR0eZecnSRvq3h+mHQzTDobpWhkTMZQaqnqxFCMsJWi0DwCNcZSjfYoxzuFYv2K8XzHer5TygCm+mgCYEgAyASAbBGRDwNSgcnJIKR0GpoTAlBCQCYFpMTAjBmZHgFl1ujT10jQMpCnZ40ng8STwRKrr6RTwdErP+SfSo4EMBJZMc7AwAzybBZ7NHTXsxWPgxWNV2J4/Al48Bl4+BWal68V5zN9N2llElbkd2/bChLX9hLWd1MZ+0tpu3Np+1Mpu1MJmxMpOAh5b2Y1a201a20l12UptbKZA1tZSa2uptbXM0lpqYT1pYT1pbjVhbjVhbjkOHphZjoNMLcUgE/OjQVAvkvkQ0UxgbCowNhUYmfBB4DGBJCCAUTTm44x4eCJfA2fE08bFEgZ0YAj9aHwfCs9C4ZkoPBOJY+hAYHuPn9QDezQ4IjC9KBCKhkJ1I5FdIASiC4HohMM74fBOBLwTAe9AIKgI1XEnAt6pvQipHxLZgUR2IJEUqN+7aPfTS3Q/TRqkZ8eSBq4NIur10TOQ6etZFRxeBYNVwOBlWmDlMFiFDkNYhYFhJdQ5A9UZQ4NKmEEl3LAKbliFOldnjGq1IXVftuE4nx90cxh2V/N0GPR0GPK8MOx1QeRzYcTXYdTPcdz/ktj/sjjwkjjgktj/sjjgsiTw6ljQtdGga6O3b0zcvjERcmMi9IY0zEkW7iS94zx1x3kq3Eka4TwV6SKLdJ2OdgOT9jDGYz7GY/6u56MYj/m7HvOx7vNx7o/j3J/EuT+J93wa7/k03vMZpGpPE7yeJHg90Uqaz0KK32JywAIoJWDhnv9CauDz1KDnaTdfpt18mXHrRcbtF+nBLzNCljJCljJDXmaHvswOfZkTtpQT/iIvfCk/fKngznLBndcFkaqkFUW/LYp5UxTzuihmWW2pOPZVceyrkrjXpfFvyhLelSd+qEh4V5HwrirhXXXi++rE99WJ72qS3tUmv69Lfl+X/L7+3keNhvsfG+5/aEz/0Jj+gZzxoTHzI6gp69MxnyGX2b625Hxtz/2mQcn7Tsn7Ts3/QSn4Rin4Ri38Ti363lH8vaP4e2fJDw1wGqOXrdPLNnrKN3vKN2kVUFv0yk161Sa9ag2qp2qdUbWhq3qjt3qDUbupGcX6yNucRjmncZfTKO9v0mOgeZfbssdt2eO2yEEDLXKwXtz2XR5Fzqfu8ql7fOreYKdiqEsJGu5WCmkghZB2KKKr9SjEvUqNEYZSwlRKmMpRllLCPgrVaB8wxoHoVxkfUJnkAlIeIOUBUj4wyQUmeYCUD0j5wJQAkA0C00PahoGZYWBGCEwPAzIRMK02I1YPYSPA7IhWyY7HbH4ceDSu6tlxmqTpJ9OftIUZYGEGeDajGtGgY5lmSnv+CHj+GHjx5C8m7Qy82tyWbXt+ysZOZm07bWM3ZWM/ZW03DrKxn7C2m7Cxl9rYT+llbSe1tpu0tp36CSvbKUsbqYrtpIX1uIXNqKXtmIX1uIX1mIXN6E+YW0sgRkBmlmJT1TKpiqmFxNRiRMPEXAxFMhMRzYRHTIXGpkIj0hDOiIcz7gepR8AjaHwfhsDBGLF/Dk1gQWHxLCyehcMxsNheLLYXg+kBodF0NJqORtFQqG4VJA2JAB3F76c6jvudFp5cxw4kkoJEtKoTpQcc1gSHNWog4NCXJybtxLVELdDIVWmrhMHL1XmDJq0cBINVaYXNoMLwXAXMoBJmUIk6V2OEbLI1oV225jidF0CTBmmb0Pui2NdR7HdxxO+iyO+iyO+SyP+y2P+yOODKSOBVSeBVCZi0YOfJYOfJUBdpuMtUuMvUHVeZ5iDCbTrCdTrSdTrabSbafTbafTbGYw501/PhMXOx3nOx3nPx3vMJ3o8gHif4PknwfZLo+zTJ/xlUsv+ze/4L9wMW7wcsqqv2POPWi7TbL9KDX6YHv8wMWcoKWcoKWcoOfZUd+jIn/FXuneX8iDcFEe/A9caimDdFMW+KYpaL7i4X3l0qin1VHPuqOPZlcezLkrjlB/FvSuPflCe+K098ByYNVJn4rirpfXUy6F3Nvbc1997W3HtXe/993f0Pdakf6lI/1Kd9BJHTP5HTPzVmfoJU7Utz9jeolpzvrbnfQG3qmIE96yhYoRauUAtXKEWrHSXrHSXrnSVrnSWrXQ/WQLTSNVrZKr18rad8nV65Ra/c1uip2u6t3tKvalNTst7qDUbNJqNmk1GzwahdZ9ZtaDaA9JG3B5p3OS27nBZ5f4u8v/UIt31P3S1wHyNYr93BzgNNuoQ0pYiuFNGVoh5ACOoFRpiAhA3o7xMkS+MDwAQXggdM8IEJATA5qEs6dCLZoCpj4Bw2PQxMDwMzQmBGCMyIgBkRMC0CZMKjjKlKJj5aUdQZy6AxezgGzE9oeaSdsSfSo4OTevZEqps0aNieTQML4KrjPLD4CFh8BDx/rAK+XFQnbWZioyiH9ReSZmbLtj0vs7GT2djN2p6ftrGfsrGf1PjfT5q1TtJs/lLSdKomMbeWmFtJzKxGzCxHoUwtJBrHkiYmmol0GJsOG5sOGZkcDX86CCQensglkAZ+CU/sP2LUhzfqMzJiEQhMAoGJxzPxOAZeXTho5DAYBgiN7lUF7xdoaHS3DhSqC4Xq/Am9IYS8oQOFbDthh2EzEtGsXTvwjOYleNlM75T2O52rPT6x6U2apmQGBuUGhuXnDMq1ZzWtKQ1jUKdKmg3H+fyg64UhN23uDsOejqqk+TqKVUlThU3sf2UErJpW0pxVSdNUDUzaHVdZhIss0kUW5TYdqTqYiXKbBkW7z8R4zKrN3PWcues5E+c5F+/5EJTgPZ/g/Sje51GC75NEvyc6SUsJWLgfsJga+Dzt5suMW0sZt5Yybr04nrTs0Fc5Yctgz3LvLOdHvIUmDbxsVhS7XHj3FSRpSyVxr0vj35YlvNVJGtgz9S7HDzUp72vvgz7UpX6oT/1Yn/axLvWjJmkN6Z8aMz43Zn6GDGdfoDFryfnemvujNfc7NGnU/B9gz7oK1ZfNHmx0lW52lW52l250l4LXzNZppRv08o2eivXeyo3eyk1GzQ6jRq6h2tYBwaqTs+rk7PrdvgY5p2EHBLkeJuc07kCHMF7rvoByyKcc8qkHgo4DQcehBnTqGupSDtMUqnrRlSI6IKID4p4jI73ACBMQMwExExjV7hk0aeM/SRr/LydtclAds0FgalA9nw2rwyYCZsXqgGmDrjTq9OwnSXt08oj2CycsPC7Mqj3Uitl/XdIuSG3spTb20+qkaUit7aQ29jIb+2nb8zPH2djJftkzLXZSS9sJS9sxS9sxS9uJX7KwGbew1k+1qqmmWdU0sxw3tRjTYj5qYibRQTIbIZqJjE2HjEwGf0p/8HTip2FkzDUy5hobcY0IA9r6CXiOWh8Bz8bj+kA4LBuHZf4ajoHD9erAYnuxmJ6f0JoR1TBHb6Bj0R0Y1InQKCoaSVFBUaEvUcjWo90iWntDyCfsGTm+uZGs3kiiP34wWO3RQGZQZWhYA4PVGBrWGBjUGJyrMTCoMjCoMjCoNjSsMTSsgRnUwAyqkefqcMhmG1PaZdt+5/ODLg5DLg66SfNwEHpfFPs4qqrm4yj2chR5O4p9Lo36Xh71vzIacHUs6MbkTaeJW04Twc6TIS5ToS7T4a7TYc7TYc6ycJdpsGp3XGURrlORrtIIF2mkqzTSdTLKbTLKfQwU4zEe6zkR6zkW5zUe5z0a5z0W5zUe7z0R7z0R5zMZ5zsZ7yuL95Ul+M0k+M0l+s8nBTxKDnysEvA0JeBZauDztJsvMm4tZQUvZ4UsZwUvZYUsZYYuZYS8yghZzgx9nRX2JufO69yIt3mR7/Ki3uVFvSuI/lAY87Ew5n1hzPui2A/FcR+KYt8Vx70tin2jURL/7kHC+weJ769f6XMAACAASURBVMuSP5Ylf6xI+VSV8rkq5XNNskptypfae1/r7n+ru/+tPvVLferX+tSvDWnfGtK+NWZ8a8r81pT5rTnre2P298bsHy256y25ay15q635K60Fq20F61DtheuUIi0dheudxZtdxZvdD7ZppTvdZTu0cjmtcpdetUerktOr5L1Vu4zqPRCzZo9Vt8eq22PX77PJ+31NWjjNh8f1tyh4bUpBu1LQrhS0KQRtCkG7kk9V8KkKAVUh6FAKOpSDHcrBDnCREBjqAmmWDYHhbkBIA8B06dRL3AOIGLrEjKOkSViAhPX/RtJAU8PHCIEpITAtAmZGgBkxZDL7jaRBe3Z8StMKm1Rr6we4+0PvwdEYBxnOjqa0GeDZLLD48OjimU7SwKpNj28WZrN/P2k15rZ9thfAgIFJk0FM/SJp9tO67GTgYuMJpJa2k5Y2Y5Y2Y5Y2E/9pFtYT4OU69UW7SXPLCQ0zbaYW43qYj5qYj5DMRCQzoV5Es2Gi2TDRbOiXjE0HNYikQSJJQCIKSET+cURjPtGYRzTmEo0HjI2g5eP8BraRkS4CnkXAM6HwOCYep3WMxzFxWAaU5jwex8BjaThM98m6sOhODehLDJqCQbejkK0oZCsK1XIE2YxCNWudUZ9HQiGaEPCfbDBp0Axz6v0gNTBYrYphHcwQDF6tofo8HFYLN6xBGTbgUS22pvQrtgNg0lzVSXNX87gw7OUg8nYQ+TqIfR1GfBxGfC5KfC+N+l+eCLgyEXh1IvDqxM3r0ltOk7edpCHOU6Eu02GuMxFucxGuc3dcZiJcZyPcZBFusjuu0gjXiSi3iSi38UjX8QiXkQgXcYSrMMJVGOE6HOk6FOk6GOUmiHYTRLvz73oO3vUcjvUcjvMWxftKEvxHkwImkwKkSQFTSQHTSQEzyYFzKYEP7998nHb7yf1bT1NvPUu/vZh5+2VWyFJO6HJu+Ovc8OXcO8s5Ecs5Ea9zwZJFvSuIflcY874w5kNR7Mei2A/FcZ9K4j6XxH0qifv4IP5TaeLnB4kfSxM/lCa+1yhP+ViR8rni3ueq+1+qUr/WpH2rS/tel/a9IVUt7Qc57Udj+kpjxmpT5o+mzJXWnLXWnLXWnPW23LW23NW2vLX2vPXW/PW2go32gq32ws32wg1K8Sa1ZJNavN1ZsqPR9WCnq3S7u2xHpXSnp0zeUybvKd/trdhjVO4zqg96q/Z7ag56aw97a/cZtfuM2n1m3QGz7oBVf8BuOOxrOOwjH3LIiv5mRX+LloFWJRSvDeC1Abx2gE8BBO3KQQoAGqICg50qYMDAbumliZlOyY4nTayOGZSEpTuo/VbS/vrCo6ZhMqE2keqa2V9Kmk7MTkqa3shpbXqc0O2c1sqkvrXHZ7Na19JUJZvXuromG9ssyPrtpJ0yrDGz4dhdmLaxl9nYHauUnczaTgYe/1bSwJ5plhn1sbCeVE9ak/9p5lYT5lbSI5ZSM4vJk5iaT+gzZmImMTHXvfCm7zqciGgmIh1buoSsYQo1SCZCkonQhDR0EhJxkEQSkEh8EmmQRBwkEQeJxgKiMe83DBgb9+sy4hjpIPQR8GwjQp+REYeAZ+NxrOMIeLYai4DrwWPpP4HD0EA6L8G8YVDtOtDHzmjOo5BtEK1IRDMS2YRU7ZzUBicj4FprlaqAGdYYGtbAYeAO/noYrP6cYbWBYbWhYQ0MVguH12LgjcaYtvNmPVdtB5zPD7o5QNYbHYReoAtCbweRr8OIn4MkwHE84OJEwKXJwCtTQVdlN69N37o2ffu67PZ1WbDTdKjLbLjz3B3Xh5Fuj8At+3c95mPcH971nI31no3xlEa7SyJchkKuDdy+0ufv0O1tT/GybfW0afa0afKyI3vY1nnZ1nrZ1vja1wY4kgMvNt660hp6nRrm1B3h3hvjxYnz5SYGDCUHiVOCRlNvT6UHz2SGzGeHP84Of5wT/jT3zkJexIv8iFcFUcuF0a+LYt4W331bFPumMPZ1Udyboti3xXHvS+I/PEj4VJrwpSzxS1nSp/Kkr+XJ38qTv5Qnf6lI+Vp5/2vlvc+V9z9X3f9Udf9TVern6tTPtenfatO/16Z/r8v4UZ+52pC12pi11pi11pyplrXenLXekr3RlrPZlrvRlrtByd+k5G9SC7aoBVvUgs2Ooq2Ooi1q8XZHyU5HsbyjZKejZLvzwXZX6XZXqby7bBdCrprDyuW0cjm9fJdRua/BrDpg1hwyqg96aw8ZdYeMugNG/UFv/QGz/oBZf8BqULDJCjb5sK9R0df415LGpygFVAA02KGbNLBq6slMK3LQ+QxCeZS0Xv0lk7D+M0kDD8Z5wDgPmBCoHA8b2DZo4fTMZ/qmtN9ceNSftHGIn4btpJ0jP7nYppU0yI1oUODTQ57OKSdH1nPTf3vh8V8G1abWfbbnZdbg9hB7VaVUJbODzmfTdhd0gcOctd2UmtTKdtLSZtLCeuInzK1Hza1Hza3G/yoL63HVJ1iBC4+T5laTZsfGMnAyM7OcMLM4YUT71ZRmYi7SADeVkKAbTLQMG5seIZkMk0yGTUwGf0pgYiIAj8GqkYiCX+ETiTyiMZdIHIDSEznjfiMjjrERx9i434jQBxbuZCwCruc/B4+l4bE0HKZTC7oLg+rCojt1z2M6MWiqFhS4mKme85Ctx+6HU921rY5cIwIOXttrRsJbkPAWOLwZDm82hJNhcDIc0Qi+H4dsJeE6L1hyrl8Ycr0odr804n5pxOOSxPOSxPvyqPflMZ/LYz6XRn0ujfpeHPe/NBl4RRZ4RRZ0dfrmjdlbTnO3neZuO88Huz4McX0Y5jZ/x/1xpPvjKM8nd72fxfs8jfd+muj3KMF3PsFPFu8njfEeCXVi+15oc7OsumFaeomQdR6TaodKskUm2CLj7dCxNsgYO1SUHSrKHhPlgL/rSIi7Qky6Znr/hnmGs1W2h12Rj0PZzWv1Ya7tUZ60uz7sBH9u0s3h1JCRzDsTOVHTBXcfFd59Wnj3WVHsYknciwfxrx7EL5UkvCxJfFWcuFyS/OZBytuylPfl9z6U3/tUce9z5b0vVfe/V9//UX3/e3Xqt9rU1dq01drUH7VpP+rSf4ANq8v80ZC10pC12pC12pC1Rs5eJ2evN+dsNOdsNOest6hstORutOZutuVttuerUAq3KIXb1KJtatFWR/E2qPPBTmfJbmeJvPNoGtvtLtvTJI1WvqvpGa1c3lO5B5YMTBoLTFrNIZg0Zv0Bs+GQ2XAIxqyvEehrVII94zQp+1uUOg3jtgFQPI12JZ+i1gHwOwBBByDoULVtSKNLq3AgEU0fSN6EPar5TAwZ1H43aRqQpI0PAONg1fjAOHQFUgBIoX5vgFPt0RcpdTY3QkF37UO3ihynp3ngDdSQ8s3pxE/9hvnxoy4e3cqmuRMAvE1tCngs0zYNUj1M5NG04tH04YR4LTf9t3c8/nGukmjJsrKdtLSRWtrIrG1lVuo9iuCBjZ1MxV5me14XeMnNynYC9BsXwMbMrcbUuzzGzK3GTnqn1vv1v3Pi6D6B37+udkRiYi4mmQlJ5nqYQOh9A8lcszI5bGw6pEEyGSKZDKmj9RvAue0XBCQiXzWr/fWkHa+a5rwRnmWE7/0JnYxBz+if6jA9OLT+b+EwXdDCYdFdWHQ3Ft2JAS/RoahoVLsGZJjTdK4NhaCAkPB2JLwdgQDvzGsDn6uCRrWjkW14ZLsJnuZoK3C6JPG4OuF1bdLrutTn2pTvtSm/GzK/67KA6zL/6zK/a1MBV6cDr84EXZ+9eWMu2Hk+2OVRsNuTEPcnYR7PwjyfhHk+ifR+Fu2zeNfneZzv80T/F8kBi8kBC8mB84n+s3e9R8NdBQGX6U4WlRewmbaIeEvDGHODULNzt03PBZmeCzA95296zsfUwMcc5m0O8zaHeZrDvMwMvc0MfcwNfc0N/SxgAVaIWzbo0AuEmEuk5GtmGU4WeZ7nS/2vkG85tUZ60ZNu8dLvSLIjJ/Oip4tiHxXHPc6Lms8Ml6WFTWZGzGTHPM5PWCi5/6oi7X1F2vuKtI+VqZ+qU79Wp36vTv1Rk/a9Ju17fdp6ffp6ffpqQ8ZaQ8YaOJA1ZK2Ss9fI2WsNWWuNOeuNORuQpK215K6DWvM2QG35m6D2gi1K0Q61eJsKxqxkp7Nkp6Nkp7Nkt/OBvKtU3lUKri7u0sr3IHZpFbt0UOVeb9U+s+oAxKo6YNcoWLUKZq2CUadg1ClYDYdsMjiZKfsaARCnSclpUvY3A+qSAQOtwECrkqsZy/Q4ShqvA+B1ANCJTW/SNFUT6q0aJGnDdEDYA4h6j1YgT1p41Gx91EkaeDwBmdjApGmuqIFJkwpUW/NB0hOmN2jbJgcB6TBIMSVUyoTKKaFyWgRMiwGZSDktBlREwNGxmmqhUuekWLd5YOGgRdQbxaMZcUQ5KwEfOKIyN6o8auQ4MKtjQjk7oZydOFSZ3J+T7o0Nr+SkMX43af88W0Y06zE1E5mYic3MR80tRk3NR0zNRCamQlMzkZm52MxiRL1XXmxiIQKZWoihLKwk5pYj5pYjZpYjZlYjZpYnsJKYWakeUGJqKTa1GDGzHLGwlBwzYmEp1kdiYSWxtBq1tBq1sDp6v5nFyHGm5iIzixEzC7GpmegEQhNTIcl0mGQ6pMPEdFiL2bCJ2dBxJLNBkglIcByRxNdlwiOa8LQOSHz1EKZVL30X4XgkIpdE+rkTOmfEOWqYLja4M/NkDA3IFbifwWGZmu2dWjC9mONUOzm7VNsvj0NT1Kiak0hkJxLZiUR2oFAdaGQHCtmBQnZgUV1YZAcBSTXB91yyG3a5NOZ1bcrnxrSv04yv04yf02yA80yA80yg80yA03TAjemgG7O3bjwMcn502+1psPvTYPdnIR5PQ7yehXovhPkuhvu9iAp4ERO4FBuwlBD4IjHoedLN+YTA2fggcbSPINiF6uVYddU83RYTbvqnD/HMDePT10l/OpoYOJgY2log7C3R9pYoWyuUnSXSxhJhbYGwMoVZEc9ZGJ0zw/9phj9rSfjTinDG2uisjfE5e6KhIxF2mQS/ZolxtTPyv2we4nYhIeBGVphnebR/fcKtlvth3ffDuuODqOEe5NsuDcFurRE+9JQwUV7iXHnGcmXWm8rM95UZH6rTv1SnfalO+1qT/rU241td+mp95lp95hqYNHLmGjlzvSFjpTFrHRzOGnM2yNkb5OzNxixN1TZOSlpbwSalaJtStK01oj3Y6Xywo15sVF8wK5NDqFYd6ZV79Mq9nso9RtU+o/oAxKw5ZNYcMGsOWHUHrLoDdr2CTVayyUowbOB8Bo5onCYlp0XBaVX0twADrUB/m7K/TTmgAV141KAAXBAVAMPGAye2TpWjvIFV6wYGu4EhGjCsNkTTvszWrRs51XbHXmCEAUhAYNtYwAgLELOBEbZqgIPu7B/jAKN9wKh6Z/9oPzA2AIyBYeMC41xgggeM84EJ3i9I+cCk4Gi5Uk0xIVBMCA4nBxWTgwrwWSFS8CZr9QOupoRK6TAIUB/oOFrJBN8zJTx6p0wEzoLKKaHmAxUyEfhSMSVUSNWmhhVSoUIqUr8UKsDHa8lGgOkRYFqinJYoZRKFTKKQSQ5lkgPZKGhfJtmXjYJ2p8d2RwZXMlN++4FY/3GqBEfsNCYNEowHCUZDBKNBPIGPw3Nx+AE8gYs34uKNeXhjPt6YjzdW3bOMM+LqIBjxCMZ8gjGfQBSctHXQ2HRIZ6AxNh0iqscaLaZDJmaDeuiURo1IGtTzIfqA79e8JJIGjYgCgjEfT+Cq/v3GfIIx34goMCYKjIkCImlQ/eG/FS1jIo9I4uvvGYlPNOFCksZVJw30s6SB89mvesYlkVTLkj9pmJ6Fx18kDeKEK3M6sCckTXPTgjbwBgbdmxOOYDpU0NB7D8B7+zrRqE4MqguF6EAjO7Gobiyyk4DsMCX0XrQdcrk07nVtyufGjJ/zHEiVNJfZAKeZgBvTN53mgp3nb7o+CfZYuO3+LMRzMcTzWYjXQoj3Qrjfi3D/l5H+L6L8X9z1fxkX+Dw+8Fl84GyMz3iwK8PnYpuzTYkj8b4lOpz0p5fRv64bnb5IPHvJ1NDe1NDWHGFphbG2xVvb4aztcNY2GEsrlJkFwtTUkGR8jmhkQMSfM8KdJWHPEPGnTQhnzXBnTfF/WuD+tMKfsyXCLpggrpghr9ngPR1Mbl63jnG/kOx3NTPIqTDwekHAtUIvx1y38/lu54v9rzdEB3DSoscKkp6UZyxXZL6ryvxQlfG5Ku1zddoXMGm16at1GUdVI2eukzPXyZmr5MxVMGnk7PWGrHUwaZCqrUGrBk1ae+E2pUg1pR1PmnpK03V0Ia1yDxzUQOqk7avU7rPqD1kNoH1Ww77mKpoqbOqk9beokqahkzTVUmQ7MNCuqZqSS1VC26YZ3QY71H9qUtetPugChrqOrsNprsZBO6ezMRK8R224RzlEVwgZgJABiHqB4R6lsBcQ9qpGuqMNJkxAzAJELEDcB4xwjgY7CUc50n8IEnMOxJyDEc6BpF8xylFqOxxVvw3y/j0xZ0/Mkes8d1/C3ZNw5RKufJS3O8rbAx/Ar34M//4Ybx96RsLdg/yU7skx3v44/2Ccvz/O3wON8XbHBarH+Y/z98YEe6OCPfCh/mNDB+PDh+PDhxPDh5PqR0dKRUqpSCkVHaqID6Tifal4TyreBU2N7IGkI/IpiVzE/56e3PO7Sfu//5mFMWrCG7NxBDYW34fFs7F4FgbHBG8ZxqgfroEmsMBn82ue0A+FxrAwWDYGy0Zj2SgcW+/TGjEEDtZI93ZmDL4Pi9MDR2AfB97ydcSYRSD26cAbs6AIxmxj0oAG0YRLNOGCx0bEfrwRB0fQ+u/VAP9GgnE/9Md/iWDc/9Mf4RiT+okmXKLJANGkn2jSb0ziEIkDv1Opk9YYT1p4/L2e/eWk6cPR3I1wHA7Xh8WyVTAcbeC3WBgMA3Kv3snQPVhU73E4dA8WScMhaQQknYCkE5E9FoS+SzZi14tT3lfn/J0eBzg/CXB5FODyKND5YaDLwyDXuSCX2SCnmVsuD2+7Prrt/iTY42mI52KI12KI9/MQ78UQ74U7fi8i/Zei/BejAxbuBj6ODZqJ9pNEeA/cdOr2dCi9Yp5xwfiOFdrf1NDZ5Jyj6Tk7M5iFFdLKHmt2AWd20cjsqonVdTPrKyTLS8bmjgQTe4yxHRJvBcOaG2JNDdCkP5HGp5HGp5Gks1jSWazRWQzhLI5wlkA4SzA+RzSDW5gjLC1R521xl88bu1w09bpq4XfVIuiKeeBl01uOpFvnSeGOZnddHbJvujfEhzIy7o4UpMhKU5+Wp7+sSH9dlfG+JuNjTfrnmvTPtRk/ajN+1Kav1qWvNmSsqWKWudqYtU7OWQWB19XIWT/IWT8as1ebc9bApGmmtKOqFWy2F25RirYo6mtplJJtqjppkIVHbeXbtAoVeqWcXinvqZT3Vu2CNJv1GdV7zNp9Vt0Bu/6QXX8I7trvazjkQGa1vubDvpZD1cTWquC0KvpaDvtaDjmt+reNQK+uDUDzpg2yRHmESz3kUhX8DqWgQ8kH7107ohB0KHX2m2iOB7sAQScg6FIIuhT8boDfDQxCDNFAysHuw8Huw0Ha4RBdMURXDPcotfQqh3oPh3sPhb0K8JGPwwzFcK8C7KKmjiAhU8sw42CYcTDM3BOy9oaZcpCQtSvq2xeyd4TsbSF7S8TZEffLQcL+PWH/nrD/QNi/L+zfG+bsgtTn98QD+yDJwAHUSP++ZOBAwt3XdBE8GOXujfIOJLzDUd7hGO9whLcn4e+PCg7GBAfj/MMJgWJyUDk+BAEGT6iYFB5OCsG27U+NHICk4r0pyZ6It5qe9NsLj//jH5koQiPemIXBMTFYNgbHxOCYaCxDBcdAYjWYJz0aGIlmojFMNIaJwjCR2BMhMEw4hgGFwDBQGKYe2N7j0FimFlwvGteLxvb8BAbXi8EzsXimOlQsHEHTLSYGx0Bje1GYXiS6R/svYqBxDPB/hebNOtSfo/pwnZcnYIA/iCMwcQQGzoiJM2IaEdjGRhxjY46eK15GHCOjPsgFsN9FIPxkP4hu0sA7wXX8byeNDcLh2FgsSwXDxmL6jmDBbzGPJ+3YeNeDwfRgMb049PGk9WBRdCyShkV045E0ApJGRPZYENhXbEfcLst8rj+EJi1AnbSbrnO3XOZuu86DSQvxfAZJ2kKI90K470Kk/4uYgIWYgKcx/nMR3qPBrgP+V6iudjWXTVPt8XFWqEALhJc5zMnC0NEW5ehAuHCJ6HjdzN7Jwt7Vyt7D9oKHzQUXSzsnc+urJHNHHNEBbWSHxFsh8FYInIUh1swAY2aANTfAW8CMzAwJ5jCiOcLUAmlmiTKzxdna4+1tsRfs8Bdt8VetsVdtcdetMU7WGCcrlKsF0s0c5WtrFHrNJsX3RllUEDU5nJceI8qNlxUkPCxOXqhIfV2d/r4m/VNN+qea9G+apNWnrzZkaJK2Bk1afeYK2DONJu2qQS+ntRduthduUou2qEVblJItagl0VgN3PG53l0E37m91l5+IVrFDq9jprdrtrd7rrT4qXG81eD/1Lqtuj1mvRt5jkHdZDQcs8gGzaZ9B3tVgHdljN+73NR3oYDcfsJsPwARCcVoP+1v2+1sP+lsPOG37nLY9Tttef7vqgNO219+219+qZaB1j9u2P9C6r3rZtj/Qtn/0BtUP7nLadjmUfQ7loL99f6B9f6D9YICyzwVR97jUXS51l9uxx+vY52pQd3kd+7yOfW7nHrdTzuuU87t2BV27/K5dXtcur2uP37kvgBjs3hfQ9vm0fT59X6ByIKDvCei7fNoOn77N79nidq8PdK0N9W6L2Hvivj0RWz7M2hSyt0V9O6K+HSF7e7hPPtwnH2LvDrF3h/p2hvvkw5zd4b7dQdb2IGt7kL0zyNoRsLYFrO0h5o6QLR/p3x/lHkoGDka5h2O8w1HuwSh3f5x/MMY7GOPtS7j7o7x9aNIk/P1RweHYoGJMoJgQKCaHlJNDyslh4IhQoXY4KTw8lrT9Kcn+X0va//UfGUhcA47AxGAZGCwbjVX1DIVhoDAMlNYDDJknQaJ7NaAPPNTWA0PRDLXBUDQEiq4Huvs4JLpHGx2JoSFQ3QhUNxzVBUd2gcda0DQkho5SAzuHwtCRGBoC3Q1HdYE/CEN0qo5RXXBUFwLdjUDTQCjIj6P0fRQKQ0dh6WhsDwqr/50Q3SgsDY3tQWPpaCwNhMP2gn45pmCxdBzuGHwPXo9ePJ7xm3D4Hh14fA+B0KuH9g1w6lvfWLhjNP8SHL4Hi6Or6L3Ahu3Veye4nv98TA8OrYJF0dVoWHQ3DtWNRXbhkV14RCcRSTPHMy/bitwuSb2vz/o5z/u7PPJ3eejv8tDPec7fZc7fZTbQdTbIde6W61yw2/xt90chnk9CPJ8Fez4L8V4I9X4W6v30ju98pN+jaP+ZKL+pcE9R0HWG14VGZ+v8S8SU8/hgO0yQLdrVBnXDBnXpAvr8VYKDm7mDj81l/wuXAy5cCnJwvOnoEHjB3tfW2svK0t3c1MnY+AaeeBVnfBFrfBFj5IgmOKAIjmjjixhTR4yJI5Z02cj8Csn6ionNVVNbJytHZ+tLV8wdHIl29nhrC6SFKczcxNDCFGZpamhrYmhPgl22xntdt4u66Zofe6s+PpiWcoeVFinMiJTkxsiKE5+UpbyoSntbnf6uJv1zTcaXmvTvtWnf69K+16X9AO8/q0//0ZD5nZy1Qs5aIWeukDNXydkrjblr4IjWlLPWlL3anLPWkrOu2S0Cas5da85dbclbbclba8lbaylYay1cbyvYaCvYaC/coBRtgDdTU4s3INapxWvUEm3Fa9CT3eVbtPLt7vLt7rItlfINWsUmvXKrp2qbXq1Wu02r3eqp2emp3aHVbnXXbGrQa7bo1Zv06k16zRa9ZqundrundrunZkuldotWu0Wv2wb11O/0NMh7GuS9DXJGg5zZsM1s2GY27DAbt5lNKr3kTQZ5i9G4xWrcZjfusMhbENvsxh1W4za7cZvduNPXLO9rlrMbd0Cspm1m8xazaYfZtMNukfe17rKb5X3Nck7LLqdlt791D3zgFqdNzmmT97fv9rfvgsecNtWzuAbadvvbd/opW1zKFpeyzaVsD7RvDVC3udQd/tEvF93lU3f5HXJ+h5zXeYTftcvr2uF1bfO6Nnldm/zuDXb7t57GjwMdq6Ocw1HO4VDvFp+2NszYFLG2RCy5iLUrYu+J+vaFrAMR+0DI2h1m7Q6zdgU9W/1da5zO1b6OFRblO7PtG6Pta2/rF2b7tz7qDz59c4gpF3MORgcUY1zFKPdgjHc4zleO8xVjvMMx3uEYXynhKcd4yjGuUsI7HBsExgaB8cGj+xPGh8CYqaomFQJSkXJSqNCsRk6JFSCp+GBq5EDEW09P+u1N/P/n39ORuAYsnoHGMtAYlmZEQ6JVswv0V26e5L86aTQ9cUJ1I1A0LehuBLobjuwCwRCdmuMjqK6j5oHH6E44qhOO6oAjO2AIKgzRYYigGsKpMETHEWQHHNmpgtIPgQb7d/RSAzwPPaPWgUB3ItDdCHQXAt0JQqNpoKNnP55I3wYKdCdaB6YLg+n+C7Cdx3Rhccd1Y7E9x2Ew9OOwOBoOR8PhaFgcDYPtxmC7MNguDLYbcqx52Y3GdKHRXZD/hC40pguF7kSBx+huDKYbjenGoLux6C4QBgWB7sSiOrFIKgHViUdSjZGdFgTGJRvwWprM12nWz3nWz3kGQhbgMh3oMh3kMnPTdeam29xtj/lgj8e3PR7d9nwU4vUwxHM2zGsyzHM8xENw06nP+2Kbi3X5FZOsi8Zx53F3zuP87bG+DngXR4LTRaMr14wc3E0vBdhdCb54485V58gbzlE3rkc7XY+8fiXkosOtC3aBdjY+uzIpfAAAIABJREFUluY+ZpZeZpZuppYuJHMnI1MnIzNXkqW7ia2biY27ua23jYOP3SUf+8t+DleDrrgEXHLysL9yzcz+AsHSEmFC/BNvfNaIeM6YdM6ceM7S2OC8JcbpmnVIgFNGVEBFTGBL3C1q/C1Wwi3OvZDhzIjJvLtzJYnPyu+9rLj/ruLeu4qUj5UpHyuTP6l9rkz+XH3vU03q57r0r3Vp3+rTV8jZK+TslaaslaasFXLmD3Lmj6aslcasFXLmj8aslUb1cV36t/qMrw0ZXxsyvtZnfK3L/NoAPkMk63tj9vemHJXm3B/NueCfP5pzvzXnHZMLkfe1vXBFB6X4B7VkpePBamfpWkeZCrVijVqx2lm+3lm+Tq1YpZSvaHSUr3bqqFjrUuusWOuoXOuoXOusWu+sWu+s3uhS667ZpFWv06rX6TUb9Lp1Wt0avX6dXr9Oq12j1a7R6tZ66jaO663fBDEbtljkbRZ5m9mwBWKQN3vJG73krV7yFqNxm9UkZzZug11kN8r7muR9zTuc5p2+FpC8r0WuOmiVc1rknBZ5f+tuf9sOp32rv21roH1bhbo9QNnhtst5R4/5Vz3pn9sh1+B17nE7d7idO9zOTV7XJr9ro6/9R3f9e0bzl+FeuYi5N9Cx2kf5OszYHOnbGWZsC5lyEXtPxN4TsQ+ErP1h1u4gY0fQu82lbQx0r6t0rXO717m0DS5tY0Dduf7OVR59c5CxI+bsSwYOR7mKcT4wzlOO8RTjPMU4XznKB8Z4wDgPGOUpxgQASLOZE0yaVJM0EaC+uqaUihTaDqdGDkW89fTE377VWpM01cLj0ZSmThqWjsDSERgaAtOj6RMc3QOFQPcgUD0IVA8C3QN92+8kDY7U61ickF3QQUoDWjIYohN8qTnQEzwUBY6iwJDt6gPq7zBEUHRAzx9/PxzVoY/mb6TAkO0g8CHCCGQHHEH9BXg7TP1r2DQ0v2sU+ktHdZ7W/1P6f1k2Ct1+nHqfoQ59z5BEq6GoSBQFiYL8LegWtV/8Ljf1L3ujIFGqf6pmZz+4iR8Jb0ci2lHINgyyHYNowyLasPA2AqLdFNd90ZrvfEnieW3S54bUx0nq4yT1dZ7ycZL6Okt9nCb8nCf9nSb9nScDnKX+TlNBrtM33WaDXKeDXGW3XCduuYzecuEHXuf4XGpxtqm4ZJJxAR97Hhd+AXfLAR90meh9heh13cTVydzFxeKam6mjn9WlMMdrMdddk1w9k909Uzxd73m6Jrk7xzlfu3vjStQVxzAH+1C787dt7QNt7P0sbX3NbXzNbfyt7INsHG/aXQyydwx2vBp2ySn8qkukk8ddD+8IV/fAS9c8bC9cIVlaIwmkP5GksyjSn2jSWWPSWZLxn1YWyEuXTH09HO8Gu2eHeZSHeVTc8WqO8KLE+DGTbg2lhY1nRU7lx84Vxi0UxT0vjl8qiV9+EP/6Qdzb0vh3D+LePoh7+yD+dWn8m4qk9+WJH8oTP1Ymf6hM/lCd/KEqCfzlnx9rUj5V39NSlfKxMvlDZcr7yuR3VSnvK1Pel6e8q7z/ofr+h+r7H2pSP9akfqxN+1Sb9qku/TP4Z13659q0j7XpH+u01Wd8OjrO/EDO+kTO+tSY/bkx53NTzpem3K9NuZ9b8r+0FnxtLfjWUqjSXPy1ueRra9H/Yu49v9q81r3d/+OcM87e613vWnuvvWJQ74ApptvGBmxjjEsSx0kcx713egeBem+o9y4hCYEQCDDuaU7cjcE2vaiCdD48khDFibPLOWeMa2hMPUjyyJdc4zfnPe97UtD2gY9/z2t/x2t/x2t/z8e/78J/EHZMCjsmRZ1TccSEaQBR51RX55SQMCUkTguJ0yLSjDiGhDQjJU3LyNMy8oyUOiWlTslo0zLadHwtp84oqLMK6ixgPgV1TkmbU9LmlbR5FX1BRV9QMxYTUTEXVKx5FXNRxVxUs5Y0bK8uhp7j03P8Bq7XwPUZuD4j0DGZ5zdwoxkuMckZu5ZMcYRLJpHXJPSt7aQcAKayWST+OFZp0Cr1W6V+i3TRKlvqli9ZpQsG4bS+a8oomjWKZsySWZN4sk/ndel9JvGUXbnYawg6dX4HcPam8zu0vkScQIzTB3oNwfgCMJ9FMQ+Irc8QHLCGPbbIoDUyYAkDF+ziShvojriBtwn3EzzrlOYErBYZ7o2M9CXqLTzcuzLiWum1LFRfM3yy0v5XDRTNRmG0SJQOiTIgUDo4MhbUkCoYUgVFKKEIJRShgq7RmDLOuowFQQBKU63THgSh/IjS5BuQrclDCWxMS2CYJApUAoZKgYwVB5II8BWYFAKTgGFxD4l+HxBU+OkkfhECF0Hg4jUghBC4EAwTgWBCELwLBBOAoAIwRAiBCMGbAQIL1gDhJUO46wBBuSAo778AFwTlbAQM466FB4bxIFAA/hpgnI1AYbw4ECh3LZwEuGAo5w+ARIF8ZFYAFMKDQ3hwMA8B5iLAXBSEl4oUFmTqSwrtZUV9FcWeg8XDh3aNHNo9cqh06GCp52DpwKFS96FS1+ES15FS15Hd7iPF7i9KXF+UOI+W2o6W6I8UyQ4U0vdmE3al3yjAnMtDHstHHMmHHyhE7ivC7t+Ttnd/xv6KrL0VWSUVmUWH0guOZe84t6vketmB6oMHaw8fqj1SUX+kov5weU1FWfWBfZVle6+X7L66q+jSzp3ndxSdLSw6nbfjVN720/k7zm4vPruj5Myu4gsley/vPXC1/PDNw19WfXXs1pdHL1ZUHN+1u2JbdhEamwuBZyfDspKgWz9Dpn+GTtuSlgnJLcCWFmcerdh+5sjOyqPFdcdKO7/ZSz15QHjxc/3Nb51VJ4bqTo02nHncePbHpvNPWs4/bT3/vO38i9Zzz1vPvWw996L13LPWc8/aLj5vu/Cs9fzTNoALT9svPGu/8Bx/4XnHxRedl152XnpJuPw6ypXXhCuvO6++6rzyknD1FfHaK8K1V8Trr0kAN96Qb7wh3xwj3xyj3Boj33xNufVmldurrPqv8i298i2jeoxRPcaofsusecusHWfVjrPqJlh1b9mN45zGd5zGCXaUcU7TBLtpnNM0wWma4DSPc5onOC0T3NZ3vLb3/LZ3/LZ3grZ3XfgPcYT4KWHHtLBjugs/GaUj+kTUOSUiRBETJsWESQlxUkycFBMnZZRpGXlaQpqSkqeAtZwyk0hcb4liW4WxoGIsqBlLasaSmrmojfrMp2f59GyvgeM1cn1GLhDXfAaez8jzGfleIJ8Z+bG1wGsQLBq7lgBMQq9J5DWJfCah3yz0m4V+iyhgEQctIr9FBMgsYJUGrNJAfNEt83fLfTa5r1vutcm93bJFNeedgjVmUyzalQtuY6BXuyRnvtIJ3ju0PrNs1iSdd2j8Tl2wzxBym5ddpuWowwzBOH3GUHzRZww59QGbeskonbIoZvvNQY8tMtgdcZuX3ZZlt3Wl37ri7l4ZsEXctnC/dWXAujLQvTJgCw8CO5COyNrjtPCQMzzcGx7pi4y4wiN9K8O98Y3HWEq7/skp7f/6Sw0UxUaiAaUZ4UgdDBFXmhIWMxZsrcY+5rMEpW0CZOOPwD8WyKLJJr5BB7Ax+sQjERgmAUOlYNim8SgBmAwCkyYkqtXAtA4QtOs/x8bvxn5TAIZ1gWHCZJggCcZPhvKSIbz13loDL5FkKOe/QhKEvQXMWg+EtQXCWEcShJkMZa2FkwzlgCAsEIQNgnDWwtgIGMICAEFYyWDm78JIAv0xyWAmeO1I6zggEAsCYkOSWbBkJiyZCQex0DDethT59mxDcYGtbEf//h2D5duHyrcPle3qL9vlKtvVV1bUs7/IXr7TXr7THm2XtbO7YofxQIGiLJe7O51YiKnMhl/NhB7LhHyRDS3Phe7NhxYXIoqKsMV7Uov2pu0qS9tellqwD5dTkbLt2LaCi7tKbpcfbPj8cMvRL1uPfdF+7HP8V0favjjU9sWhliOH6srLasr2Vu7dc6t077XdpVeLSq4WlVzZWXxl995rJWVX9uy7tq/81oHDtw99XvPFsYZvv63/5pvKr46e27fvq8KCA5kZpSkpOxGoPDA0Mxm5DYTJAqdlgbNykNsLsPuL0j/fk3W+ouDaoe0Nnxe1fbuXdaZCeeVL6+1vPTUnRutOPqo/9UP9mZ8bz/zafOZZ85lnTaefNp561nT6edPpp01nnjaf/a3pzK/NZ5+0nv219eyvTWd+aT77a/PZ31rOPm0/9wx//nnHhRedF18l0nHpRceVlwCEqwm9/K+/IV2PKo18c4x88zXAGrHFoN4eo95+S739ll45Tq8ao1cBShsHYNVOMGrfMuveshrGAdiNm8BpmuA0T3Bb3nFb3vFaJ3itE4K2dwBd7e+72t93tU8CCNo+AABvhfjpxDAn6vwg6vwQE9uUjDy9jgSTReMaILNE1ouNvqRmeNWMRQ1zUcNc0rG8epbfwI5NGeVEgxqwD2ngLRn5XiPfa+AtxdZLiUozAikNUJooAGARB6OLqNKCidjkAZvcb5P7bHKfXeG3yb0K1riE9sKuXHRqfAOm5T6dT8Ob0PLfWZULGsF7jWDSrvE7daF+04rHFuk3rzh1fqfO71xrtVX0AeDOgEO7ZJB8MMmmB6wrHlsEOEtzW5f7u5fdtvCAPeK2rbhtK4PdKwPdKwP2yKAjMuiIeNYms3gmG+mLjLhWRlwrd/rDACOu5T99lpagNP2q0pA6BFIHHKclKE0BQcj/f6Q0mHTdEdofKA0W/+TmSvtPO2wz+JsA4wIkwzlJcHaCb7jJEN4mrNcSe4NpNicJytgCoX0qUMoGqMkw2hqgjGQoIxlGS4bRo+s46z65gc1+f5UkCCkJTEwCE7eACL8LMSk+YmYtSclEUDIJlESEJBOhyUQYiIyE0jOwgvxMxa58fWmhtbTAtjffvjffUbodwLZnu3XPdvO+QvO+QvP+fGN5geFAgbwsl1eaQShKrc1HXd4G/Wpr0uGtSbszQbtyIAX5sLzt8OydqJwidE4JKrMElbEHvrUUlrIHhqlAYb/NyLpaVFRbVtb++RHKt18zTn7NPvkt9+Rx9omvmd8do39zlPTlIcKRCvzhg80VB+v3l9eVldeVHWgoq2gqP9J44HDNgQO1Bw/WH/688fMvWr86hj9xouP779tPfFd15PDFvaUni3Ycy885lJG+F4PdCUNvh6IKILg8UGo+JCsftn0HumRXyhd7M74tz7l0uKDym1LCmQOCS5+rbx7rrflusObEvZrv79ecfFR78nH9qZ/qT/9Sf/qX+tO/Npx52nDmaf3pX+tP/1p/+pf60z81nvml8cwvzWefNJ990nz2t7Zzz/Dnn39MafjLzwESrbZBaWPkm2PkG2/IN17H9ZYouVWrbVAas2acXjPGrHsbpf5tTGwT7MZ30bgWsxq3eVVpAPyY27raP3xEaVOijhlRx0yi0gDiSpOSphJ9tlFpKvrCpyhNzVhUMxe1a5VmivuM6zPwlgy8BQA9dy665i8YuubjGIULcaVZxEEAq3Q5YcsxYJUGu2UhWxxAaQqvXenrUfvtCq+CNS6mPrdIZ50an9sYchuD3fJ5m2KhR+vXCac1XZMObaBHF3RbwkP2SL95ZZ3AnDq/U+9z6r1OvbfX4O81+HsNgX5zyG0JOnQLevGERTEdLdDvXh7oDg3YlgcdYU9PBKjUH3KEPY6wJ1brCGwwJhCOm2zUHR51h+8ORADu9C/fcQf7umfrbn2y0v7lb/VwDA+NNaAxBjTGjETpEy6ZxetE1DCEGopQQFHK9aKKOS+hWPGjSoP+NyttQ1UIVAaBSdd/Cy5N/Hz0W//fKg22TmmcT1PaJ/ksGcpKgmyutM/AVIA/Uhrl40qj/SmlJcGo/01KIySBCAkaI8ToTErqTE4mgJOJ4C0E8BYCNJmIgFDTMdy8DOnOXG1xvrk4z1yaay3NtRbn24rzu3fnW0oKzKUFxj0Fpr0Fpn25mn256r05XSUZjJ24llzEtQzQydTPKnD/UZa2ZWcmaEcuJL8QnleEytmNySnG5u6Cb90JSSlKRhclI4vByAok+pv0jCs7dtTtLycc/YJ18ruui6dlV86rrl1UXruovHZRcfWC5Pwp/qnvWCe+pX7zLeHoV4SjXxG/+pr41dfkYydIX3/X8fUx/LFj7ce+7vj2W+KJ7ymnz9AvnKeeP99+4ruaL7+4UXHgwr7S73cVHcvPq8jI3otLL0Zn7EJu24nILUTs2IEuLsIeLkk7uj/7wpHtld+UdJ4p5108rLj2pa3qW3fV8dGq43erTjyoOfGo7uSPtSd/qj31M2Cy2pNP6k//WnfqSe2pn2tP/dhw+qdEpbWee9p27ll7zGqJ4C8+jystPkc0Ma4BeluV3AalrRXbW2rlm41Ko/2R0jZYbRxgrdXeAxr7FKUBKQ0IagC/n9L+J5S26jb+vJY/q+PP6vhzOv6cUbhg7FoyCr0mkd8iDmyiNOnHlLZkV3odap9VtiBlvOYTnsiYrzS8Cats1q6a1/InrPI5lylskMzKWGNK3jtN16RN7XVbVlym5R6dz6nzO/V+IK71GgK9hkBcZsCFbpcpOGANDXaHHLoFrfBtn8k34owMOcKD9pVBR3jICRyMRYaj3UZWHXbHFRntj4y61xM32X1PlHue8H1PeMAxX3/7kzce//JvjeiULlyqGZtiweKsWJwFm2LG4EzYFDM2xYjBGYDLyCiMDoHWIzbcjAbkh0LqkQgdHKGFI7RwpA6BikoxEQRKB0fGPoPQwhFaGFwDg6thMGVsuHMCMDkAHC6HwxUx5PHnMJhs47fgm/5UDChEnoA0CnR1MDQYIvoYILDwT5FQwSEAQ/jrAEF5IBh3ww7eRlgx2Gvf/iHMZDBjI0kgOkDCQ3oymLaRTbcTkyGUzSBtQsJPJYGoH4GcBCZuAXdsAbdvAbduAbduAbf/Lm1JoNbk5FbQGtrAoE5Icic0uRO6pQO6pQOW1IkCk9PRtLx0flGOoiRfV5qnL801luYaS3O7i3MsxXnmkjxjaZ6+NE9bmqctzRHvyRGWZJJ3b20tRN/IAH2T+s+DuP/YlfrZrqzknFxI7k5EdjEmZ09K9l5cZikmbRcMsx2E2LkFWvQZuCQJfBAG+25r6s2dhW0HyznffyO/fFZ386Kl8qqj5kZv/e2+hsre+tu26uvGm5e0Vy/IL5wXnj4pPH1SePpM16nTXafPCc6c5Zz5nvn9d4wT3zFOfs88dZp7/rzw6lX+5cus8+eI33/Xcuxo3eeHb1Xsv7yn+PTOouP5249uKzy0Nb8cl78HU7gHu7MUW7Y35UB5xjdfFlw8Xlx/Zj/10mHBtS+Nt76x3/52sPL4UOV3o1Un7ld//7j21E+1p36uPfmk9uST2pO/1Z78tfbkk5qTP9ee+rn+9E8NZ39pOPtL07lfW849bTn3tPX8s7bY3uPHlfai48rLzquv4nEt7raEDcnXpBuv1rFWbK9oG6xGr3nLrJtYqzTAZ2uUBiy4zWtS2jqlrSOuNCF+OlZOsuozMWFyXUrbqLSNPttoNTXDG1eahrkEnKjpuYt67oKeu2jgLen4Szr+kp6/ZOhajEexOAbhvE44qxPO6kVzetGcUbJgki6apEtmqc8s81lkfqs8YJUHLHJvHKvCZ1UEonfUVEG7KmBX++0ar13j7dH6HFqfQTIt47ySsl7K2C+1wnG9eIJPeSLnvLLr/RbVoow7JmK+ErNea8Ufegy+PnPQZQn1W5fdthV394q7e8VtWxmwrwzGBgLEJgOEhxzh4Z6wx7ZsU89aFFMjzsjdvsioK3KnPzLqjtx1R+70R0ZjrSBH+yN33ZG77sjdgcg9gMFVez0YijwcjjwcjjwYjjwYCgPrhyORx6MRT+98/e1Pb1u8pT01U5qRZU/PdKRnONMzHFEyHemZtq0Z3WnpUVK22lLS13eESknrTkm1pODMWKwJjTFiMEYM1hQz4howOBMaY0StYkCiAR1qkQgNEqFOZO3VJU1Ck8CEmZZwFQKujqGCw9YAgyphUOAV8JwSClHEgUHlUIgMCpHBoKs1ex8vNfxPIIRE6z4Aq60BBOWDYDwQhPtHsGNwQJBPUeDvwAaBP3asRd8ICMLcBCh9I8kQSjKEnAAlGUJJ/KkkEG0zqElgShKYlATu3ALGbwG3bQG3rRUYPmGBX1UaqDU5uTU5uS05uQ2U3AZKaktOwoOTOsBJHZDP8NAtHfBkAhpKTkNRctP5O3MUxXma4lxdcY6+OEdfkmvZnW3anWPanasvztUW56pL8zQl2fzdmeyitNZ8dOU2yJmtn32e+s+ytM92ZiYX5UJydiAL9qQU7N9aeCA9b39qVgkqZRcUuRMEK9oCKfonqOSz5EMw6KnM9No9xbSvj8ovnTVWXrPV3XA1VXla64bbG0bwjSP4hqG2OndzjbO+ylpdabh5zXDjqv76df2169prN1RXr8quXhBdPCc4f4Z/7qzg/HnR5UuyG9dlt26Ir1/jXb7EOHeGcvpkx4lvG49+fvvgoWtl5ReK95/cvverrF2Ht+46klFSnlZelrK/LOXzQ1knvt5563QZ4fJh3uUjmhtfmW5/46487qn8brT6xIPq7x/XnPyp7tTPdSd/rTv5a93Jp/Wnntad+q321JP6008azkZpPPtry7lngNLazz9vP/8cf+EF/sKLjosvOi6+6rj4En/xefulZ+2Xnn0sosXzGenGG9KNN+Sbb8g3X5NvxherMqPeHqPdfkurHKNXvY37jFU7wap7x6idAIpEWIDS6sdZDRPsJkBpE5ymd7EikQlO8wSv5R2/9R2/dYLfOgHUicR4z297H8tqQEQDlDYt7JgWdQD1kFNiwpSYCDApIU3JKNOxqpBpGXlaRpmWU2fk1BkFbU5Bm5NTZ5X0qL2U9HkVfV5Jn1fQZpV0oL5/QcUA6vuX1MwlLdurZS9pOUt6rlcPBDL+klHgNQq8xq4lY5fXJPSaREtm8ZJZvGgWL1okixbJkkXiNUuXTNIFk3TRLFs0yxatSp9V6etW+m2KgE0ZtKlCdvWyXb1sU/nj2NUBuzrk0Kz0aJed2hWnLuTUheKlHC5TyKn3O7RLPTqvXbNgVc50q2ZVgjEp64VOMukyh3r0frvO69Av9Rp9TpPPYfD2WQIua9BlDbqsgdhroL87MGgLDtlDwz0r9/oj92OuGukND9iC3arpIUfo4UDkPuCqwcj9wWjquudeI7AHnsiDoShxdT0aSezEv8oPdyNDrvmGyk9W2j9BhIwcZU5eX3auKzvHnZ3bn53ryslz5+UP5Oa7cvJc2bmu7Jz+bdn9WVH6EujN2ubMynJmZvRkpDsy0h3p6Y5VKa5la7o9dWt3StoquFRgALQ5hikFaCGPM6amGlJTjakJI8GAVyzWsArGiEFHQaMMaJQhvkCj9CikDoU0IBF6BFwDh2sQcA0ctgoCroHD1HD4mku+CXFQsXk0hMo+CZgsrkno5poUgWHCtbX48QwnSHjOB4F5G0PeH5LwawnREMwDgblriPoSiHTMZDATqOYAQZibhz8oYxMgjLUuBCLdH+TFZDAtGUxNhlCSwMQkcGcSBJ8Ewa/xGagjugZ1xNZtSaDWGO1JoHZQcjsoqX1VafGUBiHh0KTsdO6OHPmuPPXuPE1xrm53tnZXjnFXtnFXtnF3jq44V1Oaq9yTp9ydSd6e2p6LvJYBOpn22ZG0f+7NTCrJBhfkwQqLULl7UgoqMrcf2bb9SGb+wbTMfWjsHjiiBALdA4LsSQaXg6HHMJhL+bn4Q+Wi86csldf7GmsGW+tGOxofdDY/IrU+IrU+IrY+JLY8IDTf62wZxje7m+tdjTV99bW9dTU91TW2qkpz1XX97avqG5eVVy+rrl1RXr+ivnVdU3VTXXVLVXVbdvO65PpVwdVL7AtnSd+fbPvqm8Yj39RWfH1jz+cXdx2+uOvIdwWfH82qqEipqEj94qu8c6f3NF/9nHXtC/ntr/XVx/urjw/UnBit+f5BzckfaoHjtFPP6k89qz/1ov7Ui/pTz+tPP20487Tx7G8ATWeftpx93nLueev5Z20XnrddeN5+8WX7xZf4Sy/xl17hL73Cr56lvehMTGbXX69q7MYY+cZYvPqRcmuMcmuccuttbD1GuTUWqw0Zp1eNM6omojKrnWDXveM0fGDXvWPXvWPXj7Pro/mM0/Se2/Ke2/yO2/yB1zLJa33PbXnHa33Pb30naH8vxH8ASkKE+A/CWEE/sAAexmv6JYQZCWFOQpiREmdk5LkolFkZdVZGm5HRpuW0GTltRkmbUdJnlbQZBX1GwZhVMOaVjAUFY0HBmFcxFzUsr5bl1TAXNKwFDWdRw14ErmnreF4db0nPX9LzfXq+z9gVNHYFjUK/KVrQ4beI/VZJwCrxr16OlvvtyoBd6bMrfQ6Vr0fl71EFHeqAXe13aAIATn3IqQ85daE+7XKvbqVXH+4zhPsM4V59aBXDcp8h7DKG+03hflPYbV4BGLCEByzhwe6Vwe6VIXvYYw+7zH67Zr7XsNRn9FoUUwbp+wFrsN8cHLAuj/ZG7jjDvcZFm3bGrp+zG+bt+jmrdsaqnbGop8yqSYt6yqaZ6dHNuUxLd3qXHw5G7g9GRt2Rkb6VO/1hl3mxz7zwYCD8aCjywBN54IncT2ixf3+jxoYjj0Yij0Yij+5ESdQYwOPR8A93I0OuuT/Rif+fIFJmjjqvwJ2bN5Cb58nL9+QXePILPQWFnoJCT36BJy/fk5s/lJs3lJvvyc335OYP5uYP5uW5o+T25+X25+b05+a4cnJcObn92bmubTl927I3IWtbb+Y2Z5yMzJ7MzJ6MzJ6MDEdGhiMj056RaUvAnpHpyMh0ZGTY0zPs6Rn2rRm2relxuuPzWdLSulNT41hTU60pKZaUFEtKihWHs2CwZgA0xoxGG9FAD0mMEY0xoDF6NEYXB4XWbgSJ0sQc6+ylAAAgAElEQVRQI5CqRJAodSIIpAqJioJAKgDgCDkMIYsDjy6AQz4JFC6GwkUxhFC4EIYQQ+EiCAxACIF1rQMMXQNkM6CwLghUsJa423hgaBwuGAh/YDYIzAGBOWAIFwzlgCBsCIQNgbDBEDYYzAKDWdG3UNYmALWI62GBwSwwhAkCM0BgegwGCBR/SwWBqSAwkPBIyRBCMoSQBO5MgLB20ZEEwicltyeB2pNAbUkgfFIyPhkgqSM5qQOU1AFJ6oAkdUCTiAgwBYukZ6UJCrcpduZpd+bpduXqinJ0Rdm6omzd7hxdca66JFdemissymIVpNRmwa+lJh3D/KMc/Y+i1H8WZIEL8+F5Rdgde9LyytILDm0rOLIt/3DGtoOpW8vQmH1wxB4obD8UdhCO/AqLO7ctq75sD//UcWPldXdz7Z3OlvvktsdU/I9U/M80/C/0jl9oHb/QOn6m4X+md/xA7XhAbL3b0XynvXmktWmwqb6/sdbZWO2or7LVVXbXVFqrKy01lZbaSktdtbW+ztLQYKyr01VXa6prNNU1yluV4ivX+eevsU5foZy40PnN+bajZ6sOnb6y9/i3+V8ezjh0OPOrr7dfvXAAf/2ouOaEtvb7vtqT7trvR2tP3q85+bj29M91Z540nH3ecPZ5w9mXDWde1p95UX/mWf3Zp43nnjXFaD73ouX8i7YLL9ouADJ7jb/0GvBZx+XX+Muv8Fde4q+87Lj6uvPaGwLA9Tekm2PkW2/Jt95Sbo9TKscpt99SK8eplROU2+PUyvXQqsZpVeP0mgl6zTtm7XtW3XtW3Xt2wySnYZLTOMVtnOI0THEaJjmN77lNH7jNk9zmSX7LlKBtqqt9uqt9Rtg+I8QDh2Ezos5pEWFGTJwVE2fExBkJKYqYOC0mTotJ8YezUvKcnDKvoCwoqIsK6oKStqiiL6oYiyrmkoq5qGYtqtkLcTTseQ1nQcNZ0HAWtVyvjuvT8XyAqAwCv1EQMHUFgHr6eP2hRRK0SgLd0pBNtgz0eLQrInZF2KEM96jCTlXYqQ471eEe9UqPZsUZo1e74tKFXfpll365T7fs0gFvwy59uN8Q7jeE+43hAXPEbYr0GyP9xojbFHGbIm7z5gyYw8A00cFu4DUca88fHooNoPHYV9zWoMvsd+oXnfoll8U3YAs69AsO/cKgPTTUE+rWTtsNc267f7An2G/zDTj8Q07/oMM/YPcN2n2DDr/LsmjXTrnM84+GIg89QBFHeNQd8TiCDsPsHdfyQ8BnUcL3PeHEfcV4JttUZolKezwaeXw3/PjuypBrtrH6k5X2GZiclastKPTk5Xvy8ofzC4YLCocLokobzi8YzssfAYgpzZOXP5if595Ibr47N9+dk9efnevKzvljElWXta03K7tnLc7o8229GVnOjCxnRlZPnPRMR5yt6fa0rba0xE3R9Bhbo930AVJSbSmp1jUktBXGpZo2gsEZE1jbN3nNn4xonA6Tosek6DE4oJ2jBoXRoLFqJEYZB4VRITFKJEYFgEApEGgZABwlhaOkSIw8voajpFCkGIoQA3e0oYjVdRxo4r1peJz1F6ihMEEM/uqNMQCoALhhBobwIVABBMYDQ7kwKAcG5cCgPCiUA4WygbdgKHsjUAgbAmYlsvoEwoBA6BAIHQymg8E0MIgBBjHAYBoYTAODKQCgjx/IAWUjMTqTwJ1JoI4kED4J1J6U3BEnGdSZnNwBSu4AJ3VAkjuhSWQ4mIZBsDNTRYXbVDvz9DvzDUV5hqI8w64c7a4cbXGupjRPWZon2b2NkZfSlgm/gEv6DvWPffC/70D++7aUzzKzIFmFyOzdKYV703P2Z+QezMw5lJlVkZZWjsXtQ6L2wRB7ofAKOOJLLPZUZubt3UXUr49qb1zua627R2p7TCf8zCY9YZN+ZZGesUnPOVGesoi/sQhPmJ0/0zt+oLQ/JrU/JLTewzffaW8a6mjx4JsH2hr6WxpczQ29zfU9jXW9TY19Lc29La09La22phZrY2t3c5utqcVS36SvbFDerJFcreq6XMW7cJt85lb78Ss3D537vujrI1lHDmUe/27XrStfsOtPqxvO9DWeHag/fbfu9IP6Mz/Wn3vSeP5p04UXzRdfNl141Xj+VcO5lw3nXzSef958/kXrxZcxXrVfeo2/9Kbj8pvOy2OEK28JV94Srr4hXH1DvDZGuDbWeX2s8/oY8cZb4o23xJvjpJsT5NsTlMoJatU7WtU7Rs0HRs0HRu07Zt0HZu0ko+YDs26KWTfJrPsQh1U/CcBumOI0TnObZvgts4LW+ThdbQvC9sWu9jkhfl6Inxd1LIg7FiSdC1LiopS4KCMtysleBdUnpy7JqUty2pKC5lXQvPGWV0rGopKxoGQsRttfMb1KxpKa6dUyfVqWT8vya1l+HTugY/v0HL+eH9Dz/QbBOryxPlV+U1fQJAyahEGLJGSRhKySULd02SpdBsox7PJl4NUuD9kVQYdyGWg97Fw3UE0XpVcf7jNE4rj0kX59pN+w0m9YcenCAP36aEv+6KA1c2TQFBkwRdzmyIBldQbNoDUyYEkk6jNg6NqgNTzYHR6yRyfODDnC0TOwnvBwT3jAGrQop7tVs8N9K8O9K30Wr8vq8ziXBx0Bo3LCaZofca2MusNuu8/jDABbiA88kQeDkQdDkeG+kEM/5dBPPh6OPBqKKu3uQMTTE7TrZ4acwQSfxZUWTsxncZN9gtJWHt9dHnLNNFZ/8nCZLRBKVq62cPtQfsFQXv7I7ygtr2AoSr6nIH9wI3GlfYLV3Nk57m3Z/TFc27I3nZHmAsjI6ttAb3qmMz3DmZ7h3JreszU65MwRIz56ZuOImY0Tzrp/h5Q06xqiIrSmpFrWgQMWaaaUtDVSxKYYMSkGTIoBk2LErkGPwWnROKCFsQqFVaGwKjRWg8ZqUAAYNRKtQqBV8YaQCJQcWMCRcjhSjkDJESg5AhkFiZIjkQokUolEKqK9phDRXlNwhBiOECOQawAeJgwhE0eBi+EwIQImQsDECJgIDhPCoF0wSBcUxt8IDMqPD5uOjpyGcqEQNhTChkKZEAhjFTAz5jkGBEKHgBkQMBO8ela3oRplzfEeDQSmgUCU5GRycjI5OZkSBwyigZNp4CQqZAsVlkSDJdHhYBYGKchMUxRk64vyrbsKunfnd+/O7y7JN5XkG/YUaPcWKkvzhEWZnTmYmjTwccQ/DsP+th329xzUP1JTP8NmQVJ2oLaWpGzbvzWrfGvmga1bK9LSDmCxB1Co/XDEfgiiHIr4HIX+bmv65YLC1oqD4nPnHfU1I4T2x1TiEzbtGY/2kkd7zaO+5pFf88hv+JQ3PMpLDukFm/icTXjK7HzC6HhC6/yZ0vEjuf0xuf0+GX+X1DZKbB3paPG0Nw+2NQ62Ng62t3rwbZ6OtgF8e397W18b3tXe2d+O72tp72nCW+tbDFWN6lsNiht1ousNvEvVlDPV9V9ePrXz6yNbv/wy6+S5vYS6b6XNp51t5z3NZx80n33ceuFJ2+UX7ZdftV5+23ZlvO3KROvl8dbLb1svj7Veftt++U3H1bed1yY6r010XntHuPaOdO0D+cZ7ys0PlNuTlNuTlNvvE6FWfQCg1U7Ra6eZ9dEmyJzGWW7THLdpjts8w2ue5TfP85vnBS0Lgta5jXS1RdUlbF8Ud/ikBL+U4IsjJwXlJL+c5JeR/XJKQEEJyCk+OdUnp3rlNK+KHlQxAiqmX80KqFkBDTugYQe0nDh+LccXhRtFx/UbuD4D12/gBo28oIkfMvFDRn7IKAgZhSGjKGgQ+o2igFEcMIoDBpHfJA6YxUGT2G+S+M2SgEUatEoDNnkwjl2xik0ZsimDNlXAro4edPVoVoDW+L26cK8+3KsP9+kjfYZIj2HZaVyJ02dYpVe/3Ktf7tNH37qM4X5TpN8cGbBEB6oNAMOvNyG6tTjYvTJojXhskQF7ZDDWqiPaKTimtCF7ZMgR8dhW7No5k/z9cG94pC/stnuBAvoBh08ne91rmbvTv3ynf6XPuuDqXoiegQ1G7g9EHnoi9wbCPYZpm+b94+HI45HI3YHwnf6Ve4MRj9Nv008N9vg+XWmPRyOP7gKEE3l8L/I4+nD50b2gxzXVUKP8E0rLztf/OaUVDP23KC1Ogts2J+62ROJ6A8SWSOI0tY/MTttk/tmfGooGLDbhE2bQ4FJN2BTT2mk4GjROjcap0VgNGqsFiOU8wHlqAEyKZvXDODVmbWdhDEaNQWswaDXQNXi1ZTBajkTJUGh5HKDRIgotR6IUAPERZUiUHIWQoBBSYOo0Ai6Gw0RwmGjzzlVQwVr4MCgvrrQ1QFhrH7KgEDZks+QHsO4kDwxhRtNeAhAwAwxigJMZkGQGNIkBS2LAkhgIMAeDFGamKQuzjSU7HHuKnMCNtD3brXu3W/bvNB7YpdlbKCrKxGchb6G3fAn5+37wX/Ngf9+G/kdK6hbMNihuByqtGJdZlpaxPy29PC31QGrqfjSmDA7fB4HuB8Mr4KhjKanncvOqSkrp335rqKz04NvuU0k/0Sm/cegv+PQ3AuZbAeNtF+1tF22MTxnjU97wyK+4pJcc4jM28Tdm528M4lMW+TcG8QmD+AOD+JhOeEjtuE/uuEtsHyW03SG0DXe2jxDwd4gdI4SOoc4OD4HkIZBHiKRhItlDoPbjST0tBGsD3ljbqqnBK263iG62My401nx+5Xjed4fTvjle2HD7C37jSXvHxSH8xR/wl54Qrr0gXH9DvDlOuPmBeGuKcHOacHOy88b7zhvvCTc/EG++I9/6QLk1Tbk1Ta2cod2eod+eYVTNsGpmWXVzrLo5YBw2ALN2mlU3y2mYZzXOsxrnOU0L3OYFQF1drYsAgKiE7V4R3ifC+0T4JQBxhze+kHT64sgIQTkppCCHFOSQnBRQkENKyrKSGlTRQkp6SEkLqWghJT2gpAeUdJ+K4VcxgipGQMXwq1kBDTuoYfsTfBbQcvxxk0V9xgvoeQEj32/kBeI+M/FD5q5lU9eyURgyikOAzIzigFkSNIoDJnHALAmapQGLLGCW+i0y4P5ylESf2RVBmypkU61RGoBTG+7RLjujB2CbKK13g9J69ctxpblM4X5zpN8c6Y9FtHX8ntKibYLDG5XmsUc89pVe46JJ/r6/2++y+pzm2bsDyw+HI4M9PpX4Ra9lHlBar2XOYZy507886g7f7V+55w4/9ETuD4R7DNN23eTj4cij4ci9wcioO3zfAyhtcrDH+2Dozynt4Wj44ehKIoDVHt0NP7q3/PBuYNA1VV+t+BNK25avL9w+VFA4XFBwp6BwpKBwOE5+4XCiyT5FaatW+4S9x033IeNbkWu2JTcQ2410Jm5CrmPzUaIZ9q0Z3Z9CWroVGLG2Spp1VXXr/vQRfmd8WoLVNGicBpuqj0sOjdUmOEybOAQOjdUCYsOkaLA4DW4VHQ6ni42iVmOx2tV5Meua4q+i2jjGBbm25z0SpkDA5AiYPGECZwJQyUZiDRjX2m79Qz4MyktsnbWODRUuvHVlnBAwBwLmQiF8KJgPBfHgyVEQYAEGIc1K0+/Ite/dNbC/ZKh8t6d8t6d8l+vALufBYsvBYv2+7eLt6U2pkIuof+6H/m0X9G/p8L+nYP6B3LoFkQ1G7kRgSnBp+1JTylJx+3GY/RjUXhhsLxhWBkVUwFGfo1NOZG67uqOo5eAh0fkLPc3NI4SOh3TKEzb1GZf+ms8Y62K87aJNdFHfxZjoorzlk8d45Fcc0gs24QWL9IpLecWlvGCTf+VQnrBJv7CIPzNJP9KJjygdjygd90ht98n4hxTCAwrxPpl4j0y9T6E9oNIfUBn3KYxRIn2EQBvEU3tbCJYGgqmuQ1PTqagiMC803S6/8nXm18dzb986SGs6YSVeGiZdfkK5/oJ6Y4xy8x3l5gdq5QytapZaNU+unCNXzpGrZkiVk6TKSXLVFL16jl49x6ieY9bMMWvjMptj1y8wG+biACZjNc4zm+ZZzQus5gV28wKvdYHftshvWxS0ewXtXgF+UYBf7OpYirHQ1bEgIizGEROXEpEQ/RKiX0LyS8l+KdknowRklICM6gOQ0/xyml9G98kZPiXdF7OaX8Xwq5k+YL7M7ytNy/XpeQEjLxgnbrWNSgOsZpaELNJliyxkkQWt8pBVHrLJA0AHRYBuWVRsNnmgWwlUzwdsKkBvIaAusQcoQdStOHUrPfrlHsPypygtLjaXKWY10+9b7c8pDXjYb/EDSjOpJlWi54M93vue8IDDqxI977PO3+lfHnGFnOZZq/a92+4d6g2O9C7f6w8/9ETu9Yd79LN27YcfRyKPhoGUtnzfExlw+AClPRzeRGn3hyL3hiMPRiIP76xlNPJwNautCW0PRyMP7y4/uhccdE031HzyxuNnYPK2PH1BoaegYLig4E5+weYO+39BaYli+xSlZf6x0uICs23gP680YG512lbbf11pKWlGbKoekwIoSodNNWBS9KvqiiktUXXxVBdVWso6pWkTlBaff6ZenfaCXp1Bs1FpMbGpMUg1BqlGI9RohAoFVwFW+3SlAakODhPCYV0waAyIEAYRrb4FrLbZZiYABLru8gMfDOFGgfLAUGCTkw+FCGAQARwsQIAFCJAAARIgIV04lCIn3bSrwFlW7CkvHakoGakoGTlUMnCwuO9QSffhUsO+QlEerga95RTs78Xgv+6A/DUV/jcs5h+IrVvg28CInQh0CS5tLw67F4vZh0GWoRD7YLB9EPgBBOoLdMrXWzPP5ObdKint/PKo9NJlZ0vLKLHzIZ3yK5v2gs94LWC+7WKMC+nv1iiNOi6gjgtoY3zKay7pDY8yxqeN8WmvedRnfOpvXMpvXMpvXNqvbOovTNLPdOIPDOIjWucjKuERlfSIQnpIpT2iMx/TGY9oDMBqd8mMERJjEE/tbaf2tFIszTRjE11WTSGfar2658p3+ZWX9+Ibjpsol0eo157Sbryi3Ryn3fpAuzVJuT1Nq5qlVs1RquaoVfPU6llq9TS1eppWMwMojVkzz6xdozTWn1ba0v+I0mheOX2t0ph+NWt1atrvK03H9Ru4AQMvYIy5Lbr32BUyCkMGUdCQsOtoFAfMkoBJEjBLgxZZ0Cz1m6X+WLf7VaXFExugtG5lIO6zzZQWcuhDgNXii99XWtxqLmPEZYpEE1sCbvMmShu0Rty2lYHulcHusMcWjk8pi892AXYj+y1+s+KD2x50GOblgqcWzfsBh9fVvagWv+izLtzpXx5xLTvNs2b1O1f3woDD53EER/tW7rsjo30rPfo5u3b6kSfywBMZdYfv9K/cHYh4nIFu3aTH6Xs4vLE8JKo0wGoP7kT5mNIejsaUNrr86G7I45ptqPnk8pB/gkiZudr8gkGgPCQvfygv35NgL09ewUBewUBe9ANRCvIHNvI/rbSN9ZPr4lpCbrMBxM30nwYYP52AOXWr5SN/2hxAXXFwa99iU+ORa82QbjQuIYpFlaaPoYs91+JS1LgUVRScBocDZKbC4pRYrHr9EDW0Bo1Sx6MbOnrnT7sepAaD1AKgERo0QgNM2owf2iWyZs7LKhIkXIyAi+OblnCYCA5bpz0JHCaCwxOrWtYCE8dvwccQAkAgXQBQqDDelR8RAwUVp6DVuVnWXdtd+0tGKvaMAhze4z5Y7DxUajlUrC7OpqfBLoD/fgT81zzQX7Jg/xuF/DsC9w/o1i3gbAh0JwpVgkspS8GVYbFlaGQZAl4GhZVBERVIzDHc1pNZOZcKd9TsKyN//Y38ylVHU9OdTvxjGuUZh/ZKwHzTxXjbRZ/oiilNSH4nJL/roo4LKABjPPJbPuUtn/KGR33No77gU59zyc+45GdcyjMu9SmH8iuL9AuL+BOD8AON8JhKeEwlPqJSHtNoP9IojymUh2TKQzL1IZl2j0S/00kb7KT1t1N62qi2VrqxiSmrYhG+b71UWn9+d339V2raZQ/z5jPmrTHG7Q+MyilG5TTgLWr1LK1mjlYzR62eoVZPU6tnqdWztKpZevUcs3YWAPAZo36e2bCJ0thNC4DPWC0LnJZVpUXFtlZpws5FYecfKs0nIXmlZN86pUmpPinVJ6F6ZdQlOc27UWlqlm+D1TZRWoLY/AZ+EMAoCBmEy4aY0vRCn0HkN4j8RonPKPGZJD6zBNh+9Jul/ljbjmhDxajSZCG7fLlbEcWmXIljV4d7NJH4oZpDu+LQRekxhHsMKz2GZadhOa40py4YAyjNX45uPxrDLmPEZYwAic0dV5op0m+KDFgiA9Zo2/uNB2we24rHHsMWK4C0hz22lX5LwKKc7rP4R/rCdsOswzjXb/O5ur0ayWuXdWnUHRlxrbisS93aKVf30oDD73GE7jjD9/ojd5xhp2GhzzT/yBO5Pxi50x8Z6QuPuiP9toBVO+1xBu57IvcGIncHwnHuDYZHB8KjnuVRT/juUCQOILn7G7g7FH4wErk/HL43vHL/zspA70Jd5Sd3D/lHEiF9myontz87x52dM5iTO5CTO5CTF8ednevKzgWq8/uzc6LkACX7a4mW7wNk92b9MX3rbrltAy66bXNmZvVkZvUkVvxnbnNmrSX6gayejCxHIumZjsSYlYAlAfMnYElLt2ymtCiJZvoTSks14NIMuDQjADZVG7OaFpsK6Eoby21qAGyKBpuiXYsam6LGpmo2Kg2H0+BwahxOhcPFD9hiVkOr0Wg1Bq1Bx0F9jOhgUjRSjUaqUUglCqg6QSYOPJMhUbL4DLNEkAgJEiFBxKwWBSZBwKQJSBAwMRz+UTbOrIGuIoZCY8UsUBEMKoJBRHCICAERwSEiJEyShtPkZ3cX73TvLx0+sOcOwKE9/RUlzkPFpv07xNmYJui/f/XZX8qS/5IJ+ks6/G8I9L/BU/4JyUgG58FgRShUMRYHKG0/GrkfiSiDwsug8Aok+pvU9DM5eVd3FNWVlVO/+UZ2+bKtvm4Y3/aYRnnKBpRGH+uiv+2iTQipE0LquJA8LiSPCynjXZSxLsqYgPKGT37DJ7/hU17zKK/5lJd8ygse+TmX/JxLecYBID9hEZ8wiT/TiT9QCT9QCY+p5EdU8mMy8QcK+VHMag/IjLsE2hCBOoAn97ZRHK00SwvT2CyQVrKbv6Zc3ddU86WMesnNvv2cffstq3KSWTXNqJpm1Mwxa+ZoNbO0mllq9Qy1appaNU2tnqFUz9CqZujVs/SaGUbtLKN2llk3y6ybjZqsPiozZuM8EzhCa15gNy+wm6M+47Us8FsW+K0LgrZFQduioH1R0L4owC914QGlLQk7F39PaQS/lOiTkXwyMvDql5H9MooPQEr2SsleGcUrp/kUdJ8iIaupmX4106dm+tTASE/AbZy1JuP4NByvhuPV8vw6nl/PC8R9ZhSEDF3Lhq6QQRg0CAN6gU/f5TMI/UaR3yQGKkQCZnEwKjZx0CQORNeSkEUS7JYGu6WhbmnQIotilYW6FSsANmXYoY44NCsOTbhHE7Zrlh3aFYAeXbhHt9KjCznXEFxLKJ7VevUrvfplp36l1xjuNYb74pIDPGcK95vD/ebopbR+U9htCfdbVtxRlt1mgOhlNbdlZcC64raEbOr5bu3cqCvi6VkecIQG7MH+br9R/s6qmxlwBAedoQFHwGX1uu3+AXtg0B4cciwP9ywP2kIO3ZzTMH+3b+VOX9jTs+LpWRl0LHdrZ7u1s56e5ZG+8EjfyrBzedi5PNQbGuoNDfctD7tWhvuXh13LI/0rawknsDLcHx52hYddy8OulWHXykh/8M5AsLd7purTp1r/73+04dJlGVk9GZnOjExXRmZfRmZvBnBdLLMnI7PnY1enN7lMneHYmm7fmh67Q/YH23o24MNRMhxbM9bkqsRFvINJIqlbLcDrho0+S6wKYy0xi+DSDLg03SdgSPjKGrCpemxqtF4fg9NhU/TAk8S/YlP1uFTDpiSmsXitR6zuQ4XGKdeBwSqxWCUWq8RgFHGwWCUWp8SlqHA4FRanBGJZDBUWuzGlRa2GwWjQaE18mzF+bLYKcv2pGxKpQCCB4hEZAilJBAkXb2SdzKIpbdNTt83GrW0KdLXrNHCZHUAKg607xhMj4dJUnDov21q8s7+sdGj/nuHy0uHy0uGKPX0Hih0Vu/TFuawUyI2kv5b/8192g/6SCvlrKurf4Nj/gG9Ngm4DQwuRiF1odDEWuxeLKcNiyzHoA2h0ORxZDkccxmC+y8i8WLjjZnFxY/kByrGvJOfPWaorh9pbH1HJv7EoL3iMN130MSF9TER9K6aMiyljInKc113k112k112k1wLyKz75JY/0ik9+LaC84pNf8ckvuZTnHPIzNuk5m/Qbm/gri/CEQfiJ2vkjpfMxhfCIQviBTPiBQnxMIT8ikx+RKQ/J9Ack+iiBMtRB6m8j97ZRbK0MSyvP2CxgXxXVft5R9YWw82w368YT9q03rFsfAKXRqqYZNTO0GiCcTVOrpqiVU5SqKXLVFLVyilo1Ta2eptfO0mtnGXUzjPoYdXOM+jlmwyyjYZbeEPUcu3Ge3TTPaZ7jtczzWxYELQuJFSKCtkV+25KgPZrYBPhFYPuxq2NB2LkAhDYxcUnYuSgmLkk6fTKiX07yyUk+GdErI3qBdfytjBi1mozilVN9cppXTvMCtfsKuk/J8MaL9ZVMr5rlVbOWVmHHXrleNder4fl0PL+O549ZbcUoWDYKQsauoIHvN/D9wM0zY1fAJAyahAGT0G8SBs2ikF7o03f59MKAXhjUd4WMXUFTVxCYTG0QeY1in1HsM4kDJknQJAmapSGrbKVbvtKtWO5WhLoVQas8YFMCtZEhu3rZrgzaFX6HKtCjCjo0fjuA2mdX+xwaP0CPNgjg0AbsmkC3OmDTBG2aoEMTcmhCPdrlHm2oRxt06kJOfahHF1zFEHAagsAtbOCa9qo1Y2PP+oxBu2ZRL+qnzF0AACAASURBVH3vsgTctlCv2d9r9vUYl8zKaZXorVb2TiufMKg+mJQfzKpJk/KDWfHBovxgVkwZZR+0onGT7EOfyeeyBnrN/j5LwK5f0Eom7LqFQcfKgC000B1wW/0D3YF+W6DfFnDbg25bwG0LuO3+AYd/wOEfdAQABuzBQUdosGd5sCc42BMccIQGe0IeZ2jAEfT0rAz1Bodd/h7T1O3Lqk9V2v/91wYEtguXasGmWLE4GxbXjcVZMVhTHDTGiAbaXP0hay5sGT4BIxYgxYRNMWFTDBgcIAk9BqfHpuixKXpgDZhjHUBZIBKjQaDXgERrUBgNGrceoEo+hvIPQeNUaJwKjVPH0xImRQ1EqNhvqmOfUSV+Jl6OuOG7iR+IfhGJAa6myZEYBRKjQGLkSIwchVXA0VIABDpaqYheR1xsMdVhsaoYCgxWjsEoMBhlHDQGmDStRKNVaLQKBYBSopEbUaDQAEpgLDUCKUUgozcB4AhRIgj4JsBhwrUAh2dCGES0HqgI+gnAYGIoTBwfkrduAOkaTYLFKLg0DafKz+4u3tlfVjJUXjp8oGToQMnQgVLngeLu8p2qnZlk1JbzW/5S+tm/7AD/LxzsbymY/0CkfgbPAsHyYNAdSHgxBlWKw+7Dostx2IMpuEMpuAo0+ggWezwr61Lhjtsle+v3l7cdOkQ9dlR85pTp9o2h1ubHVNJvLMpLPn2si/FWxHgrpo0DShOTxsQkQGlvhKQ3QvLrLtIbAfmNgPSKR3zDJ70RkN/wSa/5pNc88gsO6RmL8IxFeMoi/MbqfELv+ImK/5GM/4GE/4HU+SOp80dy549k0g9k0mMS+TGJ+phEvU+gjLQTB9tI/a1kZwvN0cp1tAvV9RrKaUbdl4KW4xrKpXuM609p18eoN95Rbr6n3Jqi3J4iV06Sq6Yo1dPUyinK7UnS7fekyveU25OUyilK9TStdoZWM02vizNDr51l1M0y6mfoDTP0hpnoDmTTHKtpjt00y2me4zXP85vnec3zfCCutSzwgPTWOs9vi9E+y2+f47fPCfBzAvw8oDdgIcIviTuXJJ2LEsKSlLAkSUDcuQggIswDiEkLYtJ8HAlpdUo1MLRaTpuX0+bk9Dk5fU7BWFAwFpSMBSVzUc5ckDMXFKwFBWtRyVpUc7waji9e9K/hLGk4i1rOUpRYNxAdD1h4VZwlADXXq+J41ZxFDWdRy13UcBfVvHk1b0HDX9TwvBqeT8PzaQV+gzAQReQ3in16odcg8sXk5zWKvSbhklkc74C1ZJIuGSWLQDtHALPMG8ck8xqlXqPMZ5L5TFJvHLPca1X4uhV+q8IXa53l61b6u5UB26aofDaVz6by21Req3JRzhvTS6ecxoBd77Vpl6yaBbNyTiubUgrfKbrGFF1jCsEbBf+Ngv9awXujFoxpBBNqwYRaMG6STTu03h69z6H32fU+nWRK1TVh13tdlmWXOegyBVzmgMvk7zX7e81+lyXgsgRdlkCfxe+y+lxWf3+3P2o7W8BtC7rtIbc96LYH3PaQ2x4aiL4uD/aEhpxBh3Hm1sVPTmn/x7/WQJFcFNqARBmRSDMSaUSijAikHpgvg4g1Go6//T1QGjhSA0dq4os/BQyphCEVAHCU6g8BPgmFy9d18YfC5Rtb+EMRUuCq8qcDQ0oA4naBo6VwlByBViLRSjhKkfgcgZYhMfL4W8BMCIxszXdjwFCS+I9DEWIIQgRBiNb968BD4Dls0605hBiBlCCR0tXAhJICIJBiBFKEQIoTn0c/hpAiEDIEInYYhpAj4bLE/UAkXIaESxFIKQIpQyDlCKQMgZTAEcBw6sQr21E2FPELYFBBfPx0dAh1YsXjWuLHY78PDCaCJswKTzxgg8EkMKgEBhEDICESNEyahgGU5ior8ZSXDh8oHjpQPHSgtAdQWmFaJ/zfT332L7u3/Gsh+K9Y2N9xuM+QGSBUDhRRiIAXoRC70ci9KbgDKdiKVNyhtJTDaSlHUlOOZ227vGt33f6K1iNfdnzxZecXX9COHRWe+t544+pgc/0jMuEZl/pGyBoXsyYkzAkJfUJCnZBSx6XkcQlpXEx5G1PaGyFlTEAaE5BecQlv+MQxAekNn/iKSwCq/J+zOp+zOp+yOn9jdvxK7/iJ0v4Dqe0HYvsPxPbHhPbHhPYfCB2PCZ2PicTHRPJjIvl+J+lOO2GwjdjfQuxroTpbOc52oanVILgubDsubfpa3nnGQ7n8E+ny887Lrzsuj3Vee9d57R3++njnjQnCzXed1yc6r43jr4/hr48Rrk8Qb74jVU6SqybJVR/WMkWpmqLVTFFrp6j10/S6GXrdDL1uklE/xaifYtZNseqn2fXT7PppTuMsu2GGXT/NaphhNc6yGqdZTVHYzVPs5ilOyxS3dXodvOZZXsssv3VG0DbblYCgbZbfOgPAa5vitU3x26f57dN8/KSgYyqOkDANTKyOMSUkTopIk2LSFICEPC2hzIgo0yLKtJA8BSxElGkxZUZKmZNSZiXkaQllSkKZlFAmV0da02eAVwAxdQ1S6jTwMSl1Skz7IKZNSujTEvqMhDYroc3KGHMK1jyAkj2v5Mwp2LMK9qySMwOg4syoOTMa7oyGO63mTat40yretJI7pYqtVbxpNX8GQMOf0Qjm1F3zmq4FjXBRK5jTdc3puuZ1wnm9cMEgXjRKlkySRbMUMOJiovPW+E/qNcuWLLIli9xrkS+aZPNSzpiI+dKm9Tr0fpvWa1UvWlSLZg3AvFk9Z1bOmpWzFtWcVTln1ywA066tivloQ2Sdz67zmRRzct64QTbjNAadplCvMRhv1e80BZymANAH2WUJuSzxdpFBgKjSbCG3DViHEhlwhAZ7gnb9zO1Lnzxc5v/811oIgotA6mAIPQxuhCEMMIQeCldD4WooXANDaD8dKFwJgSnigKHyPyTx85tOmQHDJPFBMCCoaCPJYOEn8t86O2bdbM//PJ/0r0C7EhtCxtpCxv5fn/D//RhCKEywTglrHsIS5AThrwMGFUBhgtjNMwEMHm04AoZyN/KRSdNcGJQHEH8CAfM28oldK6EwAQQmAMfYqFUoJPofAgfzkdAuHEaes8246/+h7j2/2szSvN2/46x3pnt6uqe72qAcCCLb2DjgWDl0TVVNBWdsMgIUQAkllJBAOSCUMzmKaHAouxwAAy4DJucgcjgfHkmIYJerZ+Y966x1La2tB0n+ePm3973vO7Hx0yttn3/Y8eWVji+vdHz5ce1XH1d9ecmQEFkA/9tPoD8lQv6cgPogLPRYeDQ45Dg8NAGJSgxBXgpHfYgJ+zQq8quoiH9ERXwTE/VddNQPsbGp5xLJX/6D8/0PwmvXhD/8IPr+O9nV73V3blbkZHTQ87pLuIOq4tEy6aReNm2QThlKJvSiKYNoyiAa1xWN64rGy4pGtUWjpUWjpUVv1II3asGIao83Cv6wnDco5QC8knAGxJyXxYU9RaxuAbNbwHrGZTwvpD8rZDzlMJ8Wsp4Wsn/hcH7hcH5msR+xCrtY3A4Gp5UhaGaI3Ux5NcNiI+nFaVbWNV3hzXpB6gNuyjNW8kt2yitm2jAzbZiRPsjIGKRnvqZn/EpPe8VIe81MG2SlD7Izh9nYEW7uKA83ys0d5eaMcHNGuDmj3JwxXu4YHz/GI4xxCWN8whgfP8bHjwgIowLCqJA4JiKOiwhjQvyokDAmIoyJiOOivAlh/oQwf7yY5KWEMhaImDoupo6XUMbElHEpZVJKmZRRJwCklHH/eo+CCSndi4wxvg/mmIw5KmeNKVhjSva4kj2mZI+qCsf8qLnjKs6YkjsOoOCMAa8q7oSaM6nmTqg54yrOqJo7quaOanjjpfzJUv6Ulj+lFUyX8qcANIIJNX9czZ/UCKY0gqlSwWQpf6JMMFkqmCgVjpcKJ7TCKa1wWiucAawJmE9fMmeUzBsl8wbxnEE8a5TMA69m6bxFOgdgks0EYpbPAvj9Z1HMWZTzZuWCRbVoUS1alPNW1bxVNW9XLzg0i47SJZfW4ypbLtctu7Qel9bjLF12aVdc2lXf62p52Zpv4SnXeSr0nkrDSoXeY9XMaIqHLOrpesdmvWOz1rZea1uvtq1V2daq7as19tU6x1qdY63euV7vWGt0rDfaNwGaHFsN9o06+0alyWMrnXHqFhrLt5sqdpoqtpsqtpoqNhrLN5oqN5urtpqrtlqqt1uqt/0Ln942gX7/rbVbbXXbPo1tB6w32xs27zVtN5TPEzJ/n9IUAUpzBSjN9k8r7X18dkBpMIQRCtcfBKF7t71A0NL3BAzXQH4/IJj6HYBh6n/iN9//973/ClQNOQooTAOD703B9tsOCgOaFKt9aAKbIAPzsv2XvX7DNAH2OrLHPxx2JHIEXAEAh8kBYBDFYaBQ5cFmykeggsFVULgKAldBESooQgWD7wemgsOUMIgCBpHDIXI4RIFGlcZG2xJP1354vunjC+5PLrg/vdj86eWKzy87Pz6rjgvJg/3H95C/XID99WzIMUw4KDIOjjmJDD+NQieGIC9j0B9HYD6NivxHdOR/xkZ/Fxf7w/HjtxIScj/8mPXd90VXrxVdvSr68Ufx1R9VN6+aUpKqcdgHbGqfVDCilUzo5NMG+YxRNmUomdSLJvRCwGdjZYIxrQDw2VuUxhuW84Zk3EEp55WY1V/C7hWxugXMF3z6My7tCZv2hE17yqI+YVIeM6k/M2g/MwoeMuiPmMxHTNZDJquTwe5gcNoY/BamuJEurSgwVtAtmtxKznU981o1J6mDdfsR/dZz+u3eguTX9JRBWuqv1JQBSmo/Ofkl+W4v9U5fQfIr72jQlFe01FcFqQP0tFcAjIxfGemDzMwhVtYQM2uIiR1iZQ0xM1+zsn5lZf3KynpdiB3kYAc52EFu9hAAL2eYmzPMzR3m5g7ycEMAfMKgHwFxqIg4XJT3RkAcEhCHRMTR4rzR4vyR4vwREfENsCghjQZSTHpTTPYiJA0Wk4eKKUMl1OES6nAJdVBMGwKQFAxL6MNSxhs5a0QRgJw1ImOPSFkjUtYbGXtEXjgKvAYocETFGVFxRtTcUTV3XM2d0PAm1dwJNXdczR3X8CaVvFElb0zFm1DzJ9X8SQ1vXMMb0/DG1NxRNX9EzR/VCCY0gsnSommAALfN6kpmdCUzZcXTwMIomTdK5kySWQCjdDqQw24zy2fN8jmTYt6sXDArFwCfAUoDrOYsXXaWLjpLgQWAB3CYH6CYs1y3UqFfqdB7AJy6BYt6ukwy4iibb3BuA1artq+/W2n1tg3gtcrksZXO2svma+0bTRW7TRU7jeVbjeUbjeXrTRWbfqUdYsOf21prtrzUbrbWbgDrAKVt/RNKy4eHyNChQCBzIdFOJNqBQAGDPa3++Z9I9Nv0Zt+bZ/07IxoMYYIjTXsDqRGG/zGl+X0AVQVDlADvI493ogLBFCCY6rc+pgiGyt8GCKY4TDBUHgyVHoX3K2CoAgJVgCHyAKRgqBQCk0FgcghMBuDXDAQmO9D5Hmixf2RTfBhUAoWIIQFAoRKgGb9v9MwRA9X8wI4CAhV6WzjCRBCoEAIVQmEiCKQ4EDBYBAaLINDiAz8IhhYfnrIGgZWAYcVgmBACE4FhQihMBIUKfc2xhGBIERhSBAIJwOAiKKgICi5CIMSREZqEk5bzZ8ovnq28crryyunKy4m6y+c0545zMbAU8F++gPzlDOxvp8KDwqPAESeRmNMozDlU2IWQ0EthIR9hwj+JjPgqKuI/Y6K+j4u9dvJEyoXEvM8/Y//wfdFPPwp/+lF8/Qf5zR81t6/aMu80knN+KaIPakqm9PIZk2LWLJs1yWaNkimdaLKsaEIrmNAKJjS8cQ1vVMMdVfNG1fwRFW9ExRtWcIYVnBEFd1hWOCRhvS5hvBYzXhXT+4qovTxaN4f6nE1+xiI/ZZKf0PMfF+Q9puEfUnEPqPgHVMIDKvE+Nf9BAfkRnXKfRu6kF3QymB0MTgtD0EQXVhdoauhlFlKFJMVYeM3OulHLuNFOu/6YduMZ9dZLWlI/9U4/5c5L8p1e0u1e0q1e8s2XlJt95Nv9JICkPlLSS/LdfkryACV5gJoMeO7XgrTXBWmvAqGlDjDSXjHTXzHTBwBYGa/YGa/YWQN+ONhfAbjZA5zsAQ52gJM9wM0e4Oa84uX8ys1+zcsZ9HXxHxLghgS44SLCUBFhSEgYEhGHRcRhEfGNiPimiDgoIL4WEF8X5Q8JSYMAItJgMXnIazjyUDF5yK83ScEbKR1gREofk9LHZIxx/0LGGJcxR2XMUTlz1JftRgNT3T44kxruNJDwDiltUsObVPHH1PwxjWBcI5jUCKYOKM2b2Eq8YjOIZw3iWYNk1ij1M22UTpsk0ybJtFkybZHOAFhls3vI5yyKBatycQ/VvM1nNZ/blgACleY1mR/dCnBFARBbuWHJqVswq6Z0srFywxKQ1apt61W2tSrbSo19tdbmpc6+Vm9f8yut3rpeZfQ4tHOOsvkqy2q9Y7Ox3HvZzs9e36+DSts8QmmB1G/6aW/cqqtYIGDfu4jfpzRgJqcTsNR+k/mxI9F2BNqOQNuRe1gRKDMAHGmCIwONZfQDhRuhcMNhYAhAZnoYQg+F646izM+RSgPDSg8Agnqjj19mXqVBVSCYD6gP2KGHsLc9VIJgChBMefADB1EECMxLMFQG4H9yCGkwVHIA4E9gmBwMk0OgcjBUCob4kXiBHjm65YgRaL7pZWIwtGRvjBmkBAIpAYP3AYGIwdASCFQMgYoh0BIItAQCK4bAisFQ0WEgRyOEQIv2IwDEcxCoMODXhGCoEAwBXotA+xCAoQIQhA+C8IPBPDCYBwLxQMHAKxcUzA32AQrigoK4UKggNER6PFZ7+qTl7ClbYrwtMd6aeEpxNr74OIaEBt2A/PUz2F9PI/9+MhyEiYHHnEJHnkZHnAvFnA8LvRAeciU89OOI8C8jMV9HR/5XbMz1U/Hply/kf/E5+/vv+D9+L7r6o+TGD8qkq7qUm67clOYC/HMRa1grnjbI5yzKeat83iKbNYqndKJJrWBMwxsv5U+oeWMqzqiaM6LkvFFw3ig4w/LCIRl7SMoelrAHS5ivi+m/Cgv6i6h9AmoPJ/85K/8ZM/8pnfgLjfiYSnxEwT+i4B5Rcu+Tsjvzc7pIuC4Svouc10XO76Tk3SPndVApHXR6O53VTOc10YuqC1RVBRobxaVIN7B+Mhb86Cy45qZeu0+59jP5Rjf5Zg/p1sv8W715t3rybnbn3ejOv9FDutmbd6s371Yv8VZv3u2X+UkvSXf6SHf6yMn9pDt95Dt9lOQBasorasoANaXfS3I/NbmvILmfntJPT+mjp/bRU/sYaf3M9H5meh8zwwsrs5+d2c/O7C/M6ivM6g9ggIMd4GB/5WJf87FDguwhQc4gP2eQlzvIxw3ycYMC/GARfrAIPygkDAkJQ0WEwSLiYBFxUJg3VEQaFJKGfAwKSUPF5GGRT2kAYuqgmOrLbQUjkoJRwGcBjEjpIzLGqJw5pmCNK1ijSjaAf8dyXFU4ruKMqzkTas6kijuh4np9puZPqvnAf1QmgT1JjWC8tGiytGhSKwR89i6l6cWzBsmsQTJjkMwYpbNG6YxROmOWzgJYZF6ssjmrHGDWqgCUtgfgM6t6waZesKkX7JoFu2bJUbrkAFKa1uPSrri0K+Vla+W6tQrdWnnZqqtstVy3Uq5fqdCvlOs9FfrlcsNSuX7RpVswKyeN8gln2UK1ebXWvlHr2Kh1rNfa1+vs64FWa3RuNTq36mzrNZbVCv2iS79QbVmpd2w0ODfrnesNrg2v2Cq2Gss3myq2miq23JUBSqsG2ARoqdlsqdk6gvpNHxutjZu1FfP436c0tAwdakei7AikA4GyI1A2JNp6FDYEygJHW+Boiz+ZIdB7Z2BA0grkiNS1L4GVwRA6GMIARLH3PxXbx9u38g4obV9g2nuo2P/wUMYK+O6RGevtvC17SUEwGQgmA8ElfoJh4sOA4BIwPHAm9TsmRBeDocVgmNALVPQbn4QWg6HFIIgIBBGBwSIwuHi/0koOJCoIRAiBCve3xn8XEKgADOEDr2AIHwzheRvnQ7kQKG8/fAhUAOD7cMDnIVwQmAMCF4LAbIBgECsYxAIFs0DBzOAgBvC6H2ZwEBMKYaHRgtgY+amTZQmnDGfjDWfj9YnxRWeOF8aEZSFB30L+dhn59/iQoLgwSEQ0MvZkWHRCeNQZTPjZiNDEyNCPIsI/i476Oibqm+MxP5yMS0o8nf3JZdKXnzG+/brwv77m//htyfXvlEk/GtNvVBHSWhn458XMoVLRtFE6Z5YvWKSzppIpvXASCGdq7piSM67kjCs5Y4rCETn7jZz9Rs4elrGGpMwhCWO4mPG6qOBXAXWAR35ZmNfDzOtmEp8X4J9ScU/IuU9IuMf5uEd52Y/ysA/ycroI2HuEnE5ibldebmcevjOf2EbCt+bjWsl5bTRKa0GBm1bYWMCvocmqaXI71aLJ1nKua2jfG2hXq8lXW0lX7+Vfe5Z//Tnxeg/heg/++kvi9Z68G92EG93EWz2E23sQk3rz7rzMv9sHQL7T5w9tlOQBSnIfJbmPdrePdrdvb9aaT2mMtH5G2ktG+ktmeh8jvY+R2cfes9rAAbhZr7hZv/Kxr/nZr/nZr/k5g7ycQT5uiI8b4uNe83GvA60mJAwJCcMi4htB/lARaVgYQDH5jYg0XEx+U0wZKqEOiSmDYsqghDJYQh30KW1ESh/dz4jPamNy5oSCNabYO40bV7LHVYUTgag5kyrOhD+lqXjetUYwqRFMAABWKy2a1AqnApVWJvL6DFCaTjKrk8zqpTMG6axROmuSzR3AV0uy4AM4TpuzKue9+PKZVb1g1QAs2kqX7NplP44yj7PM49KtuHQr5fpVYOHSrbh0Hpd+2aVfKjcsVeiXXGUL5brFct2iXTNrlE2YZFPlusVay1q9baPevtHg3Kp3bNQ71uvsa7W21RrbSrXVU2VeLjculBsWKk0LNbbleudqg2ut3rle71yvd240lG82VGw0lm80AtUiVVsATdVb7potd82mn+barQO01G4112656zfcdRvuug13/XpL40ZNxXxu1ntvPP4/fyTA0BJUiBWBsiJQdgTKikBZEWjzUVgQaDMcbYajzXtKCyg4hCH1AFCEDobwLqAIIGwdrTQoQgeF62EIHRShhcBLvcBK/9tKU4JggK4CCXTVUQ8PKk0RDFEEQeSHvvu2vUQ5CCbzB7JgmDQYJnknJcGwYh8lhwEhSkDwEjAMMFAJGCoEQYsOIQiA70Nw6E9HARGAIAIwuAi0HzC4CATmg8F8MFgAAvNBYD4IzAOBeSAY9z0BQ31AuCAIBwThgCCF+2GDIGwQhAWCsP0Pg8FsH6xgMBMgCMQIAjGCQLQgEC0ITA0CUY+BKEHBlGNB5KAgclAQ5VgQOZCgIGpwEBUCpaHQ7Ojokvh49cmTpadPlJ4+Xnr2BP90HDMqJB1+7B/QDy6ijsWHBMWGQSJi0HEnw6LPRESfi4w4Fxl+PgrzSVTkl3Ex3xyP/f7UietnElIuJWZ/chn/6YekLz6hf/0Z69svRT99rbj9vSnjZk1eejuL0F3CGC4VThsls2bZnEk8rRdOaPnjGs6YqnBMyR6Rs0blrFE5a0TGfCNlDEvoQ1LGazH9tbjglYj2uoj6ik/u55JeFhJfMHBPqTm/UHOeUHJ+zsc+ysM+ysM+JGIfELIeEDI78Vn3cJntOGwHPrsDn9OBz+0g4FvycpuJue48fAs5v5lKbaSyGmjcapq4iiZxUAw6vFaYpGX+pGdcLadebSZfbSNee0K4+oRw9Tn+6nPctW78tReEay/w15/jb7zA3XyBv9mNv9XtV1renZd5d/rz7/ST7/QDSqMmD1DvDlDv9lPv9hfc6afd7QesRk8ZoKcGWu2ll/Q+ZoZPaRkDrIyBg27LeMXNes3HvvZabZ/SBgW4QSFhWEgY9ivNuwmZP1SUPyzMf+OnmDziY7iEMiymDEooQ1LKsIT6RkJ9I6WN7oM6KqWOygpGZAUjsoJROX1cTp9QMMcVzHG/z/xKU3Mm97ktQGkB+5Djav74Aav59x73TtSKZ/1K00vn9NJZg3TW4NOYfx/Sp7QFi2Jxn9IUcxalr2BSNW9TzVtV8xbVvEU9b9UALNhKFwHs2iW7dslRtuQsW3bpPC69x1m27NJ7XHrAZweVBpRKOkvnTbJJvWTMrJi0a2ZcZQsVxuUK03KFaanCtOgyzNu1M7bSabt2xqWfrzQv1dg8dY4VgHrnar1zrd653lC+3lCxAdBYuemnqWpPaX6HuWu33HWbflobtlvqt5obNprr15vr1931ay1NG3VVC7js8vdXGh6GFqNCLAi0BYGyeU/R0KYjgaOMMJQRjjYFnJ8FHIYFlCYerFEMMBkEpoPAdPuUhtRBEaX7zPTfUBoErgHDVWC48n2y1LuUBlEGQ5RBENk7fAYozbeQgWCygDR2dPYKQBQME/ooPgK4EBSQuvZLyw/PO/d5HzwQlH/U84MEQ7heXR2Ec5hgKPsAAXOo9wFMnQbw2esATBCEAYLQQRAGCMIECAYzfNCDwQUAXpmByEEgUhA4/xgo7xgoLyg471gQ8VgQ0b/wExRECgomQaAkFJoRHS08eVJx8qQq4bg64bj6zHFuQiwjEp0CO/Yl9O8X0EEnQoNjw6GRcSEnEsJjzkbGnIuMSIzEXIyO/Cwm6h8njv+QEH/93Jk7Fy+kfXgR+/Gl3I8v4T++RPr8Cv3rT4U/fqW684MVm1RHymhj4l6ICoZLiyb0xVOGkmmDaFzLG1GzR5SsESVrVM70H+m8kRQMi2lDJdTX4oJXxdQBEaWPn9/PzevjEHvY+G5m7rMC7GNy5s+kjEf5WQ+JmQ8ImQ/wmV249C5cemduWntOeltOeltuZlsuti03Rja5IwAAIABJREFUuy03tz0X10zIcRNymoi4pnxiE5lcT6HXUdmVFGEVrcRJ1RmJWkmqjnPDwLzmoF1tpFxtJVz9mfDTz7ifnuKuPsNde4G/+oJw9QXu2jPc9ee4Gy9wN14ASgOsRkzqzbvTn3enn5TktRr1bj9QRUK7O1BwZ6DgzsCRSqOn9gJKYwYojZU+wEw/UmmDXqVhX/OzB3m5gwLcsAA/zMcNFeGHhYQ3gNX2ztXy3ghJw8L8YWH+iB8RaaSYPFpCGS2hjIgpwxLqkJQyLKeOyKhjUsqojDbmR+p9Mi4vGJUXjCno4wr6hII+KWdMKJgTR4cz/1vO3sYjoDQld1zNn1Tzx/xKCxDbPqX5th/3K002Z9ifzwJC24JZtqe0/aUisxblnNWvNNWcRT1rUc9aNXO20gUAR9mSo2zJqVty6ZbL9Z5yg8dZtuST2T6lVeiXqgzLVUBlv3G1QrdsU89aVdNmxYRRNq6XjemkI2XSN2XSYb18xKQct2gmnbq5aounzrFWZ/fLzEuDa6OhfOPdSguMZU21m+66TXf9RnP9ZnP9ZmvTTkvjdkvjpo/1VvdGXdUCIafif0VpCLQJjjYdqTQ40ui/NgT4zL+AIXVvKf3wKg2KKDustMNFH++vNAhcBQmw2rud9G6lBUPlfqsFQWRv46gPSIMgkiCIOAhScghxEEQSBD1KY/sBwURgqBAEKQJBhP8bSgNBuCAwJxi0DxCYEwwqPAII5wBv+9n/j5UWRIJAyEgUMzq6OD5eefKkKuGE5vQJzdkTvNNxjAh0CvTvX0A/OO9TWlRc6InTEbFno2LORUacj8Rcio78Ijbm21Mnb5wFfHYl48NL2R9dyv3oYu5HF0mfXmR986n42n+W3v3JkZ3USMnsZOO7i2mDat6oljdWxp/Q8kZUrGEFfVhOH5LRhiSUITFlSEwZFJMHS8iDYvKgmPy6hPJKSO7lE19wcD3s3G5mzouC7Oc07C/k9Ed5qQ+JKQ8JaffxqfdyU+7lJHdk3+3ITm7LutuSldKCTW3NyWjNyWzNzmrNzm7Nzm7EYQGlNRJwjXnE+nxqTX5BBYlXSSlykDQmglqWoefdMjCu2ag/NVB+bMn76SHxp0e4n57ifnqWe/U5/tpzwrVnuGvPcNee5Vx/lnv9Oe7GXlYj3O4h3u4jJvX5slofJWD70Vch2U9N6aelDNDS+mlpfbS0Pnp6f0FaLz39JT39JSOjj5HRx8zqZ2b1MzIGGBkDwJqVNcDCDrCwA+yMV5zMX7nZr/3wcgeL8MNF+5XmLxIB6iGFpGEh6Y3fZMJ8wGcjJZSRYtqomDYiKXgjpY3IaCMS2piENuav/pfSJ6QF49KCcSl9Qkofk3lLRSZkjEk5c0LJmjyQz9ScSQ13CrCamjOp5k4FnKV50QimAmUG+EwrnPJpbBa4qaYvmTeI54HakDLxDLDxqPelNLN8PrC40SyfBfYezfI531ufyZTzVuWsVTVr1czZNAs2DeCweatmzlY6b9cuAvjVVW7wVBhXKowr5XpPuWG53LDk0i+69IvlxsUK02KVcbHatFxj9tSYV2rMK7WW1Rrzao3ZU21arjQsluvnnbo5h27WoZtx6mfKjfNVlsUam6feudpYsdFYsdlQvtZYseauXHdXrjdWrDdVrLsrt9xVm03Vm03VG01VG41V603VG+7qTXf1RnPtRkvdZkvdXulHS92mu26zuWGrpXG7tWkLoM293d681d683dGy09681dGyVV+9SMitfF+l/cu/5yFCpSFhNnSIHbgujQ61o0Oth0GGWJAhFkSoBRFqAQpGfFuUpsNKC3QboLQjDtgQZTCkHoYwwBC6gze03lIM8v5KgyLUUIQa8ltx7Xcp7XciC4YCe4+H8hlUEgyVBkGLg6CidxMM9Sut6Cif/c8o7WAaO9Jn/z9TGgWJYkbHeJV22qe0hFgGBpkM+eBz8N8SEX+PQx2LDodGxYYcP42JBVLahciIS1GRn0dHfXPixPUzp+9cSEy7cjnzyqXsDy/lfnQR9/ElyueXON99LrvxnS71mgt3103DdnEI3cW0ATl7SFU4rCp8o2INyQsGpZTXEvKvJaTXJaRfRfkAr4R5v4ryXwmJA0X5/XziCy7uOTvnOSPrGS3zGSXrSX7aI2LKA/zd+7g793OTO7PvtGPvtGUltWUltWbeaU5Pas5MbsWmtmSnt2RntGZntWZjW7DYhtzMRlxWAy6nAY+rJ+BqCPmVBIqLyHESuWaC3IBXyTP1giQj85qN+mMD7Wor6dpj0vUnxOsv8Nee4669IFx/4VeaP6X59x6JSb3E231AUAOURvaVilCSB6h3+vaUlrqnNFpaH+CzQKsxMvoCleaHnfGqMNNfEvkaKIDk44Z4OYO8nEGB12r7lCYivhGShovyhwGfFZNHfXfdvEoroY1KCkYApe2T2X7819rkjAkFc0rJmlQVTh3YePQrzae36XcoLfAgTVcy472RLZ43iBeMkkUAk3TBKJnXS+cNsnmDbM4onzMr9w7MrMo54ITMppq3KhesysUDBY3O0mWX1uMqW3KVLR1KXV6BAQAaqzCuVprWKk1rVeb1KvN6pWmtyrJaZVmttqzWWFdqbat1ttU622q9fa3Rsd7oWG9ybjY5t33rjSZv0cd6Y/mGu3ITuFXWWrPjp6V6q6V6s7V2q71+t7Vmq61uu612t61ut63BS3vjHh1NXu65vXQ07bQ0brc27bS7dztadgDute52tu10tu10tu3ea93pbN9pqF3+HUr7yzE6JqY0OrYqMroqMqrG1yDxYLNd3xgUZ0iEIzTCGRruDAlzhITZgDGVbyMkzHYkPk2a0aEWdKgVHWpBh5pRoWZkiMnPUe0/juTo3h9wVBkcVfY+15n37Vjuv2e2dzNsb0tz7zkYpobA1QGC3FfKDxytgeDSwDIQH1IQTAaCi0Hwkt8AVgIUcYAgb6n4gIn2qkL2KAZBSkCQYv9338HhKkQQSBAcXBQICCQEgYTBEN4BoR5VG1IEhgn9FR+BRR8gMA8M4YMhXAiMB4FxvM6DcPZXgnBAYE7AYZu3HsRvuyAQPQhEDw6mBwXRgoJo/sUex+jBQXQImIlEcqOjpfEn1CfjNaePa08f156L53uV9rcvwH+9AP97HDIoGg3GRCJjToRFnQyPPBOBOR+BuRAR/lF42OdRkd/GRv90Kv524pm0S4nZH13AfXSe+MlF+hcfCr7/SnXrO1PatWpichsd+5CDf1GU1yemDckZQ3L6oJTyqzh/oIT4SpT3SuiHOFBEHCjK7xfkveQRXvIIvVz8c3bWU0b6U2rqL+TUJ6SUR8Q7Dwl3HuDv3s+9cy87qSPrdltmUmvm7dbM236luTOT3VmpzVnpzVkZzVmZgNIacjPr8Vl1OGwtLqcKT6gkkJwElh3PNOJKDDiZBmsQp1h4txzMaw3M622Um79Qbj4l33iZf72XeO1l/vWe/OvdhBsv8IdktneWdncg/+4A6e6AP6VRU1752Kc0erqfQJP5glrmK2bWq0CfsbADhZm/crCDgMn8AOGsCD8sIo4U540V5wfcTiMDvCkmvymhjAD3tSW0CQltUuKLXzLGvrvYCuakgjnlY1LBnADYs1fhpKJwSsmdUvOmldxJABV3SsWbUvOmNfyZUj+CGaBG37+jqBXOlIm8F8704lmDeE4vngUuUxsl8ybpQiBm2aJFsWSWLZrki2bFokW1CNR0OHxXylxaT3nZSnnZin/hp0K3AtyPrjKsVBk8VYblatOKj9Vq41q1ea3KslpjXauxrtVYVwBj1drW6uwbdQ6gcGPdv2hwbTS41htca77BbFstldv+7v4tVbutNbuAvVqqt1trgOvP2x0NuwCdjV7uNe50NHjxP+wMkFZnyxHcb/XS1bp7r3W3s+0g9+/52XnYuetuWM7Hv7fSgmDcuFOmU6ebTp5qOnmq5WRC88kE98mExkDiTzWcOFkfF18bF18bc6Im+jjQU7gmJu43utq/pYF9ZUR0ZUR0ZWS0KyoG6GFfERVzsJUw0KL+PbAFEh5pC4+0hkdawyKAVo17jRMPgw4zokINyBADMkSPQAPofIt9b5EheqCLFdCqCrAmDKmFobSwva4Wez1B4KhSOKoUjtLAUKq3oIYi5RCEDIKQ/gb+C2RwKQwhO4QUhpTsAyGBIaRQuAwKl0Dh4nfgvXMGlN1DhIGAwcWHEB0uMAHDig4hBMNEgeX7YIgADBGAvWUmfBCYB4HxoTCer36EF+g8H/6iEiAyAgUje4BBLDCIGRzMBIGYwcH7AIPYYBAbCi1EoQTR0bKTJ0tPndKeidedjdddSBCejmOFI+5C/vZF8F8SQX+JgvwVgzgWEgrBxCDD4kMxp8PDz4aFnQsNvYxGfxgS8hUm/NuYqGsnjycnns66fA5QGvMfH4l++lqT9L0l80ZtXko7HfuAk/uUT+gtJr+SUH6VUF+VkPpFhD4hrr8I3y8IgE/o4xF6ufheLr6Hk/uchf2Fnv6ElvoLJeUJKfnnvLsPCUn3cbc7c291YG92YG93ZN1uy7jdmnG7NfN2S0ZSc3qSO+OuOyO5KTO1KTPNnZnenJXZnJVVh02vz8moy82szcmszc2uwuMrCXkOPN2Oo5vwYgNOps0xyjNswrsVnFvNhbfu0ZOe0ZOeU2/3U271k24OUJMGaHf6KXf6yHf6SMn95JQBSsorAGrar9S0X6mpg7S0IVraUEHaUEHaa1rar7S0XwvSXxekv6anDzLSB1lZg6ysQTZ2iI0dZGNfF2YPcXKHObmDnNxBbgA83BAf94aPf+Mt/cAP8fFDAuIbEXFMRBwrzh8vIU0AiMkTUuqUnDYtpU7JC2YU9FkFfVbJnFUyZ5WMGTljRsWeU7FnlOwZJXtGxZ5VsefUhfOl3MVS3oIX/ryWP6flz5Xy5kp5czrBgk6w5GNRV7QAoBfO60UAizrRkr540SBe0pcs6ksWDeJFo3hJX7JoEC8ZJcsmybJJsmyWeEySZaBFpFm+bJF7gFeL3GNVLttUHrt6xaFZdahXHOoVm9rj0Kw4NWuu0vVAyrUbLu26Q7vu0K6V69crDOsVxrUq42q1aa3atFFj3qwxb9aYNqtN69XG9WrTRo2PWvOmd76obbPetgFQZ9uot2/W2zfr7Vv1jq1651aDa7vBtd3g8t4Sa6oAOnrsuCu291G53Vy13Vy11VK101q921q93Vq901a901a9016z01672wZQt9tau9NWt9NWv9PRsHvPJ62upt0u925X826Xe7fTvdvl3u0Enrh3u5p2O927nc27nc27XQH22tOY7+GDtt0HbbtdHbv3D/Gwa/dR1+6jLu+ipdFDIv4epR0/bTl9rjnhbOuZc/fOJnacTWw/fa45kISzbj+nTjfFn2qIP9UQf6ox/lTT8fjGEyf91PsBPhPwZO9j+wfB1MaeqIk9UR17omofx2ti4qrfh+i4ij1iK6Jiy6NivLxXu/0op39iWcDosgAinGEYe1gEYEcTOsyICjOEhBtDwk2oUG9rx0D8/R5Dws0hYZbDoMMsqFAzOsyCDNUh0Noj8RmxFB7QVhGF1qJDyg6hRYeU+kGFlKLQGiRag0SpkSjlu4EjFXCkHA6XwWHSA0ChkiOAS9+XvW+JodASKLQ4EDC4GAoRQyFiKNS3gIihEHHARQLvRWwwWAQERC9gwR4gQXAwHxTMBx8FBCoICZVGx5SePGk8nWA5d9Jy/pTlyllZYjw/CpUG/uuXQX9ODP73KNBfwqF/RaCOhURDQuMR4adRoWdRoYmo0CuIkI+RoV+FhH2DifwpNvpuQnzWhTP4j86TPr/C+fYT8fVvtMk/2LNv1pNT77Gwj3i4pwJ8tzCvvyS/vyS/X0TsE+D6+DkAvbxcHzjAZ92Fuc9Z2GfMrCcFqY+pyU/Idx6Tkh7lJT3AJ3Xl3uzIvt6Rfb0De7M962Zbxs2WjJvNGbfcabf8SmvMSGnMSG3KTG/KzHRnZtbnZHiVlptZi8NW4XIr8AQnnurE0yx4oQlXosvVqbNt0oyqouR2fvJDbmoPJ7WXkfqakfqamTbMzhhmZwwxM4aYGUOMrGFm1hsWdoSFHWFlj7BzRtk5o+yccU7uJCd3koOb5ODGAbj4CS5+go+bEOAnBYRxAXFckDcmyB8vyh8XkiZFpMmS/FExeVxMmhCTJiTkSQllXEIZl5AnpdQpCWVSQpmQUiek1AkZbVJWMC2jz8oZCwrGgpK5qGTOq1gLKtaCir2gLlxSc5bU3GU1d1nD82h4yxqet5d/qWCxVLCoLVoqEy6XCZd1Io9O5NGLVvSiFX3xir54WV+yaCheNBYv6kuWjeIVo3jFJFkFMEvXzLIVPxb5qlkGPFy1yFcBRdmUq3bVKtC536pYsShXLMoVq3rNplmzqldsmlUAe+mao3TNUbrmKttw6TZcujWXbq1cvw5QYdiqMGxVGLYrjTuVxp0q026VabfKtL0P81a1ZavGslFj2ai1btbaNmttm3X2rbewUWffAG5D+9mbwebaaSzfCbjdvNvyVnZ8jam2m2t3fGz7SzZaa3bafFZrrdttrdtpq98J3DkM3ELsaNq917xzgMOBDMhkXpm17z5o373ftvOgfberY+f+vd0HnT6N3ffy84Pdnx94F63uJXL+e1c8/hNKC0hvTYGuOnGywU/8qcb4U4FPGo/He3mL0vbzzyktriI6rjIqpiI6tjI6Fgh/v0FkdDkmyoWJcmKinJHR5RHR3nUA5b6Rm7awiPdq4e/r4m87PA0gLMIehrGFYmxhGHsoxvKO+IgOM6LDjegwo78ZcWiY8QjC9YcJCdOhQ3XoUO27QYVo0CEaNEqNQqqRSFUgR7ZthCNVcKQSjng3KjhCBYcrfN9SwGEyGEwaCBQqgUHlMO9zGQwqB4BCpD4kR3gOUgKGFO8DLAKDRVDQIcBCGFwUHq6MO64/nWA9d8Z+PsF+4bTjo3PK8/GCKGQ66C9f/P2PZ4L+LTL4T2HgP8MQf0NGBCOPw0JOIVBnkKjz6JCPUCGfhoR9HY75NiLyamxM6tkE3OXzeZ9con31Me+7zyQ3vtWn/uTKvd1ESe8qzPmZh3vKx3ULiS+LCb1CfK8gt5ef3cvPfsnL7uViezjZPZzsnkJsT2F2T2FONzvnBSv7GSPzF3rGE1rKI3LSY9LtR3m3HxBu3sfd7My54VdaB/ZWR9attsxbLRm3mtNvt2Tcac5Mac5K9ac0d1amOyurPiejAZfVgMfW4bLq8NnVBFwlgeDCUxw4ihnHN+FEZTlaTbZVnlVZkn6vOP3nosw+QeYAJ2uEkznCyRrjYEc52NHC7NHC7NHC3LHC3DEObpyLm+DiJ3iESR5hkkeYFhBnBcRZQd6sIG+6KH8GQEiaLfYyLSJPiShTIspUCXVaTJsR02bktEk5bVpRMCunzSgKZhX0aQV9WlEwq6TPKelzCvqMkjGjZMyomLNK5rySOa9kLiqZi3ud+wsX1YWLwEiaQKWV8pfLBJ4ygUdbtKQtWtKJPAbfjNBAjCUrRvGyD49J4vfZikmyYpau+nzmATDJVozSVbNs1aJYtShWLIoVm2rVplqzqVYBrKpVq2rVpl6zqletao9Ns7LnM+26Q7vuKttwla0HKG2tXL9WYdisMGxWGLYqjduVxu0q006VaeeA0qrNWzU+pdVY12utG7XWjTr7Zp19s96xVe/Y8i/qHV6l1dk3vE+cmw3OTV8s224sByaLent2uCt39jkskOod/6lYc+12AP7LYTstNTttdTvt9butdTutddtt9dvtTTsdB3Dv3HPvdLi37zUHAijNy4GIBiSz91FagNt2/m8qrWG/0vaIP9UUKLwDJjuktEP800qLrYyKqTy07fmu+Zz+KWj+EZ2Yg7h8wzkPZrjAOTL7Z8rYwyPsYREOYALO0bzlu2ERNmACTliELQxjCwu3AgQOS9sDYwrHGA8QFg7MozG8m5BQXUiILhRdhkZpAznQR38PtNbXy/jtILVIZJm/GT8SEdgW2d+/WIGAqxFwQJwq/wfgUKWPvc6QUKjsHcAgMvhBJHCoFI2WR0WVxZ80nzvrvJBYfvFc+eXEio/Pay6cEkWhMkH//sUH/3r62B8jgv4YCv4TFP5XBCYIFgtFnoQjzqJQF0NDPwsL/yIc801ExPfRUTfjT2AvJpI/+ZD2xUeMf3wq+O5z2fVvjWlXK3KT3JT0+4W5j7m4p/zc54Lc7qKcbkF2Nw/bw8P28rN6udiewiyAblbGC1bGC2bWC2bWc0bGM3r604K0J9S7j0i3H5NuP8q79ZB48z7uRmfOtc6cG505NztzbnflJHVmJ93D3unISmrPutuRndKKTW/NTgfKQ1qwmW5sljsb24jDNuGzGwnZDYTsekJuHZFQQySWE6kOPNlC4JnwRbpcTWmOWYmtkGR2iDN/FmL7i7ADXOwoFzvGzRrnZI9xcsa4OWPcnDF/AuPhJ/mEKQFxWkCcLsqb8zHrlxmAiDwnIs+JyDMi8jSgNMBnEtqsnDYFKM2LT2kqxrySMaekzx5Qmoq15GXPZ0t+pWl4Hg3PU8r3lAqWtUWeMqEHCGd60cqRSjOUeAKUBrBilq6apStm6V4+M8mXTfJls8JjlHsM8hWjbMWsWLUoV8wKj0W5YlWtAuHMG9EAsQUoDbCavXTtKKWtlutXKwwbFYaNCsNmpXGr0rhVZdquNm9Xm3f81Fh2aq3btdbtWutmrXUTOAYDGgf709iRyQxQWoNro8G1cbj7lDelVe40+63my2QHaK3ZOXzZubl2C8htQDJrq99pq99ua9hub9rucB/kXvN2h3vzXvPWveatzpbtzhZAadvAurNl+37bzmHeqrRDPnt0f+d3Ky0YzjueYE446z59rvXs71PaAWk1BHLg4X6N1QdQ6xXY8ep9xL3n4OmqqNjyQKJjK9/jYO/okdMRUeWR3hmeh61WHh4ZOHJ6j7AIRxjGvo8I4E/OsAhXGMb5dg598SjCw2xewq3h4ZawsP2Emw7jm3ZmOjrYBRJqDAsxhKL1IWhdIEdPQUMfiXYfqDKUd+bn3rA0n978vflVSIQGiVAjESokQu0fSRMgv8D+/fJ3AZUjDoGGKzHhZcfjrKdPu84nVl08X3MlsebDxJpPL+ounZFGh2SD/vzVB/965tgfMMf+gA7+NzDsz7DwDyAxYHgCHHk+BP0hJvwfERFfR0R8FxnxU1xsytkE4sdX6F99xvjHJ4yvPuZ/+4ns5jfm9J8qcm83UdLuF+Y84eGf8nOf8nOe8zJf8LK6uVk93IwebnpPYUZPYWYvO7OXndHDSuthpfcwM7qZGc/pac/oqU8LUh9Tk34m33pCSnqSn/Qk787PxKRH+FsPcbcf4m4/wt99iEu+n5vclZPcmZ18Lye9KzejIyerIzerLRfblottzcG25OQ05+S4CTktebnuvFx3Pq4pH9dAItaT8qryaRV5VEcez0ooMuDV2lyjKsclzWqXZj0UYl8WYfu52BEudoSLHeVgxzg54weU5rcanzDljWjE2cNK8zEtIk+LyNMiynQxdVpMm5EUzMlpUwr6jII+54Uxq2DMKhhzvkw250fBWlCwFpXsZT+qwiVV4ZKa4wHymYrnUfM9GsFKaZEHQCtc0YqWtaJlXfGKvmQVwLde05esGQJSmqFkyVCybBSvmCQrJqkHIFBpJvkyoDSTfMWsWDUrPIDSjvCZT2lW9QqAP6s5tevOsnWXbs2pW3Pq11yGVZdhtdy4UWHcBGRWZQJktl1j2Qmk1rpTa90G9htrbRu1to3DSjvsswbnVr1jM0Bpm43lm00Vm02VW42VW42VW02V2+6qHXfVrrtqt7l6t7l6p7l6p7lmG8Bdve2u3m6u2Wqu2XLXbrtrt921mz623LXbzXXbzXXbLQ07rY27rQ27rQ07rY3b7Yd85stnWwFsd7YASjuY0oB8dr99t6t937FZ172d+527D7p2HgaY7GHX9qP7O4/u7zy6v/3zg51W9yI5/70bYgXDeXEJ5oSz7jPn2v47SjsyqP1WSvMqDXDYwfj1nkqLKQ/En9Leba8jwbxLaa7wSJfPavvxDSMNJDzSGR7pCsO8m3dmOOB3MA4MxoHBOMLD7cBY6gPzpn3qOgAwvfPw80OEmsJCjKFoQyhaHwj60GRqNErnGwF6gAPRTYsEZlh7CVSa2m+136O0tzX794KAHiQEoY7AGOLjnefOVV04X3vxfO2H52o/Sqz77Irhw0TlcQwB8tevP/jXM3//Q/ixP6CC/giC/Ds07G/gODDiDBJ9MTT0I0z415ER30ZH/Vd0xLUTcRnnz5I++5jxj88Z//iE8dVHvG8+knuVdquJkgoo7Rdezi+87OfcjBfcjB5uZg8nvacwtacwvacw4yU74yU7o5eV1stK72Gm9zDTuxlpzxlpTwtSHlNvP6bcfka5+4yS/Iyc8oyc8iTvzmPC3cfE5CfE1MfE1EfEtIeE9If49Af4rIeE7C5CThchtwPvpZ2Ab8PhWvJwbWRCCxnfQiG0UAhuWn4TlVRLLqgmFTjzeTZikYmgLsMZVTlOGbZNmvVAiH1ZhO3jYt/4lVaIHT+48Yj3bjwGKk1wlNKK8meEpGkhaVpEnimmTBdTp4up0xLajFdpjLnD+KzmRc5alLMWFWwPgLJwGUDNWQGUpuQtq/getWBFLfCoBctesQmXSoVLWtGyVuTRijxlxZ6yYo+uZBVAX+IxipdNEg8AkNKMYo//CYBBtmSULe0pTbF6pNL2fOa1msePP6s5tetO7ZqzbNWpX3Po15yGVadh1WXcqDBt+ZUGWO2A0mos2zWWrRrLps9qm4FKA9R16PBsC2iZDyjNVwmyAXS+991r3m6s3Gmq2vWx01S101S9tZ9Nd81mU+12U+12U+2mjy133U5z/TZAS8NuS8NuS8NOa9PO+yltL6t1tuwdnvmt1tVCYqpyAAAgAElEQVS229m209m+09XhzWed93a67u3cv7f9oGvnQdfOo/u7D7p2Ht3f9vPzw53W5gVy/ns3xAqGc+ISjAlnG8+cazmb2H42se1sYutvKs1fHvI/svF4hNKOVx46JPMelb1bab4Syt8IZAGUR0a7ADBRjoiodxVbHlE88pa9x/BIe3jkbxvrNzchwyPsGIwDg7GHh1sxYRZMmDk81BQeagoPMwCEHbmpGGoMCzGGhRjCQvS/DbosFFUWitT+JgcDmRegFMWPBokqRSHVPlRIpOJdII6YrLbvAC9gYA0cJjsMAnqQEKQyAqOLj7clJlZePF97MbH+8rn6K+cbPr9i/fiCNj6SBvvrj3/7Pxf+/i9RQX8IB/8xGPZnCOYY+DgUcRaNuhIe9llkxDfRUf8VG3s1NuZm/PHMxNN5H1+kfH6F9vll+hcf8r/9RH7zG1PajxW4W02U1E4W9iE39xdetl9p3ZyM7sK0bnZKDzv5ZWHKy8KUXnZyLzull53Sw0rpZiR3M+52M1KeFdz9hXbnKe1ud0FqNy2tm5b+gprxnJz+jJTxnJz5nIx9Qc5+Tsp5Ssp9SsY9JuF/zs99lI9/RCLezyd25RHv+Wgn5bWT8toppHYqqYNGbqVS3RRKA5VRR6JXknnlpCJLnlyPL1PnWGTYBklWqwjbI8T28nKGedlvuNhRTrbvIC17lJ2zz2qA0viEGZ/VZrxbkQHHacL8meL8aRFpWkSeEZFniqmzxdTpEuq0jDoho00pCmbl9L0RoDK6N6gFGg5Qmpy5LGcuK1geBXtZwV7yWo27vBfUBCsq/vJRSlsGfFZW7PG/1RUv6UsWjWIPUBji4+BupF6yrJcsG6Qeo8xjkq2Y5V6lAbuRgWL7TaXtBbWyDVfZhtOwDlBuBDYegYO03SrT7iGlAWz5diC39moa7ZsNzu16RyBbdfatesd2g3O33gFUhWzVO7a8FSLlOwCNlbsAB5V2gOotd822u3rXXb3rrtn2sdNcA5SE7LbW7bbV73G4PASo0b/XvOMv2T+Mv07kQPWjt9bx3m5Xx25XR8BZWsCJGlAh8vjhblvz79t4/G8pDdhjPOy2Q0o7wmdAUIuLP3ycVh17oirmeOUBflNpkdGuyOjyyOijrebX2P6He0rzWi3aGRntiog6eHKGiTrCZ++hNLs/t71daUf/SCjGGhZuDQ+zh4fZwsIs4WHmsBBjeKgpPNToF1JoqD7kEKEhhrAQY1iIPhRd9puEoY6wVwii9DDvr7SANKb8v6+0UJQqMlJ/Mt5+4Xz1h5cbr1xsvHK+4cMLjZ9eMn98oex0DBPxwdUP/uXysX+NCf63CMifwMj/gEUFw+LhqAuhoZ9GR30dF/fDieNXT8YnJZy6eyYhIzEh59JZ4ofn8z8+X/DFFf63n8hu/Kcx9YcK3K1GcnJbQfo9ZubPhZlPuNhnnLRnhWnP2akvWCmA0nrZd32k+KyW3MNM7makPKcnP2MkP2ek9NDTeujpPQUZPQVZPQVZ3VRsNxXbTc3poeG6qbjnFPxzKuEphfiMmveEmv+YSvqZSn5IId8nk7pIpC4SqYNC6qCQOmhkgDYarZVW0ERjNdLY1dSiSmqxjazQE7SaHIs0q7443c1P+4Wf/pyDfc3BDnGyRthZb9jYN2zsCBvrL3HcExsHN87FT3HxU3zCDJ/gU1rezJ7V8meK86eLj1QadVJGnQ6cag0o7UBi26+05SOVpuZ51PwVtWBPaYC9tKLlQLcFSG7JULK032depRlKlgCfmSQeg3QfRtmKSbYCyAyw2vuntD2raded2nWHDshq6y7vWdq2v+LxSKVVmTcDlVbvU1q9Y3O/0rbrHdsNzp0G526Dc9df6+jFtWe1A25rrNwGaKraaarcbqjYaqjYaqzw5rmmqh1gK9Jdve2u3nFX77bU7lPa3rpht71xp71hp61hu71xp73RWyFyQGOBxZAH/BdYwd/V7qPDewvtQefuw87dB5273sTWtfuga+dh105L0yI573eUh7DjThlOn2tKOOs+fbb1zLmWU2eaEs42+jl91vc2ofHkyYZA4uPr407sCSnuRO3x+Prj8Q3H4+uPx9cdj68DEhjgnpjj1f5js7i46tjYqpiYytg4b9V+YCzbfzZWHh1bER3nio5z7fvAPo158ZfmR0U73htX9FuIinZFRjoiIx2RkfbIKFtEpPW9iLBHRNgxGBsGA5x+WcPDreEH3u4jsNbDAizCvACpy3vuFRIKAHhLB4AO1aJDSwFCQ3ygS8P2UL+DUJTq/QlBKo9Cfhg0QvaeoOAyFFzuQ3oYBEziQ4yAlbyFYj8ouDgULYuNKDt70nn5XN2V8/VXztddvlB36XzdhxfMVxLLEmILkUG3//avH3/whxN//0M0+I9Q5J+R0ceQp6Ahl0MxX8VEfxcf99OpE9fOnLxz7lRyYkL6+YSsi2eyL53J++gc48vLwv/6RHHjH+a07ytxN5vyk9toaR2MjAfM9Ies9Kfs1KeslBes5BfM1G5WRg8rrZeV5pUZK62XneYXWzczpZuR0sNM72FldLMyulmZ3aysbha2m5X9gpn7gpHzgoF/wcA/o+N/YRB+YeT9wiA/ZVCeMCk/F5Af0agPadT7VEoXhdxJJnVRqF0U6j0K9R6V2kGlttEKWmmM5gKWm8qsowmqqSIHWWkkatU5RnFGdVFqPfPOfXrSfWrSM2pSN+3uQEHKADPjNSNzhJk1ysKOsbPHC3PHCnFj7P31+lzcFA8/xcNP8gkTAh9FxMki4qQwb0rko4Q8U0KeKiFPiymzXqhzJdS5EuqcmDYvKViQ0hf9yOnLCrpHxlzwWo21qGAv+X2mLFxWFi4qCxdVnCWgPASoeCzlLwK1IWXCJW3RgrZo0V/Q76/pB8r6vTX9AehEHqCoRF+8DGAQr+glK4ZDzjNJ9o7cLPJVm2LNz+HoZlOvedGs2304Sjcc3pJIr+pcuo1y/Wa5frPCsO3Sbbh0m+X6zQr9RpV+o8qwXm3cAAA6fVT7saz6WKuxbtRYN2ut2zW27WrbdrVtu8q6VWHeqDBvVFo2K8zrlRYvvgvXG7W2DX+dpHeSp3O9zrEODPYEqLWvVttXq+2rVfaVasdqjWOtxrFWX77Z4NpscG3Wl28CCmyq3HQfwQYwz7O5aqOpeiOwy767Zstds91Su9VSC8yt3mmr22mt226t3wJoa9hua9hurd9qbdxqadpsbdpodW+0N6+3utdam1famlfbm9dbm1Zb3au1VVO4HMv7Ku0/ggsi4zRx8dWxJ2riTtTFHK+Oiq2MPe4NSXEnqv3ExlXFxFTGxFT4iY6uiIwujwggMroiMroyIqoiIsoVEVWOiXSFRzoxUS5MpBMT6cREujCRzvAIJybCGR5uDw+3YyIcEVEOTKTdt7Nn248VE2nDRNoxUVZMlG3fNmCkHSAg1uxV2GMi3kWggTARVgzmrYRjrOEYSzjGEo4xH8lR1RnmsHCz/6QqNNQEqCg0zORz0gH0IaH6kDB9SNhezEKH6NAhOnSIFoUuRaG1qBAtKkTrW5Si0KVIlMbHXkJC+UCj1CFIdQhSjUao0AjFbyE/it/8lv+L0neAgkuRcMk7QMAkCKjYy1G6gkNFAQgPA4MIYZAiPwhYcShKGoMpOxvvuHSu5nJi3eXE2gvnas6frb6caLp0TpsQy0GB7nzwh08/+EN80L/FQv+EQP8HOi445Bwq4pPImG/jT/x0+uT1s6duJibcPXcqOfFU+vmErIunsy+dzvvoHPvrj8Q/faZJ+saa8WM1/nYTKbmVltZBT+9ipD5gpj1mJD9hJD9n3n3OTOlmpfew0npZqb1sgLSXhel9nPQ+TvrLwtQeVmovK+0lO7OPg+3jZvdxc/q4uS8LcS8LcT1sfC+b0MMivmASnjMIz5h5z1j5T5nUp0zqLyzqEwb1UQENUNp9KqWLQumkULuo1E4qrYtGu0ejtdPoXqXRmPUFRbUFxQ6K0kAsVeUYitMrecnVtFsdtFv3SDcfk27+QrrVTb7TS0vpp6YOUlJeU9MGaelDBRmD9KxhOvYNAzvMxA6zskdY2SPMrFFm1ggT+4aNHS7EDhdih9nYYU7OG07OG27OCDfXCw83xieMCQhjgOqEeZNFeZMCH94qEvJ0MWWmmDJbQpkXUxbE1Flxway4YFZSMCehz0noc1LGPICMOSdnzSvYCwr2grJwUVk4ryycVxbOqrhzPvbWat780XDn1bwFFXd+/2fm9uDPqflzGv58qWCuVDCrEcyUFs2WCed1ogU/+uJFLyWLesmCXrJgkC76McqWjL5juf0smuSLJsWSGUC5bFYum5Uei2rFovIA2NQeu3rZrl6yq5cd6mWHZhlon+/QLtpLFx3afdi1Sw6tx6H12LQeq3bZql22li5bNIsWzaJFs2QtXbRpl2zaRYduyVG26ChbdJZ52xMDlBuXXIbFcuNSuXGp3Lhc4cNlWHQaF53GRZePctNShWm5yuypMnsqLStV1pUq60q1baXGtlJrX6mxevZh89TaPTU2T41jZT+rNY7VWudKrXOlzrla71prcK3Vl6/WV3hpqFxrrFprqFxtqFptrFlrql1tql1prF1urF1urFtsrFsE1k11y5Wu8awM4/sq7U9/y0dHSIG+G5hIV3ikw1s+DhzkRDqAvThMlAMTYQ+otbMCi5BwCzrMgg4z+7Cgw6zoUDMqxIREm5FoMyrUhAo1IUOMSLQRgTbAUQYEyoBEGRBIPQKhR6INqFADMkSPCjX48b3Vo0J1AMiQMmRIGTJE7yfwwwBAXw8AJEqLQpchUdr/bRDI0sMgA+5HwxEaOELj+5Pm0HMNAqVGoFRItBLx/zL33l9prmnf97/w3M9zl5l75pm9Z/bMLlGqgiWxd1M0vffYe6cpSAcRQVCaNAsIgmIFsZtk72Rn70lvxtg1MXaNNTF5f7gAsSRxZs/9vu9an+U6ubjw18/6nudxHgdC6YRQAMCd5XBnheUq9Ka1ZbFTGxGZE9yCM1zmDJM5w2ROUKkTTPLbcYaVfBrxZ3CCieDQzwGDFMMgRZ8BCuZ/hu0vwKHFSGeJl7sq2L/mUEhjWKjpUHDT/qDG0KDGg6G6QyHqIC8eApT+3Vdnvv9TkOOf/Z3/inT93s0f4n7Ixeucj39EcFDcweCUsNDUsNC0g4HpBwIzDwaiw4Kw4UGUEwc5l0/KYs6oUq4YUNEmfGIbObWbnn6TkfFzXsYdVsbfmal3mamPWGmP89OfsDOeFaQ/L0jv4WQCJustRL3koXsLUS+4WT0c1AsO+kUhrpeX/ZKf85KX08vDv+BalNbDyX1eQHpqURrxYT7pfj71Hot6L496j0X7lckAItrPVNptKu0WjX6bTr9NZ9xmMG4xGT8y824wWF1MdieT3ZpXbM4T1tJllcRSBU5dlFnPSWmiJ3RT4rpyY2/nxtwhxN7LjX9ISnxCTOohJD7PTeohJb8AxqSR0nrJaT2UtB5q+ktq+ktqWj81rY+a/pKW1ktPe0FPe0FN7WFk9DLSe+npLxgZvQDMzD4WaoCFGshHD+djhlmYQXvY2cMABTkjnJwRbvZYYc7rQvwIlzDCJYwUEkYBeMQxHnGMT3rFJ40WkceKKa8EANQxIW1MSBu1QB8V0UdF9DERY0zEGBMzX+0MYxxAwhyX5L0uYY0DSPJeAwAfpflvZOw3Mva4vOC1vOC1gjOu4IwruW8ASgsnAJSFbxT8cQV/XFn0ptRKWfGEjXLBJID9ukI4VSGcqhBNVogmKoRTKvGMSjyjEk+rJdOakiltyZS2ZEYrmQGaaWmkU1rZlFY2qZVNVsmnquQzAFrZjFY6qymZ0UpnNdIZjXRWI52tLJnZGL0mm6mSz1YppnWKaX3pjE45o1fOVZfN1ZTPA6NnDBVzwF9DxVytnSltzftrVVslCjTyb6gEukcuNFW9NeoWm6o2YdQtGvVLRt2isXp5Z/TLRv1Sc/WSuWbJXAukwCVz/VJLw3Jrw3Jrw3Jb40p702q7caXduNJmWm5rXmptnm9tXmhrXmxrXmw3LzXWjaMz9btV2v/9K8HJTeTirkO66V3cDECHC4RrFdJN5+Kmc3EHGkrpke46F9cqBFLjjFBbCrURlc4Ita2boh0aOKIS5mybL1MBc64AGi0CbRKhThVQeDkEWgaFlUHh5VDnMqhTGcSpFOJUCoErwXAlBF5q+eikBADDFWC4AgwvBYDAyyBOVuAWwPBSMMwCBKqAwhQQ6JeBwnZgNz+EQBUQqBwM2QZUBoHKwFApBCqDQGUQmAwCk0NhcihMbnmyBaDfFVwMgVkmfEJgYjBMBIGJt7HxEAwTWbDr92ib2AmFiGAAYCEUXPzbgUGAMCTcieLPAwUXfRYeBFT4GcCO3E8BceRCQFwIiGOFCwFxoeBCBLx4n4sywFsTGlizP7A2NMAQHGAICjCEBqlDA8v8PLjOoPQfvj6756tg8DcBiG9d3H5w94e4h7v5XPQPjj14IOnwgbTDB9IPH8g4FJRxKCDroD/6kD8uPJB64gD30nFp9GlV8uUaVFRjdnwrMbmTmnqdnn6bmXabmfYLPeVXetJ9RvIjVppNac8LMnoLUb089Es+uq8I85KP7uWhenm4lzzcSz7eCuEFj/CiMLeHm/uMk/ucm/uUQ3rMJj5kER6wcu+ziHfzyL/Sib/QSb8wyHfolJ9plJ/IpJtE0g0i6UcK5UcK9UcK5SaVcpNGu85gdjPy2hmsdgbLnFdkYgpq6CVqokKGKy9Mr2El1VLiOkgx7TmRN7Mjf8qO+hUXfRcXfRcb/RAb8wgb8wgX8zg79lF2/KPshMc58Y9y4h/iE57gE57gE54REp4REp/mJjwhJjwmJjzOTXhMTHxCTHxCSnxCTnpKTn5KTn5KSXlOTXlOTe2hpfZS015Q0npsUNNf0DJ6LWT20rNeMjL7mZkDTFQvI6uXieplol7mofvyMH0sbH8+diAfO5CP62Nn9xfkDBTkDHDwgxz8AIcwwCH0cQn9HMJLbm5fIbGfR+wvJPYXEvt5pAEeaYBPHgQoIg8VUYaKKcPFlNEi8kgxZVRAHRXQRrYgpI8CiBmvJMwxCWNEwhwuYQ5L80alrDFZvhX2Kxn7lSx/TMYekxaMAsg4NsYA5NwxOffVFhSFr5W8N0reGyVvXMkbV/LelPEnyoomyoonyosnKgQTKuGEWjSlFk6phFMq4aRKNKESv1GJx1XicbXkjVo8aUMlmlKJptTiabV4Wi2ZUUtm1JLpyhKL2DTSGa1sViubtjKjk8/pFXN65ay+dKa6dKa6bKbaspitscN+3JoN29C1evVbAOs8mrc27MS2ZNQtNemXm/TLxuqVJv1yo36p0fqkSb9s1C2b9MvN1UvNhmWTYQXY52yuWzbXLZvrl1sbVtsaLbQaV9pMq63Ni63Gt62mpbbm5XbzSmPtBCbTsFul/fEveJiLEOlWhXDVIVyqES56hIvO2XVTbLIkJ2QlAlm55WqtE7LCrslhOWCvzZQDTfGBvvgAUFipxShwJcRJAXFSgOFy27Axy9BnO6wTyLZP3dy5rT4YIt0lVuvYAZXt+CYIXLIbHMEiABBYDIKIwVCJDRBEvAmwGAQGuhILHCFFjmALIMj2OZ+fBlK88UMrEKuKIKAiCIj327FmoB1s95v/ORfsyPkMIIeCTwHeUwB2KAA55oMc8sEO+eA9LPAeFsSR7QQpdEOU+HiUB/lpg/2qgvx0gf66QH9dkH95sL/Cd18BoDSHr4Ihfw10/hvS5TtXP7BruJv35cCQhPCw1GNhGUcPZRw9mBkWlHHIH3XQH3PIP+dwIO3k/sJLx0oiT5YlXtBnRjTgYpsJiR3klG5a2i166i16yh1a0h1q4j160sO8VEBpPZzMHk5mbyHqZRGmrxjbL8D1C3AvizB9RTl9xYS+ImJfEbGvKPdlEbGXT3zBJ/XwSM+4uc+4uY85xIdswv08/F0m/hdGzh1azs/UnNtUwi0K4Ucy4SaJcCOX0IXHd+Lx3bm53bnE7lxiFzG3k0zsoFDbqfQWGqOZSm+iF9ZRC6sowgqiVIJVcNJ1zEQ9KaY1N6oVF9GNi7iJi/wFE/krOuJXdOQDAEzUQ0z0fXTMfXTsA2zsfWzMPWzMA1zsI1zs4+y4xzlxj/FxD+0hxD8iJjwmJT4hJT6xLchJT8lJz0lJz3KTnuQmPSEmPyUmPyWlPAMgpz4npz2npPfQ0nrp6X20jB5q+nNaRg8to4ee+YKR1ctA9TLRL5nol0z0izxMLwv7Mh/Xx87uY2f3s7P72dkvC3L6CvC9HMJLAG5u3xYAw/FJg3zSIJ80DFBEHioiD1o9N1xMGS6mDtu7TUwfEdOHxXTLIGxp3oiUNSpljcqsbpPmjcryx6TskU8hKxi1IeeMWXmt4I7buiErC9+U8Sat/fstAH2QK4onKwSTFcKJCuGbCtG4SvxGJX6jEk3aqBBOqcUzm5DMaqTzGumcRjqrlc1pZXOWrCaf0clndfJ5vWJOr5zTK2eqS2erS2f1yhnb2h57mVmVtgBQtzEde1Onf7tm/0tAs/8m/UqTfgU4zGvULTfoloAnTfoVo27FVL1qrllpNqyYDCvNtavNtavAoZ25bqWlfrW1Ya2tca296X2b6V2b6V1b83KraanVtNLWvNpuXmusncJk1e1WaX/4SzbcVYBw1Ti7aJ1dqp1dq5xdtc6ums1UOruqEchKZ2f1Z5UGOAyIaCprF/xNMoPAS8EwJRRmtRpMuUVd2wZpSh2hwOCxki3DybZje+H/NaU5giTbEFkAi7Y6bDPW1wSOYAEIIgAW1o9Am/xNxtoRB3DRHhAfwNGR7+jIdwTxwCAeBMSHgPhgR95nUs7ugYC4n0xRoILfAsgx39GR9RkcHJhWGA4OdHtAe+igPQzQHiaA4w8M8J48CCgPDmG7IoRe++T+PuUBPmp/70o/n0o/n8oAX0WAn9R7L8vJMRVQGvibAKdvEIhvkT6OyHA378tBoYmHwzKOH0YfD0cdC0MdDs08FJR10A8bFoA/EkQ7uZ9z8ag44pQi9oIm9WodOtaYk9BCSOokp92kpvxITblNSfqZkniXlnifmfKInfGcm9lTmNXLQ78swrwswvULcgZFOYNCfL8gZ0CQOygi9Qsp/UJKv4DyUkDpLaa+KKb1FFGfFJIecXLvs3Pv5uF/ZeTcpmX/SMbeJOFuknA3SNnXSdldBFwXIbuTkN2ejWvD4dqzs9uzs9tyclpycsx4vImQa8wl1uWSa3PJulyWhpBfTiiU5wiLUeL85ApGvDo32kiIbMJFdmIjbmCv/YyOuIO6dgcdeR8d+QAV8RAd+RAd+QAdfR8Vcx8dfRcTfRcTfR8TfR8b8wAX+xAX+zA79kFO7H0AfNwDQvyj3ITHNkhJT8lJT0mJT0iJz4iJT3dWWtpzS2izKo2e+QKAgerdTE8e5kU+7mU+7uV2pX3RaoXEfj5pgE8asjLIJw0UAQGOPFREHiqmjBZTRgXUMSF1VESzKW1YwhiWMEZKmKPSvFfSvFcyFjBT7TWwluaPfRL2mKzgFYCc89rGDkrjTZbzJy0+41tQF02qiiYrBG9Uwjcq4bgFwYQF4aRaOK0WzVSKNpRWKZ6tKpmvKpkDGv9XSed0lilrs3r5nF42r5dbx9Z8SWmGioWa8nlD+Xxt+UJt+UJdxVuAWtXbOtXb7Upr0i6aLGMBlkxVK81VK7YpNkb9apNu2aY6o26luWrFrF8Fmn6ZDauA0mx1Ky11G0oD7tW1m5bbjcvtxrV242q7abWxZhKXuWul/fdfsHDXYoRrpZOLxtlF7+xatc1nG0oDrtbasCkNjqyAIyvgCDUcAUz+3Kq07SnNYrX/GaXtMlGBwCW/zV47slulWcRmFRggMwdQsd2TT5rMprEfHHk2HBwAuCDHQvAGn8tAuwTY09sRMIj9zwFyZDs65FulxdgFdAcHmj2gPTSr1RigPQzHH+igPQwIiAmD5CPg/H2uYl8vhZ9XuZ+Xysdb5eOt8vUq8fUUergy4A4pP3x99vs/Be35yhfyNdz5G2dvB8QhF8/LQaHJR8Izjx/GnDiCOR6OOhyafjAwc78vNiyAcDSYdnJ/wYUjomsn5THnVImXajKjGrFxpuz4DlLqDUrKDXLybXLSz+TEu7TEe4zkR+z059ysXj66rxjbV4ztL84ZFOKHxPhhCXGkhDQioYxIKMMSxqCYPiii9QlpvQLai2L6cx7lISf3Xn7O3/Ny7tBwt8iYm0R0NwHVTcB0EzAdeFQHHtWeg27PxrRnY1swGDMa04rFtmKxZiy2GYdtwuHqcdkGDFadhS1LzxInY/nxKG4CnhlDIlwlY85zsRdEmEv67GsNuMhObMR19NXb6Gs/oyN+QUXcy7x2N/PqfVTEQ3TkA3TUgy1KA6yGjXmQbfVZTux9QvwjACCf5SY8Jic9tfKclPRsi8lsUNJ7aBm99PSXjIx+euYLm9WAiGaf0pjoFyxs76eUZrPaZ5RWRB6xMrwhM+pwMXUY8BmgNDFtVEQFfDZi7zOpZUaoTWmvd6k0BXccwF5mNsr5U4DSbD4DlKYumqwofqMS7KQ0waRlLrZoplIyWymZVYtnKsXAPLaZqpIZyzgbyzRRi9KqrUqrVswAPvuM0gwVC7XlC3XlC8BgNgDAZzumNKNm0aRdaq5abt6sNMtgNv2qjZbqtZbqNaACs2Wb0lrr1gCltTVaBmG3G5fajSsdxnftxtUO02pjzSQ2vXbXKe0rHBwpQLpoEUgNAqFFIDVIl60gkJVIFw0CoUUgtBttIxCVzs5qZ2e1k5MKWNiwL4WAwcsAoPBNWe2fGjwt3SW7F9Xu89w/nNJAItBnreYIFjqCBXtAxXtAxfaKcrCpC8JzAPNsX+0BFW5m61eOVmxKc3TgOjoU/HY+YztHh/zPwnLYk/cJ7OMX7VOA9hivlG8AACAASURBVFhw3EPbs4e6BYc91I0XfqCC9tBADhQomOnkVODuXuzlJfHxVvh4K728FV7eCi8viZenwGsf280J5/jNlb/+d/Bf/9vP8Y9Q2NdOnt87HUJ6XgkKTTt2DHv2dM7Z0+iTx7LCAaX5Yw8BKe1gwYVjwiunZFHnKhIu6tIj6tExJlx8OyH5BiXtJiXtNjnpDjXpLiPpPivlETv1KTe9l5/1shjVJ8AMinKGxATAZ6NS8oiUNiKlD0nzBkoYfSXMXgnzuZDxpIj2iEe9V5B7h5nzEz37JgXbTcJ0EtCdBHR7TlYLLqMFk9mMzmhGZzWjs8wYVDMK1YxCm9BoExptRKMaUag6FEqfiVGlZklik7mXo/AnLmUcOJ0edi05LC4qJCEiBB8Xzko5WYG5XIuL6MZeu4G6civryh3U1V9REQ9QEQ8zIu5mRt7PjLybFXUvK+oeKuqezWeYqIe46IfZ0Q/ssQwOTXgCTFmzDcLeGB9qBfAcNfW5DVraC3r6C3p6DyPzOSPzOTALOy+rNy/rxaZZa+gXwFi1AtxmpeX0FeT0cXP6uIS+zyjNGtQGbDKzKM2KgDIsoAwLKcPAADYRdcTeaiXM0RLmmM1tVkaleRu7kQr2KwD7cdjlBXZwXlVwx1WFb1SFE6rCSVXhpJo3peZNqXmTat6Eij9ZwZ9SF02ri6YriqdVgpnK4qnK4unK4hmNYFYjmNUIpjUCy3TsSvEUADAaG6CyZFpTMq2VTGtKLDUjWpk1tJXM6mXzetm8Xj5rnTI6Z1DM1Cpn60rn7IeLGioWalVvd8Qa0YCh2ItA+8ote4+2KNZctWLWrQI0W31mbcps6fUFKM1ctwbQUv+upd6itJb61Vbj+1bj+1bjSqtxuaVpqdW41GpaqqsZR6XvujzkD1/j4EiBi6sW6aJFInVIF+02pVk8t1VpyEpnxM5Kc0aobFV/n1HaPyKz/zml7dJqO4a8z6a0LwIWWJVWZCcnvuMulPaDI/cHx0K7iMb9wZHr4GDBcRP/AqWBHAvAn+CfV5o1nO3ZQ9/uKht2StvhW4c9VMcfNrAqjeHsbFWaj9zHW+npJbcqTejrVejhQgD97do3vw/+y+98fvg9GPIV3OM72AGEx9Xg0MxTp3IvX6RcuYg/dxpz9GDWoWDUwUBsWCD+SBDtxAH2uaOCSyckEWfK4y5UpV6tzYoyYuPa8EnXSak3yKm3yUl3qMl3GUkPWKlPOBk9vMw+AbpfiBsQ4gZFeKvSyKNS8oiUPiKlD8tZA9K8XjHjmYD2kEf+O5vwMxP3Ew17nZTZhk9vyU5txqQ0ZSU3ZCTWpcUbUmKrk2JrkuMNyYmGlKS61KSG9DRjZmYTKrMxK7MhM6MuI6MmI0OdnC6JimeeuYQJDY/cF3ze2fec64Gz7idP7b10yiP9UgApJlyWcV6Pi+jOjvwRc+02+uov6Ii76MiH6MhHWVEPsqLuAz7LirqLirqHtnAfE72htJyYhwD42Ef4uMe2waH2Stvits1K66GlvaClvaCn99grjZH5gpm5bWqodVLoP6o0m9h2VBpgMoANsVFHxLRREX0jq1mwS2w2pUk/oTQlZ7yUM1624bPxcu7rikJAaZMW7JRWUThZwbNX2vR2pWmBZCaatk4ZtVBVMqsFBmRLZ4FJ2bYTNdv0Ub1sXiedA3KbRWnKmVrlbK1y1lA6W1M6W1M6+wWlqRcbKpcaKpcatLtSWrNVaRaTAXNzDO9aDGtmw6r580prWDU3rLY0rrUaVwBajEutpsW6mnFUum73SsPAkUVIFzXSRWOnNLXliYsWidQhkNovKs32BIGs/MeVtnWncWdgkl1iX5TxyeoMyNbyjc/zufOwbaLaPfYy26Y0rgOYu2EyMMcG4LAtODhwHRw4Do5bhPR55fxmHJmf54sbiXv2UPfsoezZQ94RkAMFwNFhh3cc7F4AADuSIWCaszPb3Z3v5SXy8ZH6+Mi9vRXeXjal8TxciI5/i/zm96Ff/6fPt//pCPojzONbyCHE3ojgUNTpU6QrlxjXrpAvns8+dhh1KBRQGuFoMPX4ftaZw0UXjomvnSmLu6hNuWbIjGzAxDRnx3cRk2+QU3+mJP9KT7nHTHlckP6cj+otQvUJ0IOinEERfkiUOywhDkuIIxLyiIQyLKEPSxgDMlavmPGkiPp3Tu6PjOxOUqY5J6UJnVSXEadNiqyIvayIOC+9ckZy6WTJhVPSi6elF88prlwsu3a5PPKqOiZSGx9Tk5JYn5Fan5FWl5ZWnZKqSUyRRsazTl7MDAq7ith3Auxx1HHfUWjgEacjR10untiXeSGAEh1emnGhFhf1Y3bMz5jIX9CRf0dF3s2KegCQGWlT2j20dbMRABfz4J9XWvIzcvJTu4gGWK2Hnt5Dz3i2s9LQL2w+Y2P7CnD9Bb9ZaUBJSDHVksyEdmIDlCaijghoQyLGiIgxIskbleSNipkjYuZoCeuVHaMlrFHbZuOWwzNgsxHIamXcN2XcN+WFE+WFk1tQF02ri6ZU/AkVf1LFn1IVTauLpoEZ2TalWa02rRVuKK1SMlVZMg3Ya0e2K00vm9fLNpQGaMxQtnNKM6jf1lYubqFOs1SnWarXLtZXLQLtK3dU2sbJmX7VXL3WXLNmqllrNrxrNrxrMbwzG9aA/UZrbcgmpQEmMwNKa7IpbbnF+LbV9La+5hUqY9f30v7wNQaO5CNd1Ahk5SeUVvUppVm2HxFqwGTAR6DQ3xmhcnaucHKugMPL4fByGLwcBi+HwsugFreVQeBlYFgpGKYEQZUgqBwEldlwhEh3BirZJWDIDoDAEkuRoR1g8M4vb8XyW7sn0BIwRAICibfgCBbuGoHDF5QGpDSeA4jnAOLtARc6WPm00rgOjhxHB3vY/6M4OOT9szAdN4o+Pr3xaMVxp28d7V4AADtSICCas3OBu3uRl5fY21sKBDVvL4WXh8TLQ+jrwfNAEsF/jfzmv4K//j+e3/77D6Dfgzy/BYc5u0cEBWNOn6JevcyKuEK7dA5//Ag6LBR9KBAXHog/GkQ9vj//7OHii8clEWfK4y9qUq7WZETUo6JNuLhOQsJ1UvLP1JRfGWkP89OfFaJeCrD9Qmy/EDsoyhkS44fEuUMS4pCEOCQhD0koQxLGkITRK2Y84ZPvcnJ/YmBbc9Mb0In61KiK2MvSK2d4Zw4zD4eQD/jlBnvnBnmRg31p+wOYh0I5R8KKTh4TnT0lu3S+PPKqNj7GkJpkSE2qSUmujI+XXYtinzyPDTwUgfQ8/h00/HvXk1Cfs+7h5zzPn/GKPueXczWUFX9Cg75qyom9nRP7S3bMXWz0PUz0vayoB1lRD7OiHlqCWvR9VPR9jL3PYh/iYj6R0hKebpeZ/a4jKaWHkvKMkvLMGtE2pTR6xjN6xjN65gtG1gtmVm/eZp/lY14W4PoLcP2c7AFOzkBBzoDNZ5ycPm5OP6C0T1mNZy3uLyIPFpEHiymWUzQhdURIHRFSh4XUYYEVIW1YRBsRMIZEzBFR3og4b0ScZ1lIWKMS1piVEQlrpCR/tIQ9WsIelRaMSQvGpJwxOQeo2n+t4L5Wcl+XcsfLCt+UFb4p501sY1JVNKUqmlQVT6iLpyqLp1VFU+qiqYriSZVgslIwWSmYqiye0QhmNMIZjXBas7HrOGlV2oztappGOquVzVbJ5+zRy6zI56vl1o1H5VyNcs5QOmsona0tm6stm7VhK9k3qBYM6oXayrf21GkW6zSL9dq39VVv67VL9dqlLXX8Rt2yDZN+xVS90ly9aqpZMdWsNBtWmw2rLYZVs2HFZLC0KWm23E5bMdevtNSvtjSsmBuXzY3L5oZlc+NKq3GtzbTSZlppNS61mt62NS80GF6hMrS7Vdof/4xzQhYhXSoRiC8oDelShXQBXtjAxVVrec1CFdJFh0RqN2KcNck5OangTio4sIBXAMDgFVBYORRWBoWVQqBKgB0ue0Hk4H+kjhEMlkK2AQaV7AC4ZPubO/wWXAIAgUjt2f4Pt1vz0wiBehAHULGDvcmAOn67cseNtXXhAOZtx9Gx0AZoA86/ik9sS34uw4Ec2Z/H0THvs0mOsVH94cDY/qaj3QsWHCgQEB2B4O7dK/D2LvH1kfv4yH28y7y9ynw8pT4eYn+PIk8EEfJN5Lf/GfTN//b47t/+Bv6vH7z+6hju5BYVGIQ7fYJ+9SI74hLj4pnc44ex4aGoQ/7oQ37Z4QGUY/sLzgNnaecrEi5WpV41ZEY2oqObs+M7CPE3yMl3GGl3WRlPOFkvirB9ouwBUc6QGD8sIQBKGxQTB8SkfhG5X0juE9FfCulP+ZS7bPwtJq6DmNmATtSmRimiLggunGSfOEQ84J/l45bsDk9wgSS6QFLdnbI8XbJ9PcnB/swDIZwjYeKzp0qvXdbEResS43SJceq42JJLl9lHT2D8QqLg7ke+AQX9/pvgr2Hhe/adcg274HPlclDK1VB67BFB2vn67KgOQsKvhIR7hPiHOXEPcHH30dGPMTFPLMQ+wsQ+wsY9zI57lBP3eIPYR4DGCHGPCfFPCPFPLIvEp9sPz0gpPQDk1BeU1F67zcZeenovI+MlM+MlM7OXmdnLBDYesywlISx0bz4aCGd9QDjjZA9wcwYLcwa5+CEuYYhD6AcoJAzwCAO83I17adaq/UE+adDy0XpNrZgyBPjM/i6akD4spA+LGCNAFBMzR8XMERFrRJw/Ks4fFeePiPNt61EJe8xCwYikYKSEMyrljEo5ozLuGIC88JWC91rBG1fwxkv5b+zL9CuKJ+0B0phKMKkSTlQKpoDTMo1gWi2a1IimtKIprWhaK5qpEs9WieeqxDNVYuAi9rS2ZKpKNmO7fK1TzALolXPVpfP2GJRWShcMpQsG5Xxt2dvasvna8vm68oW68vm68rm68lkrc5a71eqFWvVCrWahTvN2A+3b+qrF+qrFBt1io26xUbfcqFu2XEfTLRp1iyb9kq1lV3PNCrC7aDasNhs21NVau9JStwzcsLYB3LNubVxpbVppaVoGaDWttDevdbSsdLaudrSsdrQsdbQuNtb9I0r76pschJvQzR0Ynax3cdW7WHo4aV1cq1xddS6uekBXbu41bm4GN7earbja1kBjEYObe7WbdVgX0qUK6VLl4qJzcdHZ1kiXKiSyCvjrjLDiXOnkrHZyVsOt8tvAYj7lLoHvBAyq2IlS+BeBlcLhpXBYKRxWBoeVwaClAFCIEgKWbwEMkYOhCjBUugtKwNAS6/6nCAwVfwLRdoDbbDbzWQAVAYAdiyA2rDfAwCC+7QUIiP9P3CEDO+7IF6v/PwfYkfMF59ns6LDTCw5s8FbyoGC2C1LgsU/q61Pq71vh51vu66Py81EHeJcFeilCvES+CDL8L5F7/iPou3/bB/pff3P+zx/8//zDCRgyMSCQePJ4/uULnCvnmOdOkI6F4cNDcYcCsAf9csL8qcf2F1w4Jrp6WhF7UZ10WZ8eUYeKasLGtODju4mJt+hpf2dlPuCgn/NxL4X4fhF+QIwflOAHxbmDVp8NiEl9AlJvEbGHT3laSLqXT/iJguogZphwKfrUmLLYK+IrZzhnjjGPHSQeDET57Uva6xyLBMciIckuTul7XXG+nuSQgLyDodyj4eJzp0uvXtbERGrjY7QJsaWREeyjR9HevlEw5Mlv9gT+1188/9cf9v37t96/B4d8530MceqCT1L0IU7auTJcRDsp4SdS0kNS0mNS4nNi4mNCwgNc3CNc3GNc/PPshOc5Cc/wSc8JSc9zk58TU6yKSu4hJ/eQk56Tk3uoqb0AlNReckovJfUlNb2PlrEJema/DUbWQF5WPws1kIceYKEH8zFDbOwQGzvMxg6xsUNsyyHZYEHOUEHOEAc/yMEPFuIH+bkjFoijRaTRIvIYAJ88UkQZKaaOCqijAuqYgDYqoI2ILJ1ENsMYEzNe2bqEbGkXUsIaL2G9kua/lrFfy9jjMva4nPNGxnkjL3yj4E0oeBNy3hsZz7JW8CaU/Eklf1LJn1AWvVHaNQ3Z0iJEJZpWiabVomm1aLpSMgOgKZndzIxWOqeVzlbJZnTSWV3JnK5kTi+br5LP6uSzOqBYUb6gVyxUK95WK+ZrlAvVyoXq0vmastma8vmaigUAg+otQK36bV3l27rKxbrKJYB61WK9arFe/bahcrGxcqlRs9SkXWnULjVpl5uqAICdQyBpLdk3+zDVrJgMGzTXrjTXAhfIlputmGtXzLUr5rpVy5Wyhnc22hsB3rc1vWttWmttWmszvmtvWmtvWms1rrXZ0dH8rqP5XUfzWqf5XYf5XYd5rcO82tmy1tX2rrvj3fXOd92da92dy9c7l0xNrzGoXSvt2z2UfV4yL+9aD89aT68GT68Gb+9Gb+96AE+vek+vBk+vOg/PWm9vo5fXznh6Nnl5Gb28G728Gr29jd7ejUBTYC9v4OcbeHjUeXjWe3o1eHjWe3jWe3g27N1bv9cyFexTjX1r3NyqXVx121vOfwq3nXBFVu4E0LT+82jdXDVuLlpXpAUXRKULohLhrHZ2Um0ByKNOzqVwJ+XukG/B1hbL0hxr2wtwJzkULoM6SaFOJfbAYBIAOEwCh9qwdp+CiTde+GyTqk83rxLsxBfaWX3JlIVfcJ6NT1wngG4G4sh2ghbudZf6eJcF+KuDAjSBAZWB/tqgQF2IX+V+P9UhP1nI3jy37+PBvwtx/Hcvl/9y9Pmz8+E98AuIvakBgcRjR1gXzrAvnKafOkI+FpZ7ZD8hPDj3cDD5eCjzVFjB+WOiq6eVcZfUyVf0GRF16CgjLqaNmHiTmnInL+seG/WQi3khIPSLiQPi3AEJfkCCHxDn9osI/SJiv4jYJyD08PBPOTmP8vH38rJ/JGW2YhObMAl1mXGaxEh51MXiiyfZZ44xjh0iHgzCBHqneLnGucJiEJB4Z1iqm0uOvzftQHDB4UP8E0dLLpwtu3alMipCExuljY9VXrtKP3gwAeFy7luH8D98E/Cff/b5P1+5/9tf3f/3d75fuYeBj17wTk4+ISJE11ISb9NT/k5NfUZN7aEk91JSnpGTH1tiVkofKbWfnN5PyRigZAxQM/upWRtaYmYOMDP68zIHWFmDAEzUIBM1lIcaYWFG8rEjQDdIAFtT/4LsMTZulIsbKcwZ5eSMcvFjvNzXfOI4nzhu6f1IHiumvCoijxeRXxdTxgXUcSFtXEQdl9DfSOhvJIxJCdNCSd5USd6UhPmmJG9CypqU5k/K2FMy9qSMPSEvmNwRBWfKhpI7XcqdKeXOlBXOlvFmy/lz5fyZTRTPVgjmVKJZtXgeQFWyoJYsVEoWKiULwCQaTcmCRjqvsWvtaOvoCLTw3zSVpvRtdenb6tJNI0MN5cvAoq5iuU61VFexXF++YkG9DNBQudJQuWZtc7xqZblBs9hYtdxYtboFa8PiNVPN+2bDutmwbq5+36xfa7ZcBVuzG8b2zlz33lz3znaO1Vr/vrX+fVvDelvjenvTh+1stPBvXt+YtWb60Gn6YHm+aWDNB1s7/66WD50t612tH7paP1xv+dDd8gFYd7fZ+Njd9vF6+4frHVba31/vWL/R9eFG9/rN6+s3b7z/8frqTzdWWprHs7G7PktzgBT4BWpCQtoDg9oDA6299oNabQQFtwUFtQUGbXoYENgSELAJf/9mf/9m68fWgIDWgIC2wMC2wMC2gMC2gAAL/v4t/v4tfn5mK82+vkYAb58mL+9GL+9Gb+9Gr63Ue3nXe3nX7RJPrzpPr9od8NyEh6fBw7PO06ve2nF/A6Chvh2Gve41btbJmbamw59uRry9cHQrLq5AMq50ddO4um3qr2+PdRNY7eJi12vfQjkSWYZEllopA0BsmvZSasHZMucFgVA4OSudnJVOzgonp52Gau405MUJroQ5ya1YukpC4daGXpuBQUsgEAkEIoVCpRCI2B4YVAKBiMFgoQ0QSPB5HB2LHB35IEc+CFQEAvNBYJ4NMHi7I4ucoEJPt7JAH21oYM2BoLpDIQ2HQhsOBjeEB5sOBzccC9Ie9i7ycUh3+o9g19/5nwEFpvmfo4SdyT9xvuDUGc7pk7zzJ3nnT7JPHqYdCycfOUg8doh++kje2aOsM4cLzh8TXjutiL+kSbmqz4ysQ0WasmM7SMk36Wl38lH3OOhH/Oxece6AlDIko43IKIMS4oA4d0Cc2y8i9hYTnhVmPy7IfpCPu0PH3MhNN6ET6jNiazPj9Gkx6sQIWfTFosunGCfDCYeCsgJ9kr3co5Cwi5Afzjl8e8Hxu2gENNvHi74/tPBIuOj0ccWls+qoK9rYyJqkWENKvDY+pvj0qax9Xhe+Ax3/+vuwrx0P/N8fgv4ED/mLS5hj0Ll9VxLDicTIKk5GFyvrfj76UT66j4Xqz8scYKa/ZKb10tNf0tP76BmD9MxBBmqYgRpioAcZ6EEmZigPMwCQjxlmY0bYmJEC7Ia3gDE0FvCvOYTXhbmv+MTXdrwqIr0uJo8Xk8cF1DfF1PFi2msB/Y2APiGkT4kYM0LGpIg5JWRMCukTAvqEmDFZwpyW5s2UMGdk+XPSvFlbq35ZwaysYFbOmQNQcIBexnNK7qySN6fkzSt580renJI3W8qfAygrmi8rni8rngdm0Ngm0djNV1tQC+c1n5g4UyVd1MmWdJahM8tVNpTLutKVLejLVvRly/qy5erylZry1Zry1ZqKZYNq2aBaMqiWa1UrterVWvVqnWalXrNaq16u16w0VFoAygibqlasrBp1a0bdqn3NhcnirRVTzUpzraW2wr7Own5trntvrnvfUr8O/G2pX29r+NjR+KGj8UNnk2XR0fCho8Eyd6a96X27cb29+UN783p783sb1gGh7y3TrgEzmde7Wz50tXzoMK+3N7/vMK/b1NXZst5p/tjV8tFqr492c0Q/drd9uN7+wfbxRufHG50fb3R/vNH98XrXhxtdH3/q/njrxsefrn+4dWMd4Mebaz/+uNrS8iY7Z9cVjw6QAv+gqtDQjuDgjqCgrqCgzpCQzpCQdoDQ0I6QkPaQkI6QkM6QkA7b8y0EBbdtIqg9KKjDHvt5NDax+fu3+Pub/fxMAL6+Ri/vRm+fJqvbbAub0r6Mt0+Dt0+DbWEPkBrt8fSq8/Sq9/Ju3BIlLSFys9727q1xd7cMf7FNhXZ31++1ToT5J9lbBeDmXrXDME83rV30rHRzVW/B1aXC1aXMikV1Li4VtokzSNcKBLIcgSxHIMsQCCUCoUQiSy22QyqdEUrrrDLbhLNSuwGeZfajqJ2cFVuAwuVQuGw71mFmgCMtH2FQKQxaYgEmhkLFQEdKMFhkb7jtgEACEKgIBC4GQ4rBkCIwhG8DAtneyFiAdCrx3lcR7K8/GFwXFtoQvr/p8AHT4QOmo6Gtx0JNJ0J0J/zF+xHZgd+duegRw76I0uP47VROGzmvEZtdlZZSHh8li7zEO3uCfvww5egh0vEw+ukjzDNHWGePcC4cF0WcKU28UpUWUYuKbsBEmwnx3bS026ysv3OxD/nZz4W5/VLyoJw6JKMOlpAsPhPn9hbjn3KxD/KyfqFl/ExJv5mb3pGdbETF16ZF16TH6FKjy+OuFF8+xTxxEBPsE+fmdAH8/fG/fRX+1X8f+tPvwv70+5N/+zrSGULw92OFHSw6dkRy9lTplQvamIja5HhjZkozOt2EydLExzHDDscj9l5ycDr1vfPJ7xHHQd5nnUOuep9JPZyVc5nHTGjgo2/mox/mox+xUC/zsvryMgfyMvqYab309D56eh8jc4ieOUTPGmKghxjoQSZmOA87ko8dAmBjhy1j1bCjbNyovcyAMTQcwobSrAnsTTH5DSAzACFtQkAfF9AnhIxJIX1KxLRTGmNSxJwSM6ZKmDOAyWT5czLWxugZecGcnDOn4M7bUHLmlVxAaYDP5kv5C9t9Zq80+6mhwLpSOK8RLVSJv6A0nWxJK7dQZae37UqzUVMBsGhQLRtUKwaL1ZbrNCu1lTsobZPVNvvMruPUsrF62b50EKClHigdtLHeWr/e1vCxreFje6MFi8kaP3Q0AWL72Nm4MUqt3fi+3bT+KaV1mNc6ze8BmQGzQzvN6/avbVJa64bSrDJbv97+AfhrUxpgteudH290fbzR/fFm18efrn+8dQPAorSfbr776ae11tZJPH7X99L2gNm+AZpgi4e6goK6goO7Q0IAsXWGhnbZ1iHB3TsSFNQVGNgZFNS1xV5bJqvZY6e0Fj8/s69vs69vs7e3ydvbZL+fueXjtuj2GXaw3c7z0jwbPT2btmH08Nhg397GfXsb9+2tB6ag2QA2RT+zX/oP4eZe4+pWvR3rAafezWVHqlyRmi247BQKbbfjbbcvgJZmCOfP4eykcoZbsJ8ksP0qvT1wWKkNJ+tHGFQJgyhgEIUTvMw22xMGlUM3V9x8GiD5bQIKkcDAEihIbAMGlrg4K733aoJ8DQeCGg8GN4WFGA+HmA+HmI8Gtx8LNp8K1J8PkF3wzksORIvjhD9RS58U6Xt50qf5/Ac0xs0crCk9SRcfIT1/gnv8cP7RQ8yjh5jHDjFPhLFOhXPPHyuJOadKjajOjK5FxzThYtuIyT8ys37lYB4WEZ4Kc3ullEE5dVBOGZCRBqTEQSmpT5LbI8A9KcTcz8+6Q0v/kZjajU9uwSQ0ZUTXJEdq4y6XR50vuXyq8HQ47UgILtgr3gV25tuvw/7v7w78/j8O/P6/wv74uyNf/eH8d3+Nd4aR/P054eGCkycV589prl2tjY81pSV34dC3KcSfadTuXIImNp5x6FiKi/dVsGeUk1+854n0oMvYIymUi8z8mNKC1FY+6jYb/ZSV9YyRNcDIGmSihpmZg4wMy9YiLWuInjXEQA3T0UM0zCATO5yHHQHIt24t5uNGWbhRFm6UjX8FUIB/BcjMMl8t9xWf+JpHfsMjj/PIr/mU9vdM7wAAIABJREFUcT5lvIj6BkBAnxDQJwT0SSF9WkiftqU0EXNKxJwW582I82YkrNmS/DlZwTwAMERNUbAg58xvVtqCsvCtkrdgNZmVojmbyQDKP6G0SuFipeCtVrigFS5Uid4CVgPmXNvPBbVOu17e8NlnU9pOSlsCqNOsWFmyVsYv12uXrfUXSzYaLQ1/l7ZgrF401iza6ga3FhBusLGv2Nawbpt5Zhn+adVYh3EdaEDVYXzXblzrMK12Nq/ZYxt+1t1i8RmQ0gA6m993mt93trzrbHnX1foeUJo1nH3sbvtgH9EsDuuwhjMrN7ss/HT9g73MAG7/+P7OrfedbdNEwq7bFu8B5/sFaoOC24IsKa0rKMhOYyGdoaFdFkK6Q0OuA2xXWmBg544y26a0Vn//VqvPWv39W/18Nyltu9j+pUrbvhXZsJPSmjw8jB4eTQD79jbs29uwb2/93r219ri729z2W7D4zO1TPnPZUJq7a/UW3Fx02w//XDfvgm4V2wYqBFKFcFbZOUyFRKiRiE1PEE5qgC3tPS1NPnfynBMcoAwAKKuBQy04wQCl2cp25LtAZrXaJj6lNK+9mkDf2v1BjQdDjIdCjOEh5sMhLUeD2k8Em88EVV8JViaHSwQxUjOt4V5exW2S+BaW/CM65xYWcxOb1ZaZWJcUXXHlLP/kkfzDB+hhIdRDwdTwUObxg9zzx2Sx57UZUQZUTC0qugkX20FJuc1G3+fnPBWTeqWUfjltUE4ZkJMHZKQBKWmghPhCmPOkEH0/P/MXetqPxKTO7HhzVnRdytWaxMtl184UnzzECgsgh3jhAz1wgR6ZPm7RTqDTf/3qyJ/+++jXfzzxl69P/fXPZ7/7JsJxT4orkhwQwD18RHL6TPmly9VR0Q2Jia1ZGbeI+HtM+n12/t9ZrA4CsTQynhx6NN3zIMr/KO5QBOVUCuMSnh3N4yaouGntvKxbrKwnzMwn9Eyr0rIGmVkDDADUEMDOSsOM5GNGWNgRFm40P3vMXmZblFaY+6qQ9BpQGmA1wGfFNKvSaJMC2hRgtY18lvcvVlq53WbjJ5Um/LLSdPIlvXxZL9+sNOXKJnZSmr580aBasfnMoFqqrVwGBl5/WWm6rT6zlG/ULJkMSzspzZ4Vc92quW6tpX6tpX6tteG9tdfUu52sZq+0tV0qbcNtLe+tPnsPJDN7pW3KZB0fr3d8Umk/dtvy2YdbNz7cvmnh539CaQ4Qtl+QNjik/VNKsxEc3BUc3L2dzyttSz7bnNLa/f3a/HxbfX3NPj6m7Uqzf+LtbQL2JLewo9J2DGQenoYd8Kj38Gj8PPv21QNYy1h2gfuucHer3VFmtmTm4qJHInVIF52Li95155Smc3fdhJtLlevmixafPs9TI5AqhLPaajU1wlmNRFQiEZW7T2k7A6twglXYKa0cDi13glhwhpZbMhxUCbdGt88DhSigYNnWyxUQKQRSYu8zO6VVBfjUhgY1HQgxHQxtDgtpCQ9tPRbUfiq49WJwbfxBNe2yzoCpbiHo2pKohsuZjRevma5ea4u+1h5/rTXhSn3MVc2lM6KThzlhIYz9gZRQf+rBQNax/fwLx5RxF3QZ0QZ0dC06qik7uoOS9HMB+pGQ0COl9Mkp/XLKgIzULyP1y0gDUmKfmPCMj7mfn36bktyVHdOcGdGQeqUm/nxl5NnSyyeKThykBXvhfV0xXkiUFxLl45rl45ayFxENc7y857uL33976fvvr+zZEwECJcGdUHv30YJD+cdOyM+cVV28Uh0ZY0xK6cJgfiETH7KYD/Pz7+ez7zDzm9A54ouR1PDz1MMXGaeT2JdQ3Bg6L0FYmKTmpLZy0m8yM54w0p9Q0vqoaf20jAF61gA1q5+e1c/IGqCjB+noQQZ6kI4epGEGGZghwGdMzDALM8zCDG8oLWeMvdlnG0ojvCokvCokvi4kveaRX/HIr7dFtIli2mQxbcpiNTufSVizgM9sSpNbfaYoWNhh47FwQVkInJ/ZrDZv2XIs2hTOtottS0rTChe04gWteKMSBNh4rPrSxqPdDuSyrnTJBqC0moqlmorFmorFGtWiQbVUq16uVS/XVS7vqDQb1qC2WWaWcsQdlbapON5cv2TrcN9Sv9rasAoobYvVrKx1WCsSO4zvOkybstqXlda6Dvisu219u9LsU9oWk21W2gdrRLNw+ybAb1BaSEh78JeUZvt2C1afdQYGdlj5gtKs9SMd/v7tfr6tfn4tPj47pLT/nymtzi6i1e3dW/eZ7LXDVYdP4Oqm346Lq85Klc1MtnpLe9xctqNxcalEINWfAuli6z1dgbBsPJYjnMstKQ2pQiJsT8qdnSpsODmX7RaLzEotwEqdoGVO0FI4RAmHKJ2gpXCYEg5VAAkMCpF9EQhEBgFLwWCJPcBWJBQstAcGEbs4K7z2qQN89SFBdQdCGg+ENIUFm8JDmk8Etp0OMl8NrUWfrC6Oa6hOq1BHF1aeiKs4fLXxzPn2q1dvxFztir3YGn22MfK84crp0rPHRUcPccND2YdC2If3c0+GiS+fKk+8qM+KqcXE1GOjTfjYTmqyTWm9UnKfjNwnJQK8lBB6hNmPOJl3aImduKimtAvV8ad1Mae1UadKLx8Tnz7IOxLCPhSQd8iPfsCXFOKTG+xNCPLGB/livPemu7smIZwTnJySnBGpLq4YD09SQFBh+OGS02crzl+qunytLjq2PS3tVnb2PRr1MSvvESv/IbvgQUHhdTKzKjGj6EIM50wk91J6USROmMgSpkiKkivZSea8xA5y4l1y4j1CwvPcpBek5Jfk1Jfk9D56xgA9Y4CWNUhDAUoboqGH6OhBJmaIiRlioAeZqEEmeigPM5SHHQE2HvOzx9g5G1YrwL8q2Dhae8XNfVVIfFVIemW/91hMA5gQ0CcFVqXZ7TpupDQJa1bKnpOy5+UF87azNFnBnH15iEVvhXOKwo2zNCVv3lYeUla0VWnlgoVye6sJ3m5RWpXkrVbytqpksapkUSdd1MuWdNJFnWxJL1vSy5aqAORLup2VtrLFatVlizXlS4bypZryJUOFde9RvVynXq6vtNCgWWnQrDRolxs0yw1agJXGqpXGquUmnX0j4BVT9YqpetlUs9xcs2yuXTEb7KhdNtcu2RfZN9eumutWzXWrLXVrrXXvWhvetza8b2t439b4vr1x3QpwrrbeYVxvbwSiG9AIf63T9L7T9L6z+X1X83pX83qXeb27ZX2T0swfu80fuswfulo2Kc1axAiwobTt4ezzSrOJ7ecf1+/cet/RNpWLr/mHlRYS3GkLXrtPaZ92245KA3YdbbQDSvP1NW/ZeNyZ/0+Vtndvrd1BWp27ey1wu+BTB2O7xFZpYs/OlZPISuDygD07XUtQI5Fq+4EJ23FGlAMVIghEuV0lSDnCuQKBANbWkhBr0nJ2KndyLt0lcLjCdloGhymcYEonqBIOkcPAUjhEBodY9hKhEOmuD9IAn4ntgUAkEIh4y/w2OFSMdJLtcy/189EEB1bvD67bH1x/KKgxLKjpuJ/5pF/jlSBd7rk6ebJJFSMUHs9WH75qupRyPzX9BRbzJCvp5+Rr3XHnWmMvtsRcrIu6XHX5XOn5UyWnj4lOHxOdPy6/dk6ddLk6K7oOG9uAi20mxHdRU+5w0I8E+Bcyaq+U3CslAT7rlRB6JYQeYfbDgozblLg29LX6pDNVMcerok9WRZ9WXTupvHRUefFk+dUzZZFn5VdPC88f5586wj0Rzj4alhe2nxoakhsQgPf1I/j5EwODGKEHeMdOSE+fqbh4WX81sjYi2pyQdCMr6xcC/gGd9iSf9Tif/Yhd8LCAd5vBNmIIZXEZ4quJwkiUNIEoS+fKMuWCVE1+vJEe00KI/pkQfQcb/Sgn7ikh4QU+sYeQ/IKS1kdJ67Or3R+kooZoWQN0lAVgZ5KOGqCjgfQ2DLiNnfOKnTOWnz2Wnz22qQySMMbNBbLaKyCr8SnjPPIra26bAJQmoFkKQ4D0JmRMChlTQGizic1SJ5I/J2XPStkzQN2jndtm5dwZReGsonBui9JK+XPAQRoQ2izYHa2pBW/V21Ka1lr9aKuB1JUs6qSLOrtSkaqdghqw/WhvtZqyxZqyJUP5kqF8ubZiBah+tFXq29XrAxUitmL91SbtKlAkYtStWVkx6VdM1cum6uXm6mVzzYq5ZsXWBbjFsNJiWDZvym2WplMtte/a6tatRY/rbQ3r7Y0f2hs/tDd+7Gj42Nn4sdP0sdP0sb3RVq//vsP4rtNkqc7vav7Y1fyxq3lrOOs2f+w2f+xq/ggorbttvbtt3RrOPtqVOK7vGNGud2zddfzXKq3AP7gqNLQjNKRr46hsJ6V9wnOAwDoDAzvty0N2rATZRqtdeYjR28doFZXxX5TSDJ/Hw7PGw6PWw6N+3766ffvqPDzqbQBPAACZubvXuLnr3dwsANWPrm46V9ffhC1dubpoXF0qLVj95IJUIxEWEM6qnShHWrHIyQlQVPlncHIqdXJSOjkpnJ23VOqXbqvdV2wA24ozTAmHSncAAiwkMIgEBimBQiQQiBgCFgGAQUIwWAgGCUEgIRgkgICKdw1/O1BwIQzMs+EE4SNhwr0IqZ9HRZCPJsSner+v4YBv0wFf4xHvuqNe1ed8ytHHtLJEkyZGVHwYozsacScl9xWFOkmnDmDT7iVH/JJ05VbKtVsp126kxXemxDXERugiL6kjLlZEnFdFXahMvKxPjzBkRdRjoprxcd3U5F8Ksh4W4Z5LiC+kuS9Kcl+W5AI+eykmPC/C3s/P+Jma2ImLakw9X5NwWh93qib+bF3SlYaUiKb0OFNmojEjoS45pirmakXEpdIrF+QXz0vPn5WcPiM4foJ/5Dgv/EjxkWOSk6dLz1/UXLlmiI5tik9oSUruzsy8g8PdzyU+oNMe5zEf57Ee5bEfsLi/MDkdBKo+LacsNlMen1OWQinP4pajFdIMDTu+kRZlyom4ibt6I/PqrxlX/5557QEm9klO4nNCUg8+qSc76Vl20jN80nN8ck9Ocg8+uYeQ2pub2pub0pub8oKY2ktKfUlMs0DOHCBnDpCzBqmoQSpqiIoaoqOG6KhhJmaIhR1hogeZ6ME8zCAre4iVPZyXPczCj+QTRvIJo+zc0YJcQHjjhcQ3XNJrLul1Iek1J3eskPiKZzmEG+dTxnnUiSLaZDF9opgxKWBMCpiTgrwpQd6UMG9KyJoWsqZErClR/rQof0rCnpawpyXsmRLOjLTAnlk5Z0bOmVFwZxTcGQVvRmlFUTit4M8o+bPKwqlS/nRZ0cyOWC6rCecrBHNq0cJ2NNJFjcwO+VutwkKlcr5SOa9RzmsU81rFvFaxoFW81SkXdcq3+tK3+rK3uooFfcVbfcWCvmKhWvW2Wr1UrV6qUS/VVFowVC7XalZqNSu1muVazXJdpY2leu1KQ9UqQGPVSpNutUm30qhbadStGPVrRv07o/6dUf/eqH9nqn5nsrRbfG/DXPveXLveUvehrW69vX69rf59W/07gPb69+0NH9obPnY0fuxo/NjR9MGeTtPHDtPHTpPlKK7TvG6tilzvbPkI0GUBqBYB2Hodrbv94/X2jzc7P97s2uQ2Oz782L3+0/X3t26+a2uZwGfvuojfEVrgH1QFbDzaxSxLxgoK6ggJ6QwO7gAWW0rzAYEFBLQFBHQEBHR89tjsk/j5mX3sLqVZ2HV5yM71954GD0/DPg+9PXv36XZg70a02l7NCGA939Jtv21mP2Tnn8Sp3IYtEtljXz24ExthCAaVAcBh8u23zeAwue0FKyUwmMwWg7Z8u73OEAaWbmfLURYAxFEEBYmhICHEUQhxFIFBQkfH4h0BORSBHfi7wdGh0H7CgG0gHMSBYw8UxHWG8N2dJD7upYFe6iDPqmDP6lDPhlDPxoP7qsP2ak55KjPCVZL4Jk2MWHgEW3cy5hGaMcNizTBpg9i0R6lR91Ku/ZIWeSct8lZm0m1USldGsiklriYhShNzSR11oTT6rCruvDb5giHzanNO7HVq8h125n0e5qkw57kY3yPGvxDlvBDl9EoIvWL8Uz7mYUHW35lpNwhxrehrpswrpsxrbZiYbnxKNz61MyejIzujE5duzkpuSI0zJMXo4qO1sdGqiKvlly4rzl+UnTkvPXVGefa86vLVqoio2ph4U3Jqe3rGDTTm55ycu3jCYzLlcR7jIZPxmGlR2q953JsUViOGokvNUaVSNJl5WmyRNqe8DK0viG8kX2vAXelGXexKvXQ75eLPSRd+Sbvy94xrdzMi7mVG3kuL/DUt8tfMyHsZUfcBMqMfoKIfAqBjHqFjHqFjH6HjHmPin2ATnwHgkp5nJz3PTnqOT+ohJPUQU3tIaS9IKT3E5GfE5Ke5Kc+Iqc9y057npj+noF5SUC+p6D4auo+O7geuvtExA3TMAAPdT0P10dH9TMxAHm7IQs4ICz/CIgzlE4bzCcPs3BE2cYRNHCkgjhaQRgtIoxzyCIc8yiGPciljhZSxQuqrQsor/haoo0W0sSLaWDF9TMgcK2aMChijwKI4b6yYOVrMGBYwhoXMESFzRJQ3KmKN2SPOfyVhvy4pGC8pGJdy3kg5b2SbkfMnFEWTGxRPKIsnSgWTiuIJueC1XPBaLhxXCMcVgtdKwRulYKJUMFkqmCgTTZSJJ0olb8okb8pLJspK3pRLJypkkxWyyQrZlEo+rZIDf6fVihmASsWMRr6BVjlbVToHoCub05fP6cvndGWzurLZ6vL56vK3Vub15XP6itlq1axBbd+VeAHoR9ygWWyqWmyqemvDqFsy6pabqpaNuhWjfsWoX7LRpF8y1iwba5aNNYsAptpFU72VuuVN1C+Z6hebG5aaG5YsLRwbl82Ny63G1TbTO7tLAu/azWvt5rXOlrXOltUNWle72la625evdy43G19nY3ffPeQHhod3ma+v0dfH5OvTYsG3eQu28o3tfUO21Qo2eno1bhZMPdAxZCf31O3zqNnnUbP5dle1tbfWFnTb+cRN5639RGwXlu1BIFUIpH3D5Z2wjYVz3rm6D+60tYTdNuB0N9jsAt1WoQ6wZbdtG6Id7yx//qaX7bIXGFy87SeW/wwCbb0EDXHcgU/oh2s3sI3r4MDZ4/D/MHefT21m/YKu/5EzZ2pm6uwGZZHBBmzA2R1ed7KNA8ZgE0QOEsoC5ZwlkAhKBEVyMs4Zk3N2zuSMcXefD0sSItjtfveemqm6yvUgY3+967e0nrWEUJgQChPtBBV++UK1nSDeXDf3pWs7z3iEcFAwfgBaEhZUGLG/NCrUeDi08sj+6iP7a44Hl38frP99f1HW96VFiQ5zokL7G771AmaEwJrjsmdYBa8ImSPZCZ2YC7ev/n4z/tebmNiHOcn3cRn38Fk3cRn16VfMV87pL/9qvHK6IvmsIyvmGinhPjujQ4TtleH75YQRFXG8kDyqJo2qSBOFtAk1bUxJHlWQBiX4Hl5uOzPjYUH6I3rWY1bOYyb2MRP7mEF4kI+7T8HdIuS05qQ3ZabVp2Gqk5IsV+LLL8UaL8QYzl+sjLlsv5JQn5zanJ51PSv7Li7vCZHcTaH15xcM0ZljLM4IhzPK5Y1yBcNc4SBX3MsRPWHwbpLZzdiCmlx2NZZnJ8jtJENFnlWW2sCIrck7dwN37mbm+Yfp5x6mRj9OO/cw/cLD9Ivt6TFP0i49Trv0OD3mSerFJ6kxHWmXnqRdepIe43KpIz22Iz22I+NyZ2ZcF5AV3511pSf7am/O1V5wlj+I39YR/kn9hOT+PExvHqaXlD5IzhgiZwxRMoZpGcP5mWPUjFFyxhAlc5iaMUzNGM7PHMnPHCnIHqPnjNNzxunYCQZugoEbZ+DGmXkTLPykG5s4xSZOsokTHNIkhzTJJU/xyE8BPmk78qSAMiWgTAkok0LqpDh/Spw/JSp4KqIDU5KCSUnBpJQ+tScZ85mS/UK1I3se1MLXRaI3u7xy00heF4lfFYlfaSSvNZLXWukboFj2FiiRvyuRvylVvnXTqd4DevUHN4P6o0H1waB6b1C9M6jemQrflxd9cHlfoX1frn1v0r43ad+XF38oL572VFkyW1kyW148vVXEsnlL2bxNt2DTzTmMC4DdMG/XzzmM8+BHcClotWmp2rRYbVpwlC84yheqK+a3VM5Xm+eqLbMu87XWhVrrQp1tsc62WGefr7PP1zsWgIbqJaCxZrm5bityoHkt9astDSut2yy3Niy1Ns23tcw31L7Ow1Z9a9L++//MDwjWhoQ49oXUhITUhQTX7QupDwmp8VAdHFwdHOQUGOjwFBBgDwiwBwTYAgJs4MHf3+bvb/X3t+wQEABOPbYGBHr+rRkcbex5lrGPjwntU45C72bci2E39wnIHsr2hECWIZB6BLIMDi9FIMv2BIc7H5Co0h08jlT+d8E1CLgGgSiEwz2pnWBqGNRNtQePiQcKVbjBYH8DCpVDoVIYTA6FuilgMAX4b6FQJRSi8PgrORQqh0H2APUW7wEigkJEUIgQ4iWEeAm9vQVeEL4XhLebtzcX4s35Rt5eO0G82FAvlieYNwsB5fohhfv8leEh2ogQXWSIMSrEeijEdjTIeCKw7NdgdcbxYmW8xZygMJyj3bycMUpkz3LYM6yCF/iM/rTLdy/9XPPbYdvPkdXnfr6BufwQn9lVQOzh0O5ScmpSLpdfPVOecLYq9Vxd7uUbtORHvOwuMa5Phh9UEEfVpFEVcVhJHFWRx1XUcRV1XEWZUFMnC/PHlNQRGWVQQu4TknoFxB4BuZtP6ubRnrBIj/IJd0jYNmxmS3Z6c2ZafWpqdVKSIyGpOjG5FpPamJbRmpF9Ixd3O49wNw//AE/sIFF7KLT+/IIRBnOczRnn8ScEggm+aIwvHuJJBniSbpboHk1wnchqyOPX5QmqSQoH2VCRZ5Gl1jNia/Dnb+ZGX087ey/17P2Us49Szj5Iib6Hib6Pib6fdP5e8vn7KeceYs4/wlxoTz7/CHPhUapLyoVHmAuPUi4+TolpT41pdwbPo3BZl7tcl4j2ui5a68El9OASe7FJ3dikblxyD2gbHtNLxPQRMf1EzAA+pQ+f0kdKHSClDpDTBinpQ5T0IVA4atYILXs0P3e0IHeUjh0DbXMXjpk3zsSPsQjjntjECS5hO+IYjzQO8MnjAsqEgDIhoE26CWnjItq4OH9iB0n+BEidjPlMznouZz1XsF8oXHlzU/JeqPgvd3mu4j9XCZ6rBM/VwpcqwQuV4IVa+FItfOmZOo/IvSqWvd6hRP7GM3U65Tu98r1e+U6vfKtXvgVhA4zqd6bCt8aitwa3wvfGog9GzQeT9qNJ+xGEbcdzheZjpXa6qmTaXDpjLZt1mbHpnD+6b8G26WZt+hmrYdZqnLWZZtzspll7xay9atplzmGed5jnqy3AXLVlttY2V2ubq7XNg8LV2efr7Av1wFbnlhurlxtrl5q2WWyqXWiun21tnKlxvMjNKv/WpP23/0nxDVQHBpkDA62uONn9/a2An5/Fz6/Kz8/s52vx8/sbvr6VLnsdPbz9AH4Xo8fI4lkgAwKp96BDIL90Qv8e4IiSbweDF/8tOKIEjtjjElFw7eeel4t+K2fDdhwBtccanWexPNIld4NCZXuCQCS7eUMkEIgIAhF7QyTezh+dn7uexRCIyBN0b4IvgXjzAW8IzwvC9YKwd/P+8uWfO3h7M729WDtAvJhQL8Z2BQgo0xfBD/aThgUXHgwpPRisiwiqiAiqOBygOxZYcipYlXS4UHDBVHlFVXWJe/sKbpjAneaw3jOoY5mJD2N/bv410vx9eMWJMOtvJ9oSz7eTMkeFBU9V/H5+/q289NqMy7WZcQ34K9epmIeszC4hrleCH5Dih5WkYSVhWEkYVpJGlORxFW1cRZ1Q055p6c+09KkixmQhfVxFH1fSxxT0YTl9UFrQL2L08PI7mJQHFPxtfO5NbHZbdmZLRmZrZtb1nNybWNydPOJ9AukhifyQRH5AJD3Gk9oJpC4SuZdMHaAVjDGYTzncZyLhc7HomUj8VCSZEEhHebJBtqSDIX5I4V3DC5rzBHVEeTWprApfpUipZVyy46NvYM+0pZ+5l3bmfsrZR5gzDzBn7idF302KvpsYfTcp+h4m+gHm3KPk84+Tzz9KPv8w5dzDlHMPU88/SrnwKOXi49SY9tRLTzx7BjiTFtcNqoaL78bGd2Hju7BXunEJPdhEZ9IAPKaXkNxLSO7zTBromee45kraSH7uaAF2zLNqX0waYY+kuavGJzurxqc6CWgTQtq4JwltQpo/Kc2flBVMKRjP5IxnMuYzd9XcYdvCff4lSv4zJf8ZCJuS/2x31YpErzRiELaXWukrYHfVnG2Tv9Ep3oKeeSbNVPjeVPiuvOidSfPOuGWrZztK5h7dKrTTldrpyuIPoGoAOODf4iqcR9XmXEmbc7Ob5u0Vc7aKGVvFjL1q1lG1UG1e3GKZr7bM11gXalyjG5jh3Opsi/X2pS2OJfck11C91FC92FC90Fg721g37bA+y8785qT9v/+L6huoAnfHgAErIMDurJSvxc/P7Otb6etb5etT9e1J8/GpQPuU74ZCm7YD96jtsV6HRBk8uar2fyxpMHgxDK7d6w5rzX+2atvGMnfSPIGkqf5R0iBQOQCFyiEQ6S4Sb2+xN0iat5Mzad5ib4gY4iSCQIRu0L19LWbOpHnzvvPmfOfN3s3Lm+XtzfwmXiBpTE/bk0aHetFh3nQEjOWD5Af5SUOD1OFBJQcCyw4Emg4ElEcFlB0JLPkxSBkXqWScNZiuFlmuym4nUgYJgnds1ksaqSfp0vUzJ2p/Crf8cMB2KrI6+odbmJje/NwXCu67EtmUkt/FIt2hZt7Nz77Hzn7Mx/aI8f0y0oCMNCDFD8mJQ3L8kJwwJCeOKMhjSuq4ijahzp8qKpgqKphQ0yfU9AnXbkVDAAAgAElEQVQ1Y0LNmlCxRhXMISl9UMwcEDL6efRuNu1JAfkRlXifhL9LwN8nER5RyU9otI78go78gs78/A4arZ1CaSeQnuCJnURSD5kykF8wzmQ+5/NfSiVvFIq3StUbheqVTD0pUgxzpd1syeN8wQ2SqJUgrCPKHcTSyrwKGaaaHmPFR1/HnmlLO3039fQ9zJmHzqSdvZcUfS8x+l5i9L2k6IeY84+Szz/GnH+EcSUNwJx/lHLhsTNsMe1pMU/SL3VkxHZmxHZmXu7Miu3MvtyVE9ede6UHG9+VG9+FvdINbhPNTejGJfe6eSaNkNJHcCWNnDZIda5JbiWNljNCyxnNzx2j525VjYkbB0kDPKvGwW/ZlbQJJ8oknzrJp04IqBMi2oTQRUSbkNAmpflT0vwpWcGUnP5URn8qZTyTMZ7LWS++kLQvArOamu96cCbtVZHotcseSduzaqXyt2XytzrFO53inV75Tq8EPXtvUL03qt+b1O9NrrHM5aNR89GknTZppk0aV8m00ybttEk7Xa7dljR3z8ylM+aSWUvpvLl01lI2a9leNathzmqcs5nm3ezl8/aKeVvFnK1izl45b69ccFQtOKoWXeYd5vlq83y1ZaHasgDaVm1ZqLEu1jq5lihti3W2xXr7Yr1jqcFT9UJDzVxj7Yzd8k+S9t//F9U3UB0QWBUQYHENZzZnonzMfn5mP78ql2+f0ip9dvOpQO9k+sakIVEGJEq/O11IVNn/JUn79yO3bbHRlTTPxUaYEgZVwaBqKHSPQW3PpEFgcm+YAoBCt60fQiAyCMQ9t0k9H5w3iELdMRN5ewu9IQIIVOAN4XtD+DtC9XXeXjw3L2/ud96cPXl5sXfPXl/jzfT2ZrhBvBlQLwbkOzqYzyDf5UO9ChAwpg9KEOgv3R+sDgsuCQ8qCw80hQeWRwSWHQosORmoPB8uz/u5pCSuyJKsuZPC7M4TP2cwpijEJ1cvNv96tPr7MMepiIYzx5ou/XI39dIQA/dBI1owFn4oUz5V8gYk+f0SWp+C0q+gDCopg3LyoIw0KMEPSvFDMsKQjDAsJ47ISaMKyqiCMq6ijato46r8cRV9XFkwriwYU9DHFPRROWNQnD8oYg6KmMNC5pCAOcBj9LHp3cz8Tjq1s4DazcjvYRZ0M+g9DHoPnd5JpT4mkR5h8x7k5D7MxXYSiQMF+eNM5guB4LVC9qGwcLa4ZLa49GNh8QtZ4QhP2sOWtBcIblFEbSRRPUnhIJaWY02SJHvBRXPemWu5p6/tStr9pLP3E6PvJ0bfT3KOaI8x5x559sw9rqVeeJR2sR1Ij3mScakj81JHVuxW0nLiu3Piu5y3Yyf04BJ6sQm9uOQ+Nzymz500IqaPlNIPegaS5p7SaNmj+Tlj+Tlj+Tnj+Tnj9NwxRu4YEzsOsPZKGpjSdiTNo2eTAsqUx7drE0LqpJg6KaJOimiTovwpcf4UuH3NdQHbMxn9mZT+TMZ4IWe+BOParqS9/BI17wVQyH9ZyH+pFrxUC18WitzfvW1LGrA7aaBq4CY2nfyDK2nv9cr3BtUHwKj6YFJ/NBZOG4u2MWlmwJ/OWU0z47JzStsa1EpmLaVz7sJZPcY1q37eapgH+1BsxgW7acFRvmCvWLBVLNgrFz05qpYcVUuOqkVH1YKjaqHasuipxrpUa12qtS559sw1sS17WKp3LDZU/ztJy/cNKPT3r/L3t/j72cBXXH5+Fn9/K5jS/Pxc91nvxc/Pkyt+vpV+PhU7+PqU+6CdfH3KfX3KfdAmn+1J8/z2a/sXWl+b0nYkCoEsdX8xBkeUuj/8z2QPLDz+k6QV77lQuRcNDF4EgxfC4GoYQuUEK3RRO+8IhakgUOW3g0JVwF4rliB+UlfJpFCo1NUzCRQmhsJEEKjQWTIoHwIVQKA8byjP21vg7S3w8hZ4eXni7eTN9/LmevpSz77z5nh5c7y82d+M5eXN8vJmOkEYXqBtXs68eXvRId50GJTlgxQH+Sn2BxWGBheHhZSGBevDgg0HA8siA0uPBhX9FCy/eEBJ+5eiOMF0O4PbgRdPFtBHCLj78dH1Px92/BBW++vh5nMnW+N+uZ8WM87Gz5ZIViqKZvSKl4W8cSVjVFEwpKIOq6hDCsqgnDQgJQxK8NuqJgNVI40pyaMK8piSMqakjcqpIzLqsJQ2JKENimkDIsqAkDYgzB8S0IcEDGfVOPQeVkEPq6CbTe9mFXSz6N1Mehe9oJ1MfoDPu5Ge3orB3ExPe4zP6yugjXFYL0SCtyrFtKZovlS3qDPMasteyAtH+LIetqy9QHybIrtOktWTCm2EsrJsA/+KlRpdhf39WvZv11J/v5fy+/3k04+STz/EnHmUBES3J0W3J51rTz7fnnz+cfL5dsz59pRz7Zjoxynn2lPOPXZNae2pF5+kXnySFtORHtORHtuREdsBepZ9uSsnHiStG3u1F3u1F5vQh03owyb2YZP6cUByXx6mH4/px2MGCCkDREw/KWWQlDpETh0ipw5T0oepGSP5maP5maP5WaMFOeMeSRunY8cZ2AkGboLpXnsE8BMsgDDBJoyzCeNswgSbMMEhTnBIE1zSBJc0ySNP8SiTfMoknzzJp0zyqVN86qSAOiWkTAmpzp6J86ckBU8lBU+lBc9kdGfPQNJkjBcyxnMZ84Wc9dJNwX6p4LwAlBzw/FLJeaXkvFRydiTtVaHgVaHglcdVoq/BbaIa8Sut+JVW/KpY8rpY8rpE+gYolb1100nf6WTvyuRvdfJ3OsV7551tqvcuHwzqj4ZCJ2PRtLFo1qTxNGPSTJdrpis00xXa2QrtTIV2pqJ4prJ4rrJktrJkrqpkrqp0vqp03rV/ZLaqdLaqbMaimwWseueU5mHeZlqwlS/Y9qqavdI9q21LWo1lsda6VGdbrrMteyw8Ltc7lhscyw2OlTrbcr19pc625Pxbx3xDzazd8iI7o+IfbA/xDSjy9zf7+1n9/exgy4bHF2mWr/TM399zhvPgW+E+RcmT85wktMn9ow96R9I8N254FugffpcGL3P9k7I9e/ZvVW3vRH1hRPvi73/hf9ieNHghAIWrIXAl4A1VfSMo1GNTyd5fyLm/Y5NCoTIYTAaFuZMmgsJEEKgAChNCYQJPEKgYjG7feQm+8xL8x3f8//iO/x/fcYHvvHhuXhDuN/pK7XbGD8LZ+VUclOkF3f2VGwMCYfkgJUF+yv1BRaHBxWH7SkODy0KDyw4G6yKDyw4Hak4GKk8FSlIjeJJLxluZvA6idKqAMUzMe3D1fMOvR2pPHWw8c+zaxR9bL5+6l3phkktcKJOuVhRN62TPVexROW1YRh1WUYdV1GElZUhOHJQRBiX4ATFuQJwHwjYsI4zIia6kkUbkpBE5eVhGHpSQB8WUARG5X0jqExD7BOQBIXWQnz8koA/yGf1ceh+noIdV0Mumd7EKulgFncz8LkZBRz7tAQHflp7uuHy5Ji7uelpKOxHfT88f57NfykTv1KoZrWahTLeoM8xoSp/LCkcEsh62vL1Acpsiv06SN5CKrARdSZaBG2elnDXn/nYt57c2d9IwZx5jzjzGnG3HRLcnRXckRXckRbcnRT9OOvco6Vx78vknKeeeYKLbU849STnfjrnwCHOhPeViR8rFjrSYTgBsg3QnLdtjkwj2al9ughM2sR/AJfXlYfrxKQMAETNAShkipQyRU4fJacOU9BFqxmh+JngZYLQge5Tmkp8zTsdO0LETDNyk6+u0nVj4Sfc+EQBsieS4k0ae5JMneRQnPnVKQJkSUKeEtEkhbVJc8NSZNFfMtifNSc586bZzaGO/VLBfOTePcJ97TmmF/JfuO7KLBK81QlfSRK+04tfa7Rdku+7IdtJJ3+lkb8vkb3Tydzr5ByfXxkiwN9KdNEPhR2PRrLFo1qSZAw/Gohlj0XR50YcKzXSFZqZCM1Opna0onq0smd/F41WBspmqshmzbtasm7Xo5yz6WYt+xmqctRpnLcZZi3HOalqwls+DpO0Om2tWcyXNvFhtXqzZ6tlynW2xzubqWfUKUG9frbevgkGtwbEM1h5t5ufZGZX/PGn+IGlgv+JWrv6NpPn7VYIDA7fx6Bz4xM+n3M/X5Hmm+/atIp5bE8E3at+aNFfPwKj3X/XF2//hpEFg6m9MGgSmclYQtsfXbx5Jk0EgMihU4UodWLfcWoGEwkTusMHgQve2e2+IwAvC92zYd148LwjfDQIR7thashcwCAq8vIWe/9YLwvfyFnh5C3fwhux8BwAC5UGgzq38UCjHDQbj+qDlgf6F+4KLw/bpwvbrw/aZQkNMYfuNB/Ybo0L0x/cV/xisjg/jM84aWrNkj6iaMQZvkEJ9lHq1+dxPdb8fbTp74trFn5piTt7BnJ7i4BZ04uVy1YdS0TMVc0RGHpAQhpWkERV5SEEckhEGpXgwpQ2IcZ6z2oicOCInguchKWlATOwXEvoEhF4+oZuL7+bi+7ikAT5liE8b4ucP8QoGufkDHFovO7+HReth0bqZtG5Gfied+phCvJmVbr8cYzz9qzXm/PV0zBNyXj+TNiHgvpBJ3qoUIGnzpWUfCrXPpeoRvqyHpWzPl92mKK+TlPWkIiu+rCzLwI+35p+34aNv487ezjz9KP10e8qZrtToztToztRzXannujHnu5PPdSSff5J0rh1MbCBpQOqFJykx7SkXn6S6YpYW05kW05G6fd8j2NmffbU32/Vm2w7YxP685H531YiYIVLKiDtp1IxRkLSCrHGAlj1Oyx4Di5D/NGmumD3dmztplCkh9amI9kxS8ByQ0l/sIGO8+lLV5Ewwsb1yU3Feqziv3fv+1Tzn1v8iwVuX11vjmvCNu2cgZp4900ldQNIUb92c2/2VH3Wqj3r1tF49bSicAYyF88aieY+kTbuS9tEzaeV7VG2usmR2d9LMulmLfsain7E4ezZrMc5ZjPNW04KtfPELSVvYtvBoXnSYF1xJ29rl79oD6V513EpavX253jFfXz3zX5a0HQICrLvtWbX/m5L2D2a7v1PyzUnT/ieTBkcWuRS6P4TC1JBvBP/WpEGhco8ZTgGDyWFwKRwhg8GlMLgEChPB4CIYXAiDC2FwEQwuBqAwIcQZNidviAACFQJQmAgKlUChUhhcCoN7LGnuBhNBwFd3rn/rslcCobveaQPjI4QHhXJhMJ4LH4kQ+voog4M0oftKw0P14aGG8NCK8NCK8FDTgVBT1D7jif1lP+0ritnHyftRXZ8qfEQrGWeLRgro3di0+8kXrsf+fO3iTzdiT7XG/XQn+fRIQcbHIs6cTvJWy5tSFIzIyINS4pCCOKTwnM9wzrXHnV+qbSWtX0To4eG6uXndXHwnG9fJxvWwCX1ckmfSBrn5vex8ULVuJg307A42uz7hiuH3X7Q/fV91/uwdbGY/kzbIpo8JuC/kUrDwOKMt/lCofS1XTwhkQxxRF0P+mCa5SVJcIyrqSUU2fJku2yi6amfEOAjn7hLO3cuJ7siK7kyL7s0435t5oTcjpi/9Ym/6pb60mJ6Ui10pFzsxFzowFzpSLnalXehKu9CVfrErPaYrPbYjPbYz43L3ds4dj9lXetwl85jJBnBJA9ikfs9P8jAD+JQBQuoQIRX0bIScOkxOHaakjXgmjZ49yciZoudO0bGTrpI5X9be8ZqaEwG8rzbxlZ7xKc+2UKcE1KdC6lMh9ak4f1vGPKsm2fr8mZTx/Gth2xrdQNh2vsoGeqYRvnOWTPTWSfzmG5L2zjNpeiWYzz7olB91qukvJk2zd9IqXEkDKornvpQ0j6rtmbR5MKtZy+d2LT8uuKsGwuYwLzjMoHDztdYFsL8fJM31ddpyvX11q3m2xTrbbL3jHybtv/0Pmo9/ob+/2d/f5udr8/Ozfmmx8QtJ2/OX90iac7HRx+TnU+7nW+5Omo/v3nduoX2M6G3b/U1f+LXd9Gi0EUChjeDdABRa/83/fG8oHx3Kp3QHJLoEidqDczpElXwLOFLr0bAiOLIIgSx20cKRRXBEEQzhHNp2gMELYYjd1K40qpEe9rhCGqaCw7b2p8BgSvDOtfuXEUgVEqlEIpUIpPLr7xhsHQgCV4H/0PXKduEXqOFwlfPFu6/+h9uK6wkuhcHB29xiBEyMgIkRcDESLkMjFf6+xSGB+rB95QfDqyLCzRHh1oNhloNhtsgw+5FQy/H9xh/2l5wN4V+JEJXGMm5Ry4a4in4mt49K6CGkP8mK78qJ78FeeZx57n7a2T5S4jMR4bWK8VLNeCanjSooQ1LSoIwwJCcOSQkDEuyAJBcYlOS5wzYkJQzJCO4fB8T4XkFeFxfbycGBnnWycd0sfC+H2M8nD/KpQ3zaEI82yKX2s6l9LGo3k/okn3SfiLuZndGMSaw6f7bohxPq74844i52FZAmRPwJIf+pWPxKoXivLnynKvyg1r5VFj4Xy4Y5wj467xFVdI/AbyPKmvHSWrzKgivVZRulidXsSw7qxbvUmAfE2J68S705lwZyYwdzYwdzLg/mXB7MihvMihvIiu/PiuvPvNwHZF/uy77clxPXnxPfl3O1N+dqX87VAWzCIDZhEJc0hEsaAtHKSx4EwMEixLRRcKoIOX0M/AlQMsapmRPUTDB7jdOyxwsyJ+nZU4ycKUbOJDP3KcDCPgN3AnAJLzjElxziCw7xOcAlveSSXvIoz/mUFwA4W8R5vAjtlTD/hajgpZuY/sqThPFawngtYbyRMN5IWa9k7DcKzltAyX0HqHjvPX/cwnuj4r/9W2rBuyL+O43gg1b0Xit+r5V8cCuWfiyWfiyRTZfIPgCl8o+l8o+l8velivcl8ncl8nfuhzLlhzLlR73CyaD66PnmtV79Qa+Z1mtm9EWz+qJZvWbWoJ0zFc+bimdNxbOm4vnykvnykjnAVDJjKnG/eT1bUTIHVJbOm52HdS2ayxYtuiWLbsGiW7DqF62GRXAWiYcZq3HaYnKbsZjmrKY5u7tkVfOOqoVq84KjasFeNe/mGTZH1UKtZanWulhnW6qzLzRUL4L30twLj06OtQbHaoNjpaFmsbFmzmF9mZv5za9a/7f/QfMNKAoIsAQE2AP8HQH+4HVpj/ejXfUKDLTtFhCw/ZXqAPBPzIEBVTv5ewioCgyoCvCr9HeeyuGpfItvxTY7f/PLfMvdfHyNPr5GXz+Tn7/p64f5/t1RvybnZdAefP0MPn76nXz1zrL66r4FyqcM5VOCRBcj0cUon2KUTzEKXYpCl6HQZUh0KfgciS5GoLQI5C6oYuQetEi0BkCjtVtQWhRKsw1Sg0JqUahiFKoYhdKikBo0SotCaX3QxWi0FoXSoNEaNLoIjS5CoQqdB5rsOj54NyRS47rSTLPj+HwPRQhEIQJeBIfvzp56NwRCjUCApiqdEHI4XAaHyuAwGRIuQ8JlKKQMjVT6ogsD/XT7gkwHQs1RB+2HIhyHImqiDlYfOlh3JKLuxMHqHw+aTx0wng0RnAtmCk7lNuAK+zjyfpZgiEkbYxInmXkveYR3YuoEI70TG/sEd3mgIG1CSHgqpz6VUUcV5CEZcUCKH5TiB6V4Z9LEuf2inH4R1jWx5YGqDUrwg5K8ATGuX4TvFeA6ObmdbGwHKxcASevjkvq55AEOZYBN6WdT+lnUHga5nUq4T8i9npXemJxgjbmg+/WU6uSxwh+P1yfGDXDoz+TiKbHoqVjyXCp7IZU9l8heSBXPxPJRjqC3gNNBYd0lcG/i2M04UX2u0JYrq8jRlmUZ5Sm1vPha+uWH9LjHlCv9pCuD+CujTgljeQljuMQxbOIoNnEElzSCSxrNSxrNSx7DJ47gk0aJyWOE5FFCyjAhZYSYOkZMHSenTZDTJsjpE+T0MVL6GDljnJIxTs2apGVN5mdPFeQ+K8h56pT7jIF9DjDzXjLzXrLyXrDxL9iEFxzCSy7+NY/wxnmtKPmtm5j6Xkx9L6F9EBd8kBR8kNDfA1LGBynjg5T5Tsp670nO+iBnf5CzPyjY7xWc9wrOByXng5L7QcX96MT76DoTcrZICEwXiWaKJXNuJdJ5T6WyhVLZgsfzXKl8rkwxXyqfcz87f9xOJ5/XKxYMqgWDakGvmterF3SqefBgcJpz06vn9OoZQ9GsUTNn1MyZtPMm7bxJO1eunS/Xzldo5ys185Xa+crieTBXVZTMVpTMVRTPVeoWq/RLVfplN7NhxWxYrtIvVemWzfoVs2HZbFg2G5bMhkWzYdFqWLQYFi36JasBWLYZ3VZsphV7ObBcXb5SXbEKDtByqlyuqVyscWZp3mWx2rxUY1l2si7VWBfrbEu1tqUaq1OtbanGslhrW6qzLwP1jpUGx0pjzWpjzXJT7Upz3Wpz3Vpz3fp2n5rrNprr1pvrllsaFqttr3Ozvjlp/+P/YwSGlISEOEJCakJC6kNCakNCaj1uP9k6j2rfvpp9+3cC1315Cglx7Atx7A+x7w+x7w+xebCH7nMArr+17wuxBQVZAgPNHqxfZv52AQFVWz8GVQUF72YOCrYEBZuDgquCgi3BIdbgEGtQsMUpaKfAIHNAYOUue1/g4udf4edfvuedmTs4Yxlg8PXX+/rrnNynbfkZfHx1PiB+PnoUWrcD2meP6dPHV+/jq/PxK/PxK/U8g3jrfH3fMl/fUl8fYOuvfH10HkdN6j0OhyxFo0pRiG+G3DplH4HQfg18L39XTeeEh1Ag4EokTIWEqVHwIhRChUIo0chCf5+SYP+KsBBrRHjNkciGo1GNR6OaD0c0HolsORbZ+n1k06nIml8PVp0JEZ1CktP3Xyq5ymlnSPs4kkEOc5JPfy1lTqtYi8WCGVXBGD39YW7MI9zlPnr6mDBvQkIckROHZYQBcR6oV784t1+c0yfM7hVk9Qpy+oS5rrDlgZgNiHH9ImyfENfNw3awczpYOR2s3CfMnA5Wbjcrz1k1NqmfTe5lknsZ5F4GtYNGeIDPuZmV1oxJtMfFGKN/Lzn1k/r744U/nbRfjnlAwPUU5PfmF/QVMAcYrL4CZhclv5fG6qdzevI57RTmfSL9Zh6rJbugLotbk8WryhabsotKsw2KtDphUgPz6mPG1XZKQj8lcZiUOEFMHCcmjBOTJohJE/jkibzk8bwUJ0LKBCl1kpg8TsKMk1MmyakTpLRRUto4JX2SkuFEzZyiZk6AjOXnPAXouc8Y4Cz/vJcAm/CaTXjNIbzmEt9wiW94pDc80mse6TWf/EZAeieivBdT30lo76X5H2UF04CcPiOnz8gZM3LmrJw1I2dNK9gzgJIzq+ROK7nTSt6Mkjej5M8CKsGcWjDnjpZGOLeDVjSvFc9rxfPFkoViycJWw2QLpfLFMsWSzoNeuQx4PC/qlYsG9ZJBtaRXLRrUS27GwmVj4bLrYaW8aNVUtFJetFquWS3XrJRrV0zalfLilfLi1fKS1crStcrSlQqX8pLl8pLFKt0yYNavmA0rFuOK1bhqNa7ZDCtOxhWrccliXLKalmymVZtp1Vqxbq9at1etOczrbjXm9eqqdUflRjVQtV5jBjZqLGs15tXqqtXqqtUas4tlrcayVmPeqLVs1FrXgQbrxnbrDba1BvtqvX21oXqlwbHcWL36BStNtStNNStNNatNNatNtWtAc60zWi31G8C1hk/XGtevNa63NW20NX5qa9zc7o+2xs9tjZttTettzau1jrfYbMu3Ju0/INywg6aIiKaIiNaIiLaIiGsREa2RkS1ARERLREQzEBnVsltERPPBg007RBxsiDzYEHGwPuJA3cEDdREH6iIO1gPOzw/WRx5siDzYGHGw4cCBuvBwT/VAWFjdbqFhtXsIrQkNrfa0P7Rm3/6a0FCXsJrQsOr9+x3bVe8Prdkf6tgfat8f6nCddOxw2vnLjn37bSH7rNtZQvZZgkPMu7nSaP5bwcGWwKCqwODKwKCKgKDywKDywKByjyMoy/0DTH7+Rj9/o5//HvPoXqNnhfMutACTf6AxwN/kyXULmt7j+hidn6/Bz9fo52vw99t2ejI4Ftl97Zn7Wmo0Uv83XGcfo7aOP/4CRDFqD9q/U4RCFKGQhShkEQquAdBwLRpR7IPQ+aONwf6VYSH2yPC6o5Etx6KuHY1sPRrZeizy2vHIaz9GNv4S6fjtoOl0CPckNPes10nmqaxbFF4PTzLIY00KmW8U3OlC3mKJaLmE90pM7MDHP8i91E1LGRHgxkT4YSlhWEpwhSq3T5jTK8jq5md28zO7+dndgpweYU6vKLdPhO0TY/vE2F5hbq8wt5uP7eTmdLCynjCznjCz2xlZT5jZHYzcTia2i4XrYeF7WIRuBqGLTugsID0i427nZramJdcmxJkvXTBGny777RfNTz8W/vh92a8/W2Iu1MTH1cZfqY27Uhd/tTr2ivVCbG1cUltazj0c5R6h4HZefhuW2ZhJq85g2dLZlVkiQ1ZhSZZBmVEvSW3hJHcwEztoyUNUzAgZM0lKniAmjxMxU6SUp4SUKULKFCF1ipA6SUibJKZOklInySmT5JRJSuoUJW2SnD5GSh8nZ0yQM50omRPU7Ela9hQt56lbAfYZHfecmfeSiX/JxL9k4V+xiW/YxDdc8lsu+S2X/IZHfsMnv+GT3wiob4XUd2LaR3H+B0nBRxl9WkafkTFcJQNYswr2nII9q+TMKTlzSu68kjun5M2q+HMq/ryKP18oWACKhIuFwgWNcF4jmteKFgCNZF4jmdeI58GDVrJQLF0oli4WSxeLpQsl0oWtpMkXdYqlMuVymXJZp/KgXNYpl3WqFZ1qSa9a0quX9OolQ+GyJ5Nm2aRZNmqWTZpVk3a1XLtq0qyYNCsVxWsVxasVJasVJWsVpasVpauVZatm3bpZv+qyZtavmfUrFsOK1bRmNa3ZTGv28nV7BbDhqFh3VKxVV65XV647qtYcVWuOqnWHeaPavOFwcsas2rJRbd2os36qs36qs34G6qcmjFwAACAASURBVG2bQIPjc6Pjc4Njs8H+ya3e9qnBsdngcP5tY7VTU/XnpupNt+aazZaazeaajeba9Zb6tZb6tdaG9daGjWsNn1w2rjV+ugZq1PSprWkTuN70GTzcaP58o+XzzZY/bra6/XnTeYr/n7eu/Xm77S9PrkP9/7jVtnn7+kZT/TQJ/81XgHrD+QejKo8cvX706K2jR24fPXrr6NGb26+Puel07MZuR45eP3ykbYcjh1uPHGo5cqjlcFTzocjGw1HNux051HzkUOvhQy2RUY2RkU2Rkc2eIiKaDu4SEdm8+8ODEU0HDjYcOFjvCRzS77qApsF5zP/2Q5PDw+vDDzSEhdeFhdeGhdcAIH7uh+0coWF2T1884H+f1eMI5r8XFGzd0bnAoMrAoMqAwEr3w57HLgcEVrh/xwWc0ezx+/7lntzXVfv7mUDG/Hz1IGkeHxrBBWk7rwhwvYOBRhr+Bqr0G5OG2ut0/2+gAXyQWjSiGAXXohHFaHgZGq7zgVcEoKuC/avCQhyRYQ1HIq4djbx+NLLtaOT1E1E3Tka2/RTZ+EuE7bcD+l+CGIe+Szn5/4Sn7Iu2pOCesAXDAs6UhPOuUDivFS2VSZfLhB+UBQP5KY/z4rtomBE+dkyEH5bghyX4ATGuT5jbJ8ztFWR38zO7eBnd/MwufnYXP7tbmNMtzOkR5QLgxy5+bic3u4Od+YSZ+YSZ9YSZ1c7IbGdkP2HmdDJyupjYLmZeJyPvSQHuMRV/F5/dlpXWgEmwx1+quni+/Fy04exp3e+/Fv30o/z4Menhw+KoKFFElPBgpOBAhPDgIcGBKPmxH3W/n7PHJzWk5jSl5zVkUOvSyJaUgkoM3ZjG06UrtRk6RUa9LOMaN7WbndJdkDpCTRklYSaIyePE5DECZpKU+pSwZQokjZw2BZJGTpl0Ji1jjJQ5DpCzJshZE9TsSXfM8nOf5ec+y8c+o+e9YOBfMvAv6XkvmIRXLMJrFuE1m/iaQ37LIb/mkl87e0Z7J6S9E+V/EOV/EBd8lNKnARljRuaumjNpcwr2nJIzr+ACs0renJI3p+LNq3nzat58IX+hkL9YJFgsEsxrhAtuheK5Ism8m0a6UCxb9LAtaXrlcplqbzr1ik695KYvXNZ7JM2oWQJM2mWTdsWkXQEPFSVrFSVrFaXAamUZSNqaxbAKWI1rVuOa1bhiNa7YytcAV8+AVUflmqMSlGybastGtWXDHbMa66caG+jZp3rbZ6DBvunk2HQXy9k2x2aDfevDppo/PGx6aq793FL7uaVuo7V+A5w1fK1x/VrjRlvT5+vNf7Q1fW5r+nS9efN68x9uN1o+32z581brXyBg4PYZ97XXu+6/3rpizXXRmvNS7Ds3Nu/e/NTaNEch1n1r0iAIYdQR8/HjN0+cuH382N1jx24fO3br+PHbbh55u7Hb0aPXj+xy9Mi1o4dbjx5uPXKo5ejhFvC825FD1w4fuhYVBYbC1u12XgUQEdGy54cRES0HDjTtvEftgPuutaav36y21/U0dWHhdaFhtaGh2+2KnGues+/bt9Oe94J+mT04ZOvyz6Bgi8et1k4BgeBLym9k3rpJYPfW0y3l/r7lfj4mP19w9drWLh6wK9XPt9zXx+QumS+6whdd4YsuRyNNf6cMQCFLkYivQSFK0fBvgyjZ3TYfZKkvXOcDK/OFlfnCdL4wnR/CFORTud/ffCCk+lBY47GIluNRrccPtZw41PrT4ZZ/HWr8NcpxOrL89AHNr4Gkw/9x5fD/E3gaGiX69eINKqNfxJ+Q899qJDPF4tlSybyW/15Jn+Dm9FCTeukpw7ycEQF2QIgdFOH6RViwzNgjyHInrZuf3SPI6RXk9OydtJxOTnYHy+kJM+sJM8cjabgOOu4xLfc+MfdGTlpLGqY2Md4WF1N54VzFhXMV58+Vn4su+eVn+fFjrNAwsq9fHgKFhSFxCDQe5U/0DaKFhHMjjym+/0X7e4z+QkL5lezKBKwhiapPzC9JYmtT5Oq0Mnl6gzS9jZfWw0ntoaUMUzEjlOQJcvI4OXmchJkiYaZIqU+J35w00DNy1gQle5KSPQnClo99BngmjYF/ySI4BzU26c1W0ihvAVfY3osLPkro0xJX0txhk7FmZaxZGXtOzp6TsefknDkFdxZQ8uaU4IE7p+TNq/kLasGcWjhfCIgWCkVfT9pisWweKFUs7s7Y7qSBEU2vXnInTa9eciVt2aRdKS9edasoXXMvMIKeVZYtm/UrZv2yxQCA+WzZalqyla+4rIK705w3qDmTtuawrHqqtq5VW9cclrVq61qNbd3DRq39U639U61jo86xUV/t1FDzyan6044PG6s3d2Rsj6rVfWqp+9RavwFca/jU1vT5evPn682b15s/XW/ZuN686fL5Rsvnm9uuUnMnzXkLtvsubODujT+3J835uStpMxRizbcmDVwBeuLErRMn7hw//l+VtLZjrqodO3JtT66ktR061Pale9R22PPDyMjWPW4H3bo4dO9b1jzHuK93zqNqX0qa4z+dNEewc1Zz35VjCwyy7bnF9Fv4f2vSnG9W+Pvu3Jjq3JLqW+7RM3fSKnxQ5T6or4Vt6zo3lM6dtz35/AOleyQNUeoHN/jC9H5wvR/cAASiy0MDrBH7ag6HNx2Paj15+NrJwy0nD7f863Dzz4cbfj9kjz5ccf5QSUwE67eA7N/hR8/AD1EO/+jIwnbzOeNy/qsi8cdi8XSxeEbDfasoeCrADbMyhtgZw7ycQW5OvyC3X5ALRjTPpHXxMrr52d387B5+tjtpoGfbksbelrQOZk4XM7eLietk4Nrzcx9Ssu/kZbVlpTSmJNYmxFsvX6y8cM4cc9FyKcZyKcYUfVZ76pTkyFHGvv0kXz880heP9MWh/PPQAXm+gUT/ENq+CMbB47yjp5S/x5ddytBexmvjSJqrjMJkqSq1VJpaL069xknpYqd0UzFDzqQlbUsaaVfSKKlO1PRJSsY4efuIBqY0qjNpU+6qFeCe0/NeAKBtLMIrZ9hIrzikVzzSawHlrXP50VU1ccGH3UmTMWZkzFkpa1bGnpOx53ZMaUqeM28q/oKKv6AWLKiF82pnzBaKxIugZFrpArCrZ1tJK/FImk69soOhcHXHYqOhcNmoWXHZ1rOK0jXwUFm2Xlm26u6ZWQfWGFddPVt2zWcrtvIVz4x9PWkgZp62J2291v6p1r5R61iv80hXY+0msNW2mk/Ov6r+9LWe1Wy21H5uqdtsrd90J621fuNa42Zb0+b15s3rLRvbk7b5X5u0lqZpCvGbFx7/9yXNna69tB05dO1wVMuhqNYvBWyvKW2PDyMiWr6atOY9bsc+8MW733bfABca2uBSv2Nu27+/BvC8O9R5g2hwzT8SvHXRqC0wyLb94h676zhpm/uTr3O+WRhQ6R9QGeC/t90vC7qWGcF3bEYfsNPE8zJSlNEHZQQ9+zKTD8roStqe945uh/zWxUYUQrv79jgkAlxMqvVBan1QRT6oIj9kUQC6ODTEEHGg4sghy4lj1u+PW388WfXDyaofjpae/smUctFGwjRwc1r4GZXEC2Lib4nJkT+Tf/jekJJ8n0EdknKeFgrfaoXvtMKPRZy3SvozCWFcgBvlY4f4uYP8XDCcuVYdc9w92zNpW1UTYLt4uV3cnE5OLtDBynZtfcR1svAd9LxHlJx7xKzbuMzWDEwDJqE24Yrtcqw1NtZyKdZyOa7qUmxFzPnS338tPHVK8f0PwsNHWQciaPtCiQH78H5BWN/gHFRgDjo4NyAcvz+KcfS0/PcE8ZkM+cU8xRW6MlGqwJSKMbX8pEZGYjs98Qk5sZ+UOEhIGiUkjhASRgiJY8SkCQJmCo+ZzMNM4lMm8akTYHuI84u0LySNkjVBzZ6k7MobqBrgGTY28TVIGpf0mufintiE1Hei/A8S+rR0e9KkzJmvJE3JmwM9U/EX1IJFd8++OWlOJYqlUqWTZ9g8Crc1pRkKl41FKx5JWzZpl8HCo2s4W6soXQNJA6p0K2b9ijtpIGZO20a0L+StctVetQI4LKvueu1q22qNDfztWo19zZ20bVPaLp5Ja6797NmzFrDquCNpzuXHjbamjbam9bam9X8vaS6bd65v3rnhdPfmH+7nOzc27t5cb2n6QCHZ/2nSbp88ededtC/4p0lrO3ak7QtJu3bkUOvhqJbDUS3Osex/Z9K+VLVdt5g27H4ODa13qftC0nb1LMThalX1N6gJCa529ywg0BoYZN2eKJvrOOmdV9B9AXhTvso/oNI/oMLfr3y3AH/n535g4RGsLvoYfH30fr46P1+9D1qPBjsq0TofFzRSj0Ya0EjjV4HNI2VoZBkaVYJCfeWLNC0SqUUhtOhvg0JokUhw5enWradIhBoFK0LC1Ci4Go1UoZEqP5QqwEezP6TsYLgxKtJ0ONLw/fGq07864i5dw2c/lAsmq/Uf79atPmlavW+eqFPdq8iX8eKz+efP6TBJt2jEfjFrUsV/pea+UnPfqVlvlPSXMvJTMWFCiB/i5fZxsnr42V9KWhc3q5uX1SvI6RXmupPWI8rtFuZ2C7DdfGw3L7eLm9vFxXZxsduSxsx7UoB7QMm5i8+8kZvenJ5Un5xQm3jFHn/Zevmy7XKcJS7OEhdXFXtJH322+Lffi079Kj3+AzfqCD08ghwUivcLzvUJzvUJxvntx4dEkA4cZRw9LfxXrPB0uvQ8Vno5X35VIk3U8hPs7Ct1tPj75Nh7uLgubFxPbvxA7uX+nNi+nLih3PhhbMJo7tWRnMTR3KTR3KQRXPIoHjNOTB4nYSbIKRPk1AlS+igpY4yQPkrMGCNmjIGMgcJRsiacy4/ZU54rkLuHNibhBRdMadS3fPLW1kfnuEZ9J6S9F9Hee65DShjTEo+qydhzO5LmUbV5tWAeDGquts251x41ElfYpNtjJlsqkS+X7kral75L06uXd1QNfH8GBjXXrLZWUbpu1m2YdWtm3ZpZt27Rr1kMwKrFADY0upiWbeWrnuwVq/aKte1W7VWr9qpVh3nVYVmrtq7XALaNWg81trUa21qNbQMEr86xUe/4VOvYqK/+1FCz2VCz6bH26LH86PjUWP2psXrTvQIJfmyqdiatueZzU+2n5rpPLXXrzbXrrQ3rrQ3rHknbAHdVf3Xh8c//RNI+/rOkHTpqOXnyvzZp148duX786I3jR2+4Z7VjHl+wgZ0jYFADDkW2REW0RkWAnl2LjGjbumLb5d9Imnv22mEraQcaPdcYPW/c/rcXHkNCbCEhDvfg9XXgLYigYGtQMFhyNAcEmv23ve33hYM0v8zXr8LXtxxcw+25y2PHjg8ftN4Xrff10fn6OIcqNKoUjSr2QYMRqhSNKkEjS3zcEGU+iDI0ohSNKEUhy1DgT0/u7fsosIlfg/ryrdxIRBEKoUbB1SiYajckTIWEFSJhhSiYCgVTo6CFKJgaCVcgYDIETIqASRAwMQIuRMBFSKgYCRWi4CIUgo9G8H3RvABf4YGwwqOHSk79VH7urCUz7aZYOFBhen37+lLPk78m+/96PfzX8+5Pgzem7tseNavLDDS2Nj3dmJVxvYDSLWKNKnjPlNznSu5rJeulnP5CSn4uJU+JiX2sjHZKUjs9rY+PBdsdewU53fysraTxsrp52b2CnF6PnvUIcd0CbLcA2yPA9fDzwOkhXZy8DhbWBdfBynvCyHtIw94jZd/EZTdnpNZjkmqTEx1X423xcbb4eGtcnCUurvJynPHCJV10TPHpc8pTv4lO/Itz6AR1fwTWLyQLHZyNDsH5hxNCD1EPnWSdjBacihWcSRefx0pjC6RXxMKrhex4MzOumhhzI+/CjayLDzIvPk6P6cy40Jl+vjPtQnf6hZ60mN60S72psX0Zcf0Z8f1Z8QM5VwZzrgzmXh3KSxjGJQ5hkwewyYO5yQPY5MG81OG81OG8lGEcZgiXMpSXOoxPGyGkj5LAG9aZ7l2RrtrlTFFzpmg5U/TcKVbeczb+BSvvOSvvOQP3wvWy2ks2/hUb/8q10f+tgPpWSHsvpL0X5r8XFnwQ0T+KGdNixrSEOeMq3KycM6Pgzim4s3LOrII3J+fMKrizCt6cgjen4s+pBHMqwdy2pUgwuokXNZJFjWRJI1nUSBaKpYsl0qVi2VKJfLlEsViiWCyRLzgfFIslisXSLUulyqUy5VKZckmnXtE7FyRXjZpVo2bVULQCHkzatfLi9YqS9crSjcrStaqyDbNuw6xbtxi2sRo2nIxrNtO6zbRuM23YTBs207qtfM1evmEv/+Rhw1G54ajcqK76VGPerDVv1lk+O1n/cKu1bNRaNqotm0CN9Y9a2x+19s91jj8aHX82Ov5w7XvcrLdv1jmcGuybjY7PjY4/G6v/8NhF8mej48+tPSO1n5pqN5pqN8CXauB7NVfVPgPbd4j8edPlVutfwO1rf+61T+SPO9f/uN22ebvtk3M18sbmnRuf7tzYuHNj/e7N9ZamafK3LzzCkOLDR63fn7xz8sTdE8fvHncm7ebxY7eOH7t1/NjNY1v2Ttoejlw/dqTt2NG240fbdifNXTX3oOYc1yJaoiJaIiNboyKvRUW2RUVci4poi4poi4q4FglEtkRGtERGtHqKiGg+cKBxh/ADjeEHGg+EN4aHNYaHNYSHNYSHN7odcGoID28ID6sLc78GsL96+581YWGu1wP214Turw7dvrl/3z6bU4h1X4h1X4htX4gtJNgWEmwNCbYGB1mD/p4tMNAS4G8O8Df7+1f5+VUCvj5AhYvr4gK0cSefPYFjoHUodBnaqRTter3MDbw6hkIVo5GAFoXQIBFFKGQREqFBIzUohAYFL/KgQcG1ABKu2QEB0yBgRXBYIRxWiIAXwqEqGEwB3zryQwGDyl13asthUBkcKoNDZQiI9AskCIgMDnH/AngQwyFCGFQAg3JhUC4MyoJDWXAoEwFjIBEMBJyKgFN8falhYdyzZw1ZWa0CQY/B+LKlZaWr68+x8b9ePfvr1dRfr8f/fDu2+WZoberR856W7lu6yhqx0kqj2kiEGwxap5A5JOdMKtjPlJwXSvozKfWphPhMSp4UE3oZ6Q8IVx6QEns4Oe6k9fCzXHtDMsHCI5jSekVYJyGuV4jrFeb1CvJ6+Xk9PDw447GLg+9k53Wy8zrZhA4WoZ2e94CKvUvKvoHNbErH1GOS6pITHQnx9ivxtvh4W/wVy+W4qtj48ouxxvOxpWfOa347qz51Wvb9z/SDRwhBYVj/MKx/GDEkKj/qe9aJX7g/XhD+HCc8kym5kCe5TBdfEfPjixiXKykXzTnRTZlnGlPO3MKcuZN05kHSmQdJpx8knH509fSjK6cfXT37+Ep0e8L5JwkX2pMvPMFcfJIS05ES05F2sTMtpjM1tiMttjPtcmdabGd6XFdmfE9mfE9GXHcG+DOuOyO+Oyu+Jyu+J/NKd9bV3pyE3uyEvpyEvpzE/tzE/tzEfmzyQF7yAB4zSEgdwqcM4jGDeMwwMXWEmDpCcp02Qs2ccL7rljNZkPuUnvuUjn3GyHvOyHvOxD9nEV6wCC/YxJcAl/yST3vNp74W0N4IC94KaG+E+W9F9HdC+jsx872E+V7CfC9lv5exP8g4H6WcjzLORzlnxok7I+dMyznvVbyPav60WjBTKJwpFM0UiWaKRNNuhaLpom0fgucZjWRWK51zfRU3VyKfL5HPl8oXShULZcqFMtVCmWpBp1rQqeb1hQuGokVD0aJRs2jSLlUUL5cXL5cXL1eULFcCpU5VpctVZStgidKiX7Po1yz6VYt+1WpYsxrWbKY1m2nNVr5uK1+3l6/by9cdFeuOio1tKtcdlev2yk/2yk+Oyk1H1efqqs/V5s0ay+day2ad1YNts9a2WWv7VGf7VO/cKrlZZ9ust4PC/dFYvVU41zbIjaaajeY6MK59aq0H2/c3rrnfJwNha/rsStpfN1v+utnqdKsVbM3/89a1P2+7uNYkP99u27zdtun6jg3YvHNj487NjeaGGRL+m7eHIJDiI0etP5y4/cOJuyeP3T1+9Pbxo7dOHLt58vitE8dunjh2EwxbX3LsyPW9tB07cu3Y0ZajR5p37XJ0jmiHo5oPRTZFRTZGRTQDkQebIg82RR5siTzYEnGgOfJAc+SBlsgDLRHhzcDB8PqD4Q0Hw5o8hYfWhe2v3WF/aO3+/TWh+76uGrz0vS/Eti/E4hRsCQk2u5/dQoKtIUGWkCBLcKAlKNAMBAZUbOc8EiXAr3LH1vm9+VUG+FX6+ZSjUUY00oRCGAGPZ72nL2waLEEiindAIYtRyBIEQguHa1wK4bBCGEy9JzhMhYAqPcE9HrZAFHCIAg5RwSHOZ5i3fAeolwziJYN4SSBeYoiXEOIthHjzId4CiLfQ9aP7Qz7Emw/14kO/40G/48G8+B54MC8uzIsH2fY5D+bFhXmzYd5MmHc+DJIPg5JhUBIMhocj8Ahkno8vLvwg/dfTsmxsTalhsOX6+86eldGJP6Ze/PXi1V8vX//19sVfb5/99Xbij9ejKy/6p6cejw/c7LprsrYUljbyeU1sxh0es1PMGpRzJhTMSQXzqZw2KSE/lZKeSkijPGxXfspd3OU7uPhuZqZn0lw980iaILdPiOsT4vpFeUCfAN/Ldyath4fv5hK7OIQuDqGTTehkETtZxMcF+Hvk3NuE7GvZaQ2piZ5Js1+5You7ao6Nr7p0pfJinOl8rP7sRd3p8yW/ntOcOss//i9G5HHawePUA8fyI04wj53i/XiG/69L4l+viM5kSS7gxZcZwstizqVC8kUDNtqQeroa85sj8de2q7/eiP/ldvyvt+J+uXn5lzuxv9y59Mud2N/uxZ6+H3vm/uWz9+LP3r1y9t6V6HtXz91PPPsw4eyDhLMP3ZLOPcJcaMdcaMecbwcPzvtowIcXHmEugstCn6TGdKZf6vI8DTIrvjvrSk/WlZ6cq725CQPYhAHPU7XwmCFPhBRn84hpw6T0EUrGKCVj9P8n7i2/2my7ft3/Y+891n7Xu56nBYI7lFJ3d4firjHcgoR4CBAPmgSJQHBpC1SA4g5tcYknkOAV9ocrCUF6333e91lrj3EMxkW4qHw6xm+e85wzFfw1FaybZYyAfQUmQGbFzWbGzmTFzWXFz2UlzCOTFrKTF7OT51HJ86jk+ezkeWTKPCplEZ2ybMQiJmUOmKFFQCwREEuE9KWczJWczKWczCVS1jIJuUxCLpOyxKQsse75IIeGZpHRUjJamo+VAFDwUipOTMWJaXgJDS+hE2TAQCxGroKZq9BPw9qnME9RmKcoylcWU1QlVHUpdbWEqmLT1RzGKpe5xi3QHKWsUHuU8qLN8qKtiuJtPVuVJVs89iafsyU4BHdTwN0QcDf4nHU+Z13A3RCWbVWVb4sqd2v4OwZqBbs1/O0a/latYKNWuFkr3Kyv2m6o3mkUbe9fozZQu9Nct9tS96Ol7mdL3c/W+p+t9T/fNPx627gHoFMdkOGaf7xr/tHW8t2Yd80/dSXKN7sdb3caatSJsbV/nNIscJcuV9y89u7GtfbrVzquXW67dvnd9atvDTIziOrq5dajXL7YfByNly82Xr5Uf+li3aUL+1y8UHfxfO2FczUXztWcP1dz7ozo3BnR+TOi82dEF87UnHevOedec9a99qx7rbtbjbtbjfspkfsp0WnXagA3V4Gbi8DNRWiMqzPfxanyEED6cXas+B1OjhVOjuXOTuXOjmVOjmVOThwdjhwnRzbw/JtLysBdrhJ7uxLDHWRj9BM3WH9Aga1NgZUly9KCaWnOtDBnWoAYFiCGBfBszrQwZ1iYM8xBDHMQ/fdQj2JhTrUwp5ibk0FmeQbMzAz7Pw8DMiOBTHP+CjMiyIxoZkI0MyGancSbncSbmeDNTHCmJtjDnMSanMCZnMCansSZmqBMTVCmJtmmJtmmJ5EmJ7NNT6JMTdCmJihTE6TpSaTpSaTZCaTZP7PM/pkFOoE0YHYyy+xkpumJTNOTmaATSNCJLNCJDLOTCNOTqSDTFHPTJHOzWHOzWHMQxNISamsDdXaOuXwZ4eFJTk1tZHPH29+vTXz7MbO4tyjeW5T8WhT/XFzZnV/aXl7YXFnYEM+sLU5KZ4fnvnweGXz7qY1T3sBgNubiW3Iw73Oye0nIkbzsL7kZ33IzZnKSvxETZwgJX3FxI1ngz4nB7RCvdzDvvozIYSxsBOh4xEAGMGA9eqVhYMNYvdJwcSO4uGFs3BAGkFlsf3Ys4LP+7Pg+ZFxvZnxvZnw3IvZ9IvRtTFRjVFhtWGBNSJAoJKg6KEAY4C8MCBD4B/J8/HnegZVeAdxXvqXPvYueeRU+8WQ+fEV+8CLn9mPMjYeoq/dR1x6ibz3F3H2Jue+NfxSAfwYmvIrFe2WgvfHpr/PjXhbCnhWFPREGPxL4PWjwfdDkff+t9/03Xg/eeD9o97rf7nm/w/PB+9ePPng9/uD1+L3Pkw7fpx2+T9/7Pf/o/+yj/9OPfk8++D/94P/0o//TjwHPPgEEPvsU9Lwz6Hln0IvOkFfdoS+7Q192B7/8FPKqK9SjO8yzB9hEE+kNTD3u3bea3wAkYAgWMAoLGIUHjcKDxmKCAcaN2Zdc2Fh8+HhixERixERS5GRS5GRy1GRy9FQq+AsCOp0G/ZoOn8mAz2TAZ9JjZhExM4jYmYy4mcz4WYCM+NmMhNnMhLmshHnga1bCPDJhDpkwAww4RiXOoJJmUEkz6ORZdPIMOnkWmzKHS53Dp80R0hYIaYt4xMJRiBlLR1gmZS6RspZys5Zzkct5yOU85HJ+9go5e4WC1g2BJGPFFKyYilnRgV0BzEfFSWh4KQ0vZRBkDKKcSVQwc2QskrwgV1GYryzKVx2GDMzTOkwRZa2IslZMXSumaYppayV0TSlDy2FquayNMuY6l6nlMjUcpobDXGOz1Psw1ZyCVW7htamhawAAIABJREFUGrdQU16krSzV8kqB2wVaPmedx17jcdb4nDUBVyMo01RVbIh4+9TwN2r5mzV83UOdYLNOuF0n2KkX7urua4t+Nop+NtX8bK751VK311K311L/s6XuZ3Pdbkv99zcNP940fG+p32lt2H3T+KOlbvdt04+3Td/fNu++a9mpr16Nh9f/qdJMTLPPnedcudRy5WLrlYvvLp1vuXi++eL5xksXmgCMU9T5s/WHOHem9qx7jTFnTtecOS0661591r3K/bTgtBvfGLdTPLdTPCAGubpUuLlWnnapPO1S6e7Kc3cVnHbmuzoLXJ0Frs58FycdTg6VAMd37h23m83Wrsz2NzvbjGAbTcrQjYyytS20tSk0HiKl+9ymEDCQtTVLh9Ux8cjKkmlpwbC0+PspiAbMQfuAzKiHMDOlgMwoRz83eoFsZppnDMgsH9h/fcRhhh3WBzAxJZiaEsxM/hqcmQnO9CTe9CTe9CRWh9He6n1OYoCfmpzAmJxEmpxEmpzMBBZSm5xE6vRmkm1qkmUKSOufGWb/OMKJDNOT6SYnEKYn00EnMkEnMkAn0sxOpJiaJJmZJIBM4kCmUDMTsKVllItL/K1bmKDAEjSqQ8Cf+/x5fXbu+7J4b1m+tyzbW5HtiRV7y7KfS+Lt+aWN5UXN8sLq8rRsbnz+2+CXie6Bnta21tLSWjqtIQ/fkot5n5vdm5c9nJ89RUr/QkJ8IyZ9JSR8w8VNYWKHMsGfE0M6IN5tcJ9eRMQwBjqMNXSIQAwMYaFHlBY/gosfxsYNonWnaH1IeH92XB8yrg8Z15sV25sZ15MR15kKb48HN0PC6sKDqoP9q4MDRSFB1cGB1UFB1UFBVYHBQv8goW8wzyuw7JVf6XOfoqfehY9f0++/JD94QbrzBH/rCebGI/SNx+hbz9B3XqDueGHu+WIeRxJexeK9MlHeuDTPvJjnTPCTgpBH/ID7ld73arzu1r2+2/z6Xovn/RbPe+88777zuNfhca/D8/57zwcdng/aXz9s93rU5v243ftJh/eTDp/HHX5P3hsDuA0g8PmnoBedQS86Q190hb3sDnnVGfJKF+MM+9UAn+mUph/br1famIGjStNZLWwMGN6fYCS2/dAG+ZoGnUbAZtJhM2mw6VTYdCrsGyJ2+hDpcTMZgN7iZzPiZzPjZ7Pip5EJ04b5/fsr1hKmMYkzmKQZbNI0NnkOlzyHSTkGXNqCMcCs5Jz0xZz0hZz0RVLGEiljKTdzOS9rJS9rhYwU56GWdSCX8vXkoZby0ct6xGSMhIKVUrFSKlYKxDv9yGPFIVgkRUGu8hCsXCUTIE/JylOy8lQF+WqAwnx1MXm1KF9VmK8sIAPIC8hyVr4UeCikKIqoSoBShrKUqWSzFJwCJadAyWbJ2SwZmyXjFirLilUVpWoeW81jqyvZ6spSFfDMY6t5HDWfuyooWxNwtQLuurBsQzdzq3JLVLlVy9/Rn9v9qBPu1Al36qu2gcDXUL1VX70JsD8Esma9uW6jmqeEg//4qvV//iPd9VSBu5vozOk6d7f606dqT5+qcXPdL9C5uVYBnHIR6n2zj4sT39mRZ4yLE9/Vme/qzHN1qXR1qQBwcSo3xtmRC+DkyHXR4+xQ5mxfZnzb99DuUFubYjujnnLD0Kajt52AlTR/0z5uzbKxZlhbMays6FZWNCsrKoChm+5vOTzV/sCU+tw/xHjny35sOvjtX2BqSjQxJRhjako0A+HNQNhDmIKwh9eS6THVlwH/GmN1mZli9hPYPqiDH2aZmmSBTDIAdA4DOJluZpJhejLd7ATC7J+pABYn0ixOpFmcSAEA/TMJ9M9E0IkES5NES9M4C9MYkCnU3CwaZBZhbh5sYxN++WpSaHgxmdLZ0ioZHduZXfi1LNmTyPbE0j2x4rtYsSNRboqVa2KlWiJVrqzIl1fEiwvLc9/mZiampoaGBj90vK8T1TDyhWRCfT66OR/VQUH1UrKHyFmTpIxxIuILPmESEzuJhY+hYAPpUT1JwZ2xfp1Jgf2ZkYDShrDQYRx8EAPTzQ3BQAYx0CEMfAizf3ENqEAOYeADaHh/NqwnC9KTCQbmhvRkwHsy4L2ZcT3pcR+ToO9iIhsig2rDAkUhAVVBAdXBgXqlBVcHhQn9QwClcV/6lTzxKnz0mn7vJenaI/Tle5kXbiHO3kxxv5HkfiP57O20C/cR155l3/FEPQrDvoDiXiNQ3pg0TxLsGS3yMT3wUYXf/bLXd4Wv79a8vtviea/F417zqztvPO6+e3W3/eWdNo97HZ73OzwftHs+aPN88O71wzavx+1ej9u9H7f7PGr3fdzh+7jD51G7XmwfDlkt+Hln6Iuu4Jefgl92hrzqPmA1r54DtUcgqPmPQPxHYIFAShs/qrT9Mf/GK2kOKi05aioF/CUNOp0GnUZApxGwmTT4TCrsWxpcT8wxekPEfk2P/ZoVd4zS0AnTqPhv6IQZbOIMLnEanzSHT5rDJh8DIXXhKIala4DSAKsBYsvVz/7PRa4AnsvLWsnLXt5XXbY4Hy0lo+UAVJSchlbSsQo6TsHAKY/CwquOwiCoGEQVI0dNz1ExctTGMIlqVo6KRVIydMiNYeYqWXmqfQuS1YUUVRFVVURVF9GUACV0VSlDXcpQsVkqToGaW6jmFKi4hWpuoZpbqCorWi0vXq0oXqss0QJ37wxTUYDBKECHC0B1xa6ockdUuS2q3BJVbooqN6oq1nVUaqsqNdU8Ta1Ay+PIIRF/rLT/9z9SHZ3oLk58V+cqF8dqF8cqF0ehISEdNdYhnBwqHe0rDuHkUO7suO8tZ8ffj2WyK3WyY+vhOB7Zf62TmXWprXWpjVXh/h1ePTZWhUdPmIANZ38zXVAnMyBR/anG/u1KM96fYshVJiY5Rt7K/c3OM0B7x2Wv/9+Ulm1qkm1mijIzRemVlml2MkNvtSzTE5kgkyyQSRbIJMPcNBNkkmFukm5uggCwOJFmcSLV4kSK+Ylk0D+TQf9MNPtHPOhEvMXJeIuTcJAJ1AIEtbWBnXFPefAQHx3Np9D6375bnZraW17Zk8j2xLI9sWxPIvslkf0SK3bF8i2xXCtWrIqVKolMsbIiW1xamp+bn/nydXxoqP/Tx/cNtQ3lHH4+vhiFYCVD2Gmw1pz0PipqiJw1QUoHlDaBjhnNhgxnQQbSo/pSQnuSgnoRYcPZ4CE0ZAijC2QD6H2lDWCgQxj4IAZqdH0N8BlsAA3vQ0I/Z0R/zojuRoC7EeDP6bBuBKwnI7YrLaYtLqoxKqg2zF8UElAd7G9QWlVQUFVgUFVgGN83qPK1P/v5a9b9F+QbjwgX72SdvpbieAFm4xZh5hBiYh/4Tzu/f9j6/dM+1Nwt/uxd5C2P7IehmOdgvFc6PoCI9KfEejCjnjACHpQFPCj3uV/tda/m9d1mz3vNHveaPe6+fXXnzau77a/utnvc6/C43+75oP31wzYAY6UZrOa7H9o+/E5pwS+7AKsZUtqhwuO+0gJGAasdh27pWozR4tBDVksBfwFS2m+VdrzVvqbHfs2M/ZYVdziioeK/oROm/51Ky9hXGmC1Y5WWj17JR0nIqOOUhv3XlEYnqGhEFY2gpBpBIygZBBWDoGQQFXSigkqQU4lSA7QcmV5sCgBWnpKVr2DlKwrIygKyYj/J0ZRFNGUxXVHKULBZSk6Bis1SAHAKlNwCNbdQXVakqSjWGi6V667iAed5RhO/hGVbwrJNYfmGsHxdWK49uHFtVVi+Wl25Wl4qjQ794/YQY6W5Oon+TUqr+DullTjYlzjYsx3tdT5ztC0FODBU8MD8XMMx1QFsjpsi+N9QGvVIbfD/nNJAoFx99vo3Kg1tBkL/jdLM/khpxmI7ojTdh3oMVkOancwCmWSZmyLNTVD7mCKBRg8LU4S5Saq5SbK5SbKlSaLFyQSLkwkWJ+MtTeItTWItTsZYmoGtzSG21tEuTrDrVxHeXvkIRG0Zd7jzk/Lb1+9LS3sS6Z5U9ksq/SWV7Uhl2wq5ViHXyOQquVypkCsUCrlCKZfKxcvixYX5b9PfJibHhvo/f3r/trm5urKsgEJOT4J5v4h8dAMb7tOYk9HLxPVRssdz0seJiEl80hgmbiwbNpwFHsyI6EsL600N7cuKHEJDDC0h/WhIHxrahwbrlQYZNJQfdUVIOKC0QTSsNyu6Oz2qOz3KoLQuBLQzDfYpBfouNqIhMkgU4isM9BcE+AoC/AQB/kCjI9fTu/TF6+JnHqx7T/Kv3iGcv4E6fSXd8VyCpQv0pG3If5r7/T8nvf/vE17/1wmf/wEK+Id9hIV7vPsd5I2XqEch2BdRRL8UanRuUUpFXnw1IoQT7VEW+qzU/xHP5wHf636t173613frX99t8rzT5HGv2eNei8f9tx7333o+ePf64dvXj96+fvTW6/E7QGlGGnvv/+QDUHsMeGZIaZ1A7TH45d8o7eAK7CGw3xDEfwQKiE3PnyhNf6I2lRL95WhKS4NP/7nSDIuw992WMI1OmMEkTmOSpgF7YY7jUOERgJi2SExbzEEs5SCWSOkrALkZ4txM8b7GjCAjxWSkmIKSUFASSraEipJSUXJjaGglDaOkY1VHYeDUR6HjlX8Ng6DSQVQA0IkKGlFhiG46q+UZfHZQaVR1MU1dQlcV05QldBWbpS5lKNnMVTZzlc1c47A0HJaGW6AtK1zXDwAzvma+ySvd4rN39LltU8Dd5HM2BNx1IzYF3A3dHtGKtfJSaVTIv6C0FAdHmosTz9VJ6OpU7eIodHEUuDgBJUSes2Olk0OFk0OFk2PlsTgfD9CFUebsWKZX2sFWC4cSB4cSoOHC0U6Hg22pg+3xN6j0YtMdaBljo7sCdQBLK5alFUu/sut3APVGmm5xl+4Cr0FpdP31KaoBy4Mcu9bL3Jxsbk7Wd6v/ARb5OszzQeb5IPM8M5Dx6VcOsHv6d5iZ5ZiZEY6ANwPh9OEMbQrCmIKwpiCsqRnmILpV1CCzP+KI21BG9Ua0mamR0sxQACAzlLkZytwMBTLNBpmgAMxN0eam2eamSHPTDAtThIVJqvnJRNDJBEuTBEvTBEvTOEvTWEsTuKUJxBoEc7aPuXIh49ULcgxMmJ//ubZmvqd3Y3b2l0SyJ5PtSWW/pPKfEtkPqfS7VLYtlW3J5Vq5XCOTq+UKtUKhlCvkUrlULFlaWJydmZmcnBwe6O/+2PGmoUZYwsxHpsaGvXp8/4yz7/Uz5Njw9yxCXwGhh4wczUGMExFThOQJbMI4Cg4obSA9YiA9YhAFPqg0cB8aapTS9GLbVxpMl+RQ0J6s6O70yE5EZHd6dBciuhsB6UyDfEqFfkgCt8VFtUDCasL8+X7elb5e5d6v2R4vmY8e5d++g796HXPhKubCVdzZK7izV3DnrmHPXsO4X80+dQXhcC7O2jXW2hVq6QKzdkt0vpR+9k7mxYfI689x973RT0Pwr6JzAxGlicxmals7d7KhYJSB6kHCmmIC6kJfCXyfCL0fVr++V/36bt3ru/We95o87zV53G/1uN/q+eCN58PW14/eeD1+6/3knffjdp/HHfpA9ingaWfgs87AZ506jT3/FAREtJddwa8APgW/6gx+1RXioVNa+Ou+cK/eCO/eSJ+DVvMbjPYbhPgPA0ADRqCBI7DAUXjwGDx4DB48GhM8EhMyGhsyFhs6Fm84TouYSIqaTNJXHZOj94MaAjZjpLRpBPybjpjp9LgZAL3SvqXHfjMo7ZDVshO+oROm0YnTmKQZvdJmjztLmz/IAh6xQEhbICIWiYjFnPQlAFL6MilzJTdzJTcLYDk3a1mvNHE+UpyPlJBREjJKQkFJKSgZBSUHOKi0o6gYuGPQqYvwN0qjE1R0ooJuZDVGjoJJUjJJClaukpULnMMpC/YP3hQFZEUhWamrRtKUxTRVCV1VylCWMlSlDDWbscpmrnGYGg5Ly2FpuQVabsE6ILaywvXyovXK4o3KYoPVNvnsTaOBKcYAStMKytaEFZqykn9Jaf8z2d6B7OxY4eLEd3EUujgBx2PlLk6Vzo5A/RBY4Fl2LIZ3jHFxqjD6da6zI8fRsfQo+qxWoh/CVHJsRDNW2qGbVb8D2Gb511hZ0X4Ty2iWlgwrKyaQ4QxD360t6bodmHp+s8oLWGJ5TIA7PtVZ7mNmkW9mkWdmkQsyJ4FABqXlgEAkEIgEAhGPohPYsQBKMwjsSCnS8CboT8GBzLBGVkMDacwAyAwNMsOAzDAgUDYIhNJhhgaZYYHfBX7d3AxnYYaxMEVamKZbmqZanky2OBlvfjLO0jTWyizGCgSxtYA42sDcXWPv3sgODSrEZL8V8KY6PynHJ3YWFvdWxHty5Z5CuSdT7EnkPySKHYlsSyLdkMjWpfJ1qVwjka2tSFUSuVqqUElkMolUIhbPLy5OT02ODPR3t7e11Ij4xYX01ETo88e3rrvZP7l6Nj3UqyYf1VtO7y0kdJGzRknpYzmICULSOC5+HAUfQYKHMqOGs6JGkOAhNMSgtH5sdB8GDES0QwwaBzUstB8F7UWCP2dGdiLCOxHhn1LDOxGR3QhwZxr4Yyr0QwqkIwH8BhZRHxEoCPCu8PHker4qePqEdPMm9vIV9KUrmAtXsRev5V65zbj9qODe08L7zwvvv2DcfpZ/9SHhyj3Clfu4K/cJ1x6Rbr/Iv+dJfuiT+8Sf8jKY8CqM5AUmh6SXpTE/lHR8bV+Z617tfaNo4X0rJQ/h09riw2tCPXh+Tyr8HlX7Pqz2fdTo87DR+1Gz16Nmr8fNXk9avJ+2+j575/uszffpB/9nHwOedQU86w589jnoeU/Q856gF93BL7qDX3YFv+wMfvkJCGTBngBdIZ7doa+7Q716wrz6wrx6w737w336I3z6I3z7In37DFaL8h+IDhiEBA7rCBqGBo/AQkbhoWPw0LGY0LG4sNH4sPH4sIl4/d21xIiphKjJxOipxOipJH1EMygtfV9pM2nwmXT4N6DFPyN2X2kGMuJmjJVmsJqhBxKTOItJmtUpLWUGmzp7CFza3CHwiHk8Yh6fPo9PnydkLBAyFnMyFkkZS8DFgJysZVLWMilrkZQFtI2I87IkuUhJXjawuVSaj5IZQ8mWUbJlVJSchlYA5cdDHC1F0nFKOl5JwyupBCUNr/id0uhEFZWgpBLkVILckNWYOQr93m1D74mqIHe/wcRwwAYAKA04XdNFNIaWw9RyWOsA+qnN2vKi9cqiDQBe8Sa/ZItfusHXlSI3D80A0xtuXVCmFZZr/zWl/cd/ptg7UlycKl0PKs3ZseJYXf0Jf6s0Jye2kdIAhx3T+nGEomNrj8dVIxl/i7U13cqKamVlvILZwP7Epv/dSrOwohiUBtIpTRfg9CYj6UuUOUcBgYggEOF4zAmgQ4dqZriD4A0vm4MIFiDi32BOtAARjMAbMDcDPiGagwjmILyFGc4ChLME4SxAOAszvIUZwcKMqANEtAQRLUFYS7NsK7MMK7NUK9NkK7M4K7M4G3O4rQXM2T7m2qVMr5e05LgaBnWwqWGlv29zZvrX0tLe8sreimRPLP0lk/+SK37JFN8lsm2JfEMqX5fJtTK5RibXyORrUvnqilQpliklMoVEIpNKpMvLC7MzX8dGBrs+va+p5lPzSbEw8JOHty+edX1x+0oqJFRAwX+uYo/Wcvs5lE4Kejg3ayw3a5yQPIZLGEPDR1HQ4WzwaDZkDAUdQoOH0GCD0vox0X2Y6D4suA97QGyDB4D2o6A9yOiujIhPiPCPaeEfUsM+pkV0pYO7EJBPqdCPyZCOhOgWaFhteEBVgE+ltyfH42Xxi+cFT56yHj8tfPq85KlHyVMP7jPPypfe/Fc+/Je+/Jd+ZU+8i++9pN1+Srn1mHL7Oe2eB/2BF+OxL+t5EMMjjPk6Is8rkuIPp0dmVKYzOtlt39oXlvtWp3u3xju1vW3at9WScuYXfFpXQkQL2Lcx3LM21LM5+FVT4MuWwFdvAl+9C/RoC/LoCPL4GOz5KRi4ef2qN/RVf+ir/jCPgTCPgTDPvvDX/RFefRFefRFevRFefZHe/eE+gLr6In37I/0GovwGo/yGovyGov2HowOGwQHD4MBhSOAwNGAY4j8EDRjSOSx4BBBYTNh4TNg4MIgkPnIqIXIqMRJIY1+TIr8kR30FSAJ/SQJ/SYZ8SdbLDOAYpcVMZ8RMZ8bOZMTqNWbU7pgZP5sVN42MnzbWGNDKj0qaQSfNYpJmMclz2JQ5bMo8Jm0WkzZ3CBxi/hCAzPAZCwQdi8TMpZzMJWLmEjFzkZCxmLPf4r+Sh5TkIaX6TdwGq+1DRknJKCkFLaOgZVSs/Cg0nOIoVLyCildQCUrdPXGCkkY4ojSCikZQ0vBy2u+VxiIpWCQlCxBbnpqVt8rKWy0krxWSVwspq4UUdTF1tYS2WkJfK6WvldLX2AwNm65lM4AlO+sc5gaHtckt2OQWrFcUbVYWbfGKATZ5xZvHKg14MMpt68Ly9bISaWTwH08P+Y//THF0oro684yVZhCSi1OFi1PFX+qtAnjnIMD9MMOJGgeoNDo66JTm7MR2cmIDPnOwZ/+BzA602v8tf6I0G2u6tTXNyopubc0wtOZbAcOcjLC1YuqwZtpYM22sGdZ6DhnOyHP/QtukpTXV0ppqYUUBANymP5bTnbdZWORZWORZWJAsLA9jbnGM58wtcoCXzS1yQOZ4PQSQOdEYc3OiuQXwco6VBem/g6V5npVFnpW5bmCVFQiAYG1OtALlWIFIVqBcAGvzPCsQydoCb2uJtbNC2VtlOlilO9gkO9okuTsn37mGD/Hn4FCfhJULvV1r0193F+d/LS/vSSR7UumeRLonlv2SyPdk8h8y+Q+ZfEsm35DKNTL5mky+akAqV4tlCqlcKZUpZVK5VCydn5ubGB/r6+5ubWxgUMmQyPB7t29evnjm8YPb2YnwChalu5Y//rZu6k31MK+wi04YyssezcueyEkdwyeNYWJG0bBRNHQMBR1DQYcx4CF09L7SsNF9mKheXHQvLtpYaQMH6cuG9CCjuzIjPyEiPqZFfEgL/5gW0ZUB6UyHdOoKj5FN4JCaMH+hvzfP27PMy5Pr6cHx8Cx77V3p7Sf0CaryCRJ5B4i8A2q8AkSvA4Sv/HjPfDgPPZh3ntFuPqbeek67/ZJ215P+0If1NJD5OpzpFZnnFUELhBdAMgVZjE8lrROtX+a6JN96NF97tVO93yc+f+9r22zmK9nUmdysUWRcdzK4KyakI9q/I8KvI8LvY4Tfp0i/zki/3ki/3ii/wWi/4WjfkWjf0WifMYjfOMRvHAJMzAoYAQD6O6DBY5CgUUjQKDR4DBY8Dg8Zh4dMxIROxoZN6Qifigubig+big+bjA+biIuY1E3Sivqim54Fnk6F6adEwmbTYTMZ8LkM+DwAMD0rI24+I24uI24+I3YuI2Y2I2Y2HT6TAZ/NjJ3Lip3PjJvP0IOMn0PGz6MSF1BJC9lJi9nJ+6BTljCpS5iUBUzKPCZlDp08i0qaweib9bEp89jUeVzqfms+Ln0en7F4CELW0u/QxbL9ZLack6W7wW3oe8xHHYhlZLScjFaQMXIyRkbGyICL22S0lPI7e/2mrqhrBtHlMCWVoKTgdb9CxyuBr3rkNJyMjpcziApmjvK4lAagYumVVpC/VgCMR6GsFlHXiqlrwHgU3cY4mraUBqyO2zDesFNeCChtm1e8/cdK2+Rz1gVl/1WlGQqPzo68P49oRgI7BkBpTo6GfhCdw/YTm0PpwY2Uf03xH1ut0M72mIM3Y+xsC+xsWba2hUa3pA8scQZwsC0xYG9Xog+UwPtFv+ev/mpjrG2LDmBTYGXD0h8QMg5gTbe2ph3CyopmaUU9gCXV0pJqdCchXw/5gEqtqFZWVOAPsbGi2Vj+DbZWNFtrqo0VxcaSZmNJPQjNxpJhbUG3AtEsQRQrc4o1iGJlRrYC5dlYkG0tKbYWVFsLmq0F3c6SYWdJtrPMt7MkONoQXOzwpxzR59ywt64QPZ4WxUEbyKTh2mrJQO/O7MwvycqeQranUu4pFHtyxZ5M/ksm/yGV70pl2zLZpkK+KZevy2QamXxVJl+TyTQymVYm08pkGilQeJSpZHKVTKpcWZJMf53p7x1of/OuiFkQHRF5+/qNq+cvvHr+JDEOxmHkva3hjba3zPd0LHW//dpQ+bk4b4CMGiRnj+ciRonJY7i4UQx8FA0dQ8PGMLAhdLRBaQOY6H5MVB8mqg8TpddbdB8a3IcC9+8D7UdBe1GQnmxwV2b0p/TIj2kRH9MiP6ZFfUJAPqaBPyaDOxKi3sZENEeH1Ib6VwX48H29eN5efF8fnq8v389fGBBcExBWFxDe6B/a4BfS4BNc5xVY9dK38ok394EH4/Yz2o0nlOvP8689I19/TrnjyXjsx/AMY7wOz/OOpAfHFMLS+UhyW6FooL57om107NP85OeViV71ZK9msnd7/POP/o6dthqNiL1cSP5KRA4g4jpjozogYW2QkA+QkE/QkF5oSB80eBgWPAILHIMFjsMDJ2OCJmOCJmOCJ2KCJ2KCx2OBC9FhE/Fhk7Hhk3ERU3HhX+LCv8RHfE2I/JYQ9S0xejoxejoZPGNMCmQmBTJjsJdhbH9G3CKwMhQgO2ExO2EZmPqISZJgk6W4FBk2TaIjVbI/CtJAmhSbJsUhZDgEMP5YSkBICelSfLqUkCEjZMqIWXJiljwHqchFKnKzZKRMSU7mSk6GDkL6MiFzhZi5kpOxQsoEejok+VkSg4eMOTQ95PAwEcBMevLR0jy0JB8tyceI8zHifKyEjJWRMXIyTk7BKyg4PXgFlaCkE5X0HAWVIGfkKBkkJSNHySSpjgIM4jKGSVLRSSo6SUUjKWkkBZUkpwEQZYwc+RGkNKKEliNlkGTMXDkzT87KU+jOz/KVhWSVgQKKjkKqWgdttYi+WsxQFzPUxYzVEqa2hKG6NXaxAAAgAElEQVQtZqyV0NdKaGul9DU2U1vKXGcXrLMLtGVF6xXFuv1wlSXaylItj63hsTWVHE0lV8sr0/DLtfxyLb9MKyjX8su0/HKtoFzLK1vjl6+Vla5EhPL/VGn/4z+SHBwpzo4VTo6Vzg4CZ0egxbEcuMj8b1GasyPHCUhmjqWODmxHB46zE9vZif2/T2lG53O/xcG+2MGhCFCsMYdWP+9fmzvC74ddsY89Ozz+QNGRY4y9Q6m9Q8nx/377wqPY2RYcj12B7qd2TDs7pq0tw9aW+buX7W0L7G1YdtZ/g4Mt086GcehDW11tVr8CxoJubUGzs6DbWdDtrWh6GA7WLEfrQmfbYmd7ppMd3d6K6GRNuHia+uQ+JyK4GZ3RX14i/9T+fWLk5+y3X+KlPbl0TyHbU8j2FPI9hXxPLt+TyX7KZN8l0i2pbFMmW5fJ1mUyjUy2JpOvymSA0nQfSmVryxIloDSJRD4/uzg6MvHpQ1dddW12BvLJg8eXzp1/8ehxYiwsn4Sv47G73zV+7X4vGf6sGOpcbKsd4NL6KahBKmo8DzFKShnHx41hY8ax8HEsfAwDM6Q0/SZrndL2+Y3SupHRXZnRnxCRH1LDP6ZFvU+N6EiO7EiKfJ8Y1RYX0QINbYoKrgv1FwX6Cf29Bb4+Aj9fYUBgVWBwdVBoXWBEfWBEo39oo39oo29wnVeg4LlP+UPP0jsvyNce5V6+T7zwgHjhQc7lRznXn5Hvvaa+CGa8Dqf6Q5ihsQXQtIqM3CZaRUdFy+faTz2to8Pvp0e7peM9qsmejYme7xM9e2Ndv4be//rQ8qOpar28UJ6H/Zqe0Bcf3R0b2QUP74OH98FChuEhI/CgMXjgOCxgPCZoMjZ4KjZkAiAudAKYXBUfPhkXPhkfORUf8RUgMWo6MXo6CTyTBJ5JgcwaSIXOpUL3h/RnxS9lxi9lxi1mxS/rloUmrCATVrKTVtCJy6jEZVSiGJMkwaXIdCCk+HQ5Pl1OSJfnZCiM94XmZqqA/WrA5P48pDI/W5WHVOYhlbrFoQeG969SMGoKRkXBKA2Q0fI8tDwPLSOj5RS0goZW0jEqOlZ1MNwcaR08DiZRbQwrRzcQkpmrYuaqWXlqVu4aK1dj4OAeAE0hWVOQv1ZE0RZRNIVkjfFabQNHt7gVU9eLaDoKaRoWRc2irBZQgFLhPvqDMeUhCimqIqoaoIS2aqCIrqOYsaZHU8LSlBboKGFqSwvWSwvW2ax1DmudzdSyDZ8UaLhF2vIija6hv1RTWarhsdd47LUKjqaSq+GVa/h6BBVao4c1QaWmjL0SEcb7U6X9z/+V6uRMc3XRpTRAaY4O5Y4OZU4H7eXqzDuWoyZzdRacchEC6G5bOxsGJ/KAW9iGASLGTSi/W+6l51h/HPOmXsmHX9bf9QY0DDxXHrwkDtwfr3R2LHd15rs6C9ycdJwC7o//5X/ciPI/xMm53NGJawAQ2yGt6lyry7WHrkOUGiXgY/hbtdvZFtnbFjrYFvwteo0x7axZdtaFgM/sLVkAdhZMAw7WLEebAkcbph6Wo02Bsw3DxZbhZJvjYp9z+Rzx1dPS1KR2bunch7btyfG9xfm9leU9sWRPKtuTK/aUqj2F6rtCtatQryvU63KVVq7UyhRaqVwjlWtkMg2Qz+TyNYVcK5drZbL98qNUqhZL5BKJXLwiXppf/jb5rbfr89vmN2xWMTwK8ujWnad378PCovLwOE5RQWtdVc/7t1/7PkrG+9Xj/XPtjR2F+R/zUZ+p2OH8rOHc9FFi0gghbhgHG8XBx3DwcRx0HAcdwUUP46KH8dGD2GijscXRA5hoI5lBAJn1oiA9SGh3FrgzI+oTIup9asT71IiOlPD3iRFt8WHv4sLfwkNbIUFNUYF1Yb5VAV5VAV5Cf+/qAD9RYIAoIEgUEFIfGNYQGFbvF1LrHVj3OqDGI6D8kUfhjSe0i/dJF+7gz9zAnL6Fdb+DO/eAcOUp6far/OcBNK/QfH8wNSSGDklhp+GqiMw6enlrqaijpmOgbXC4e3qke26sRzzerxgfWJ0Y2JkY2B3t2xvp3ev99Ott41YlW0IlfUWm9qTEfo4Hf4yL+BwT/hkW2gsL7YeFDsJChuGhI0AHByxkNCZ0LDZsPC78sNISIr/9vdLgi+mxSwalIROWjXwmRiVLUMkrqKQVbLIUyGe4FBk+VY5Lk+MRSjxCSUhXEDOVpAw1QG7mKrAF26A0oxVrq/notXz0qvE+GgpWQ8WuUrBqCk5FxapoWBUFo6RhVTSsiopV0rAqOk5Nx6sZhFUAJnHNiFUm0TC2+AAMkoqZq2KSVlm5mv3NopSNQupGEW2ziLZZRFsvpm8U0zdK6BsltHXdOH/aFoe5y2HuclnfOcxdNmOHTd9hM7YMGO/LPrg4+zAcPeyCjRKmpoSpBShlatkGGJpS+lopQ30QVSlDyWGtAV343EItt3CNW7hWVqQpK1rnGijWAJSVaA9h+BG3SMMtXOMWrwKUFa+Wl6grS1cB+BytgLsuKFsXVGgFFRpBxZqQtyaoVPPLVbqvFWohb7WKt1ojWOVxV8ARf5zS/nEi/ZQb0/101elT1adP1QATQ9xPV+mpPuOu4/y5ugvn6i+cqzPm3BndqEaAs+6is+6ic2dqL5zTTcy6cL7mwvmaC+dE+ofaC+fqLpyvOX+u+vw50bmzxn/X3yI4xGk3/u9ePu0mPO0mOITbKb7bKb67m/C0m/6FU1UAbq5Cw/PpU0K3UwI3V6Gbq/C0q/C0q9DdRXjaFfiQf8qVf8rlKDxXF73tXHiGsSl/i7NLhZNzuQ6nMkBsxlnQyZHr6MB1dOA6OrIdHdm6ZwfjD0sdHP7PKc3Wimlrta80B6sCB6sCByuWvSXTzoJhZ8Gwt2TYW9IcbRiOtjQnW6qTLcXJjuLiQD9/uuDW1TKPZ9UxkG5q3nSdaL2v59fUxN7s9N7S4p5EvCeX/5LLf8mVvxTKX0rVT4VqV6HaAZSmUK8r1BsK1YZcoZUptDK5RiHXKBRrCoVGoVxXKLQKuVahWJMDx2ky9YpYtrS4Mjc7/2V8aqBnoP1tW2NtAyUnL8TX/9m9+6E+/ui0zGIGXVDGed9aP9jVMTPULZsaWp0amm5rqMtF1WcmdOajR8jZQ7kZozkpo8SEUULsGD5mHA+fwEMn8NBxAniMAB4hRA/jooew4GEcZBgHGcKCB/WTHvvR4L5sSD8KYqS06M6MqI+IqPcpER0p4e1JYR2J4e/iQt/Ag1uhQS3ggMZI/7owX1GQjyjIRxToJwr0B5RWExhSFxBS6xdS5xNY6xVQ4+kveO5devcZ/fL9vHO3CWduYN2vY07fwp29i7/wiHD1Ken2q/wXgTSvsHy/aEownAZJKUpGsbNyuDiakFzaUFb/vu7D5/bRwc7p0d7lsX7Z+IByfHBjYnBzbOD72MD3scEfQ30/uj/8bGv5UcNfLWVJiOjxrKThFFhvbNRneEQPPLwPHjYADxuAhw3DQ4dhoSMxYaOxYWNx4ePx4RPxkZPxkVMJkV8N9cbE6G9J4GlAaYDJUqFzabCFNPg8ImYeAV/MiFs6NqVlJ4lRyWJU8go6WYxNlmL0VtMrTYFHKPA6pal0PstazUWqSUh1DlJ1RGaafIw2H6PJN9oXSsVqaNhVKk5NxatpeDUNp6JhVXS8eh9AZsQ1JnHtoNI0TOIqk3iMz1i5Gv2Zkz5yUdaLqRvFtI1i+mYJY7uEsV3M2DQorZS+UUrfYtN32IwdNnOHzdzhsHZ1MHc5zG0ua4fL2uGwto9RF+sYpZUVbnMKNjkFm9zCLW7RJrdos6x4s6xkq6xkq7x4q6J4q6J4q7xoq7xos7xos7zI6N5YyUZlyXplsZZXusnXXR3b0Q/+2ORxtnncHT1bAHzuNr9sW1i+I6zYEVbsCCp2BOXbgvJtftk2n7Mp4G4JynUIyzeF5RtVFZtVlZvVlVs1vO1a/k6NYLumarumaksk3BAJ12uq1kVCrUioFQnXRcL12qr1+uqNBtG6sFIKjfrjfWlm5qhz50svX2y8fLHp8sXWyxebr1xqvnIJWNHZfPli05VLLVcvt17Tr0A7NMXYeAC/0Tjj5quXG69ebrx2tena1aZrV5quX268drnh2qW6a5carl1quHap7srF2isX669crL90of7iX2LQ5yU9F87Wnj9be+5MzfmztefPiQAunKs9f7b2/Nm6c2eO56x7LTCnH5iMDIyjPOsuOnO6+sxpobsb/8zp6jOnq87oZakbR+nGO+XGA57dTvGMJ1UaOOVaaTy78i84xmoH0t6h8cqHy7xOR3B2Yjs7lTg6FgM4OBQ5OBQ52hc72Zc42hb/ASWOtqUONsUONkV/i511oZ11IbA7zc66wN6KZW/JsLdi2lsx9muM1hR7a7KjDcHFPsfVEevmjHF3yzx/PuveXWI0mEfK66mpn+vpX/86/X1FvKdQ7ilUvxTqX0r1T5X6p1y5o1DtKtU7CvWWQr2pVK0rlVqValOp3FAq1gEUCo3coC7FGoBcsSaTrypkqwrZqlyqlErkS8src3PzX6a+DPYNfGx/31JXXysQYjOyfF688n3pgYhLKMwj89klDVX8/s72sf6u+bEB2dcx9fT4l7bGotTYvACvRiRiIB/bn4saJmUNE9OG8UkjBNgoETJOjB4nRo8SIkbx4SP48BFc5AguegQLBs7YBtHRA2hIP1oX1Pqyo3tRkB4U+DMyuisz6lN65Ie0iI6U8I7k8PaksLfxoa0xQa2wwBZIQHO0X0OEb12Yd22IX02wb02wb02wX02Qf01gYE1AkMgvSOQXVOPrX+XlK3zlU/7Us+jeU+rVeznnb+LO3sC4X8e638advYe7+Ah//WnuPQ/q6zC6TyQ5CEoNi6VCklmJyAIErhBJ5OApFTR2A7fmXePHro7B/p6vwwOzY0PzoyNLE2PisTHp2JhsdFw5OrY6NrY+PrYzPLTV1al92yoT8uaZtGF09qeUpLaE2HcxkHZ4dFts5Cd4RCc8rDcmfCAmbCg2fDg2fDguYjw+ciI+ciIhahLYFJoQ9cWwBTsFMp0CmU2FzqdC59Ngc2mwuTT4nGHndWbcYlb8Ulb8EjJhOSt+CbBadtIyKlmMTpGiUiSYVBkmVYZLA5Qm19Ue9YXHHF04WyVmqYlIVQ5SlZut81ku5gB52LU87BoFq6HitYYV2FTCKhWvpuBUwNZQKkG3OPTQXmwGUcvI0TJJ60yS9vBebKB+mKdh5K8yyUAPhb5gSFsvomuLGdoiuqaIrjGkNJ3YmFvGlLK2S1nbbNY2p2CHrYdTsM35y0DGKdzkFG5wCje4RZv6LLVeVrzBLVovK96oYG8ZqGRv8Uq3eKWbBzZrl27w2ZsC9qaAvS5kbwjZG3zOFrChTVC2LSjfEZRvCyu2qyt2qit2qnUP21Xl27qx/bzdav5uNX+3ir9bzd8VCXZrBLu1wu/GO7XrRd/rRbodpMBzvWi3vmarvmaroXa7oXazoXazsW6rsW6rse5HU933ljpgec22iK+IgVT/qdIsrLCXLpddv9p649rbG9fajw7gB0wGLJoxBnjtxrV3N/XsL5251nr9WrOelutXm29ebblxpfn65cbrl5uuX266frnx6qWGq5car15qNOya+R0XLzQAXD7fcPl8w+Vz9RfP1Z8/V3f+bN2Fc/Xnz9UCXDhff+Fcw/mzDefP1p87cwxn3euOAxi7XH3mdBUQMYFn99MCdzeBu5vg9GnBaf2z7hN92juKfnGagb8x3CnXylMu/N9VMg/57NgSq5Mj28mpxMGh2MGh2MG+2MG+yMG+yNG+xMm+1NG25M/415RmZ11oZ11ga8Wyt2LYW9IdrBkO1gxHa5qDNcXRmuJom+9om+tkh3FxwJw+lX31MvH5cyYYIiKR+ppbFSNjv+aX9sSyPZliT6HaU6p/qVZ/qlZ/qld/qFa/K1TbCvW2QrWlUG0q1RtKpVap1CgV6/L91g+tTLYmla1KpWqpbFUiU0tkarFMLZGqJRKVTKKSSVRSsUKyIltcWJr+MjM6NPr5Q9ebhuY6gbCylJ0EhXs9fQYLDSNjcZWFxbW8itY60UBXx3h/1/z4oPTr+OrM1NeON4ykGMTTh2Xx8E4iqjcXM0hCDuWkD+GTR4gxo0TYOBE8TojW+QwfPoKLHMZGDWOiB1FRg6joQVT0wIGDNHAvCvI5O7obGWWstPaksLbE0DdxIS3wwBZoQBPYrzHapyHSpz7cuy7Mvy7Ury7Ury7UvzbEvzYooCYgUOQfIPILqPbxE3h6Vz5/zX70ouDuE+q1+6QLtwjnbuLP3MSduYs/d59w6UnOzef5D7zo3hEMfzAlBE4Lj6dAkunxmYwUFDMdV4zOLc1lCQsqGqta2ps/dX8cHuj9Mjo0Ozo6Pz6+NDYuHh0Xj03IRsflo+PKsXHt2Pj62Nju6MjOQP+PjvY1gWCpgPklBz+YhficGNsRB/4QE/UBFtYFC/sMC++Hhw/EhA/GRozERozGRYzFR0zER0zFR0wlRH5JAk8ngaeT9UpLgcylQudToXOp0NlU6BwQ13RWi1/K0qNX2gqgNHSK9KDSFAal5WQocw4qjYBUEZGqHKQ6F7Wad0Rp+Zi1fOwaBbdGxWt0q0EJGhpRtwJbtwibsO8zuk5pGgZRwyBqmTnrBqUxDORqmHoY+auM/FVAaUUUbRFVpzSdz+jafZkBQY2xVco8xDabuc1h7bBZ22zWNpu1xWZtsYHspYdzEG7Rxj7F2rKS9fKSjfLSjbKS9bKS9YrSzQo2wFYle4vH3uKxN3nsjcrSdV7pOo+9AYQqIWejirNRxd2o4m7qB1bth7Cqyp0anoHdGh4woRF43jFWWo3we20VAKC07brqnXrRrh7AZ98bar431O401O401u001m031m01NWw1NWw11f9orv/eUr/bWr/zpmGnVqiMg/7xjEcrG/yVqxW3bry7daP99o33t66337zedutG+00jV9283nbretvNgwBiA34EcNMgvOtvblxv0XHtzfWrrTevtt682nrjSouOyy3XLjUDAInwLzDsBLhyoenKhabL5xsvnjMsVzOmEVi0dv5so2HFmjGHFq3pATJcjTGA2A6hz3BAxfIAbqcEOlyNOSbM/ZnSDqc04Fb7b84X2Yaqo6GW6GhXajxj7G/5LyjNzpppD8jMlu5oQ3O2oTrbkJ1sch2s8Y42WGeHzDNu6Nu3iGFhAjJlqLlVPjiyPbv4a0W2J1PuyVV7CtWeQv1Lof6pXP2uUu+oVrcVqk25cl2u2pAp12VyjVy+JpOppVKVVLIqFq+KV9Z0iFfFYvXKimplRbW0Il8SK5bE8uUV+fKyXLwsFy/LV5ZkywuShemFr+NfR3qHO9+9b66uE5VXsvIp4b7+/i9eoRKTuDS6iMNtrha2N9UPdHWMD3TPTQxLvk2qZ77NfHrPTE2Ku38vPzSkKSvtIwHdT0IPkbKGCKkjOQkjxJhxAmSMAB4lRBgrbQgNKA0MYGy1nmywTmkZkZ8Qke9TI9qTw9oSQ98lhLTGBjfDApsh/o1gv4Zon8Yon8ZI74YI/8aIgMbIgIbwgLpQ/7pg/9pAf5G/X5Wvj9Dbl+fpXf7Mo/Th84I7T+g3H1Gu3idfeZB/+QHp4iPS5Seka8/z7nhSH/vRfaNYQVBKKJwaGU+BptDiM+gpSEY6tjA7p4hI41KKqjjCxurmtredPd0jQ/1TwyPTYxNzY5NLo5NLY5Mro5Mro5MrY5PyiSnVxOT65NTmxMSPkZHvff07Hz9uNtQpOSVLeTmjWYjepLiP8KgP0IhPsIgeWHgvLLwPHjEYEzEUFzEaFzEWFz4ZFz5l1CTyLRk8nQyeSYbM7qc02AICvggENSOfLQOHavrjNMlfK82w5xpQWg5STUSqcrLVOdlqEmr1kM9yDYVH3Cqw4VoHcc04pR3x2RqDqDWKaDql0XP3YeTpYOavMclr+w0d1P2UpsNIaaX0jYMHZtsGdCVH5jaHuclmbZQWrLMLNzhGlBasG565B8+6ykvXjalgbwBUcrZ4+loin7PBY2v5nHVD03xV2Ua1HmBxGoCwYruqcqeqckdUuV3D267hbdfyd2v5u7X8HcODSPC9WvC9SvAdUBqQxuqqt+uqt2urtuqqt+tFO/Winbrq7Ybq3Ybq7/Wi7/U13xtqdhtqdxpqtxtqtxpqNxvrNxrrN5vqd5vrd1sbdt80bL9r3KmvUiVA/3hfmrUt/ur1yts3227f7Lh948PtGx23b7TfutF+y8hVRzEozTil7e8Lvfb2+rU316+9uX797fVrrdeutly/0nL9Ssu1Ky3XLjcbc/Vyy9XLrVcutQD8ZvuafvP1+UaAi+cagE03+n03gM8a9SnteI6Jbu77NcmD1Jw5LTpCtbtbtbtb1QGHnRIA3wIrrd1OGQc4ntupyoNUnHI1pvKUa+VxhcfDxUbdGh17zjE46COaQ7G9fRGAgx1QUSx2sPkj7K0L7a0L/gCmHoaDDcPJhupkS3W2J7vY57s5kNwciC52aBeHzCsXCS+e0aHg2ry83sYm+cjozsLSnly5p1zbU67tKTV7Ss2eSvNdubajWN1SqDcV6k2FekOm1OgGf0jUyyvK5WXl0pJicVG2uChfWlIsLSmXlhRLS8CzYmlRvrgon1+ULCxJF5akC4vShQXJ0oJkeVG6tCBZmFuZ+zY3Nfpl6PPgh9aOpqp6AacMm5Hp8/R5dGAQk0CsZnMaK3nv6mo/trYMdn+cGOyZnRiRTH9Rz83Mff5cnI2KvnM35eWrEii4PgPRSUD3k1ADxPQhYsIQIXaEAB0mQEYIkcP4CKOUFjWEjjzqs34UuAcF7kZGdWVFdqZHfEgL70gJa0sKfpcQ8iY+qBke0ATzb4T6N0L9GyB+jWDfJrBfU1RAc1RAc3RgY2RAXZhfbYhfTZBvlb+P0M+b7+1d+dqr7IVn6eOXRQ+eF9x7xrzzlHnnBePWc+qtF5RbLyl3XpMfeDOeB9L9owtC4NTwWDo4iRGfwUpBsRBYZia+IDuHhScX5zLLi8pEPFFr07uP7z/3fB7qH5wYHZ8enZwbm1oYm1oYm1ocm1oanxJPfJFMTCkmvyonv2jGJ7WjE5sjY7sDg9+7u76/faPhVaxQyWOZiK5Y6DtYVBss6gMk/D0svBsW+TkmvD82YjA2fDQ2fCwuYiI+YjIhaioh6kt85Jf4yK+JUUD5cSYVOpMKBTpEFtJjF4yVBpAZv5SVsJyduJKdLM5OEWeniAGxYdPkuDQ5DiHHIWRGVlMRM9U5Was5yFXAZwarAeSi13IxmjyslozVUHAaCm51v+qoLzwafEbPWaMbWY1OXKUTNIDVjFMaPVdDI63RSGv0XA09d42Rt8bM17LyNax8TSFZW0heL6KsF1GBxpD1Ivr6ocKjQWnGJjPIrKxgl8va4bL+ZaUBnRpHfVbB3qhgb1ayN3n6SVQ8tpbHNlbaZnXZhqh8U1S+afAZoDQAUeWWqHKrhrdtFNd2avnfa/nfRYLvIsFulWBHJNw1qjfuK61OtFVXvVVXvVVfvdOgi2s79TXbep9tNNZtNDVsNTdsNzXsNDfstDbsvm3cbWvara9SJ8Lq/jWl3bnVfvtG+63rHbeuH5DZvrd+r7Sj1chr13Rcvfrm2pWWa1daDu22Nqy3BnLYvrSO49IF3cI2wGeXzjZcPGZzW6O+5Fh37kzd0b1uhh8dOl0DAHa8/TXubqLTp6pPu1UZ+8wQzvb7RPYTWMUp1/JDuLqUGQGs3TGuNFb8RaXxN6PCiuzsCgBsbVkAdjYFdtYFdlZ/hK0Vy8aSaWPJ+EvoNpZ0W0uqHoqtJdnOMtfekmRvhXe0ITjbok87YW9fpQf5VeHRw1UC2aeP6xMTOwuLexLpnly1p1jdU6ztKVb35Gs/5Ws/FWtbMvWGTK2Vq7VylVam1EjkaolsbVmiXlxWLCwqFhYU8/Oy+XnpARbExt/OLoh1zK/Mza0szIsX58ULsytzM0vTUzMTwxMDXf0dzW2NwjpuQWEiFO795Fl6bDyvoLChkvemqvp9U1P327cjvd2TQ/2zk2Pi6S+qudnF/oHKnLyoe/fB9x8Q/fy4MfA3yPRuArKPgBjAxw8SYocI0CECZBh/UGnYqCFM5BAaMoiGGPusLzv6c3Z0V2ZkZ0bEp/SID6nh7ckh7ckh7xJCWuMCW2ICmuH+TbAAHRD/ZmhAKySoBRzYCglqigqoD/erDfUTBfkI/b0Ffl58H2+el1fFKy/uc8/SJ6+KH70qfviq+KFn0QMP1sPXjAdezEf+zGeBBR6hzEBIUXgcE5JUEp/JTsdxskmlqNwiNKkQk8vEkwtJ9LIirrBC2FTX9O7t+w8fP3f3jgyOfBmemB6dmh3/Oj/+dWH8y+L4l6XJb+LJb9LJb9LJr8qJL+qxqfWxyZ2xiR9j43ujY78+f/7e2qwp46zk505mIXpjoe+jQlujQjqiQt5DgrsgwZ8hQf2QoAFo8BAALGQUFjIKCx6HhYzHhk/FhU/GhU/EhU8lRH1LjP6aDJlOhc2mwWZToDNpMN01NePDtszEpcykJWTiSnaSGJ0ixaRIMSlSdIoEnSLGpEpwCBk2Ta4DIcOmy7DpMlymAp+lNABENxJqNQ+tJmNW8zEqA2SsmoxVkbFKACpeTSOojeuQFLzKkOfoOqsdUtqaPqJpDY0hRZSNIspGka7RcaOYvnE0pbEZm4d8Zqw0wGr/NaUdEpuBSjZwcrZhmK9oUJqQu1HFXQes9hdK01vNwG4t/4dIsCsS7FYLd3+jtK060WZt9UZd9WZ91XaDaAcIbfU1W0A+a6jbaKzfaGrYbmncbWrY/u8q7fbNtls32m5d//9oe++vNPO1//dvOec8z04U7MaSZDKZmb1n9/3s/ew9JZNmbKCiKPYuCgLSBAUREBsq9t57753eewfR9EwyOaNEkZQAACAASURBVD/cgFgyO/t71lnrtVj3fXPHmPnlNe/rc30+19Jf/njBZP/HSvvDH2Z//4fZ3/97pU3+/ncT3/52HODX+0S+/Xri268ApY197W4G8TL2jXuBbeRTXKouegqMQ/fvDQEVRS/37l5TXfzibv/dO/2e+HWponhNUfF29CWB8W5H86KjOi5xdeZOeFjbJ8YRNF4z8i2EHRLCBPBurw4OYoYEsoIDmJ8HIwhc92/wpwf504NA1GAQNcSfGgKqDgaRgv2wQTfRoYHFt4KLv7pbGvu4oYa8sTBrk0t+tto+uk4/up5/dD3/6Dz7xXH63nH6znH21nH2xn76ynH22uZ6ZXW+AGRmsbssNpfZemIwn+iNTq3eodXZNRqbWm3VaGwajUWtNqvVZpXarNSYVWqz+1ZlUmqMSo1RoTaoNEaV1qTRmNRqo1ppUMq1MpFcsC/YWd2eHZ0a7hpg19bBIUlJT5/RCcSRrq6pvv7FkdH1udmdlWXh/rb4cE8lEZtUSptGozsWDnJaET88Tv7rPysextBS4D3FxXN4zHo1Zqu6dJdSfFCdf1Cdd1iddUhGHJHTj8gZh6SMQ1LGPiF9n4DY9+l4BJS2iYVvYNLW0fA1VNoyEgYobakINl+QPJcPncmDTOdBJnMSJ3MSprITZnITZ3OTprMhMznJU1lJY+mQ0dTEkZSEIWjCACSuL+FZT9yz7pjYrqexvMfP2n6K4T542vYglvsgtvnH2KYf4zgPEjmPk5ti4RxoDje9hFuA7sdQhyis/hp2J5XVTmU1kxhMEp1Tw+Q2dnR39A8Ojk9MLswtrK+s7W7v8veP5YcC5bFYLZRqRTKtSK4VybUimV4kM4hkRqHMyJca+VKLQGoTSM744jO+8PUR/83m9qv5+ZP+Pl193VF52Rw8ZTwpfjAldhIWOwOLXYQ9W4LFrsBiN2DPNlJjt1Njd1Kf7abF7qYn7GUk7Gck7GUkHGRBj7OTj4GjHb3kpQoL0sT5qaKCNFFhuqQYISvJlpfkyH33ZVfkacpzVeW5yoo8FbpAA0Q9VL4WVaBBFWpQhZrKEr0XTKkBW2asQprw5WZCuYlUYSKhDKQKA7HCQEIZyCgjGW3wUl1poGLNVKy1Bmerwdlqqqw0vLWOeEInOOh4Rx3xhEFyMUjn9cl6qsub1di0F5eVxnjZVP+yqf7FeScI+00L63UL63Ur8zWX+bqN9baN9Rbo4Pf28XdwfuY1vgca+tsb3rQ1vOZyXrU1vmr3aQnhcs5vO5peAf2NHc2veC0vvXS2vurkXqCL+6q79VU30N/Y+qKH+9I76mWg4+1gx9sh3rsh3jvvVLOBznf9XW6AxTPP+tk5I73vh/reD/W9H+x/P9T/fqT/w0j/z0B7iKcC+fa8Ajn4anzo9fjIO4/SgKD2amL0tVtpY++mxt/NTvw8P/nzwuS70f7/o8LjX/+88Jc/Lv75j9e76j9Smtdn3/5+5pLGrrPaf6C03301flVpX305/NWXo199OeJrqatc8taXXwzcu9t/727/heWxO+6i4nVt+sCi1+WWxeiozqu7sCPdG65bL3Cr9VZ4yyV8TyoBji8BCAlqvIR7XvYlAuuDghiBgXUAAQH0gAB6ILguCMwIBDECQXW/AtiPDvajg/xrQX7UXyfgJjXgJjXAjxzgRw68SQ7yIwb7E4L80IE3KsKCin7/NTELPtDfbZSKfrFbPp6efHz+/OPL1x9fvP549vKj68UvJ2fvnWc/A0pznL1ynL2yu17bTl568pm70cNodukNTo3OrtbY/q3S1GqzV2nAhUptUKkMSrlWLlWLj8VHu0fri2uTg+N9bT3VmKr4R4/z4RmdnKaZoaGF0dGNmZndleXDzQ3Rwa70+EAlERtVKrtWa5EqlgZGkdDUxD//I/+fP+JiEznpGUNlxfO4ch+lAVktE1DaERmxT0g/JHl3p13oeNzCpW9i4RuV6WuotJUK2FJZykJJ8lIRbKEwxau0qdzEqdzEmdzE2TzIXH7ybG7SbG7KdHbyBAI6DoeMpUJGUiDuLdgJsb1x8b1xCT2xCZ1P4jsexfIeJ3Q8TuA+TGh5mNj0ENr0FNYcC2+A5nDTS7qRhMka9lR96yiztYfG4dE4LeT6eiKNTWG0NHA723v6+0dGxmYmppYAq23sCLYPxLtHskOBJ65JNSKZXiTTi2RGocwgkBsFMrNAZhVIXALJqUD8Wih5J5L8IhJ/PDz8uLz0c3+vhUIUZaXPpCZMJsVMQJ5MJT6egTyegzxagjxagj5ehT5egz5ehz5eT36ykfIUYCv12W5q7HZq7DY8fjc9YQ8evwuP30Uk7iMS99MT9jIS9jIhB1lJR9kpR9mwo5wUfn6q0L37LV1SABcWwIWF6eKiDM+xkBnSIoS0OEtanCUtyZadkyMvzVUg85Tl+aqKAmVloaoiX16RLwNAFchRhTJ0kQxTLMeWKLAlCmyJEleqwZVqqsq0VWUaYoWOjDYRKwwkLyg9GW2g4sy1VRYq3lpDsNYQrLVEO53sZJC9J4AAczhPmDUnzBon0DbSQD/l1D0HaKw731vdzHjZwngJbFDjMt+0sd8CtDe8bWO/aWO/bm142cZ51cZ53c553d74up3zurXhJZfzqs0ttpceq71sb3rOa3YrDeh4vCA5d9f+C2CeWQ/3pXeGGaA0AGBWZz/vbR/vbX/nudK8GvO9BpQ20v9haODD8MCHkf4PI/3vryoNYHzo9eTwm/GRd+Mj73yU9tqrtOnx9zPj72cn3y9MvV+c+nnsP1Katz3kL3+aBzoeryrq2o7HSy9cbJL0mmzy299NfPvbcZ9MNvntlS7H330z/rtvxn73zdhvvz7vYPyVUOVR1OCXXwze86xsAatZ55vDPmNL+KcPPemKvHV5+EDELd6t8I5b4e1XDjppCQ1pCglp9BIa0hQS0hAS0hASwrrEleOs6oODz/GdqX31gGMQiHrNYfxgMjiACAIT/cEEfxDBD4T3A+H9/QnAsfe/znVjYq4HdAMHuoED/wYH/g0u8De4oBuVwX7oMHBxRFDxX/9chCztm59RGXUfzs4+nj3/eHr20XX64ez5x7MXv5y9+HD6/J3r7K3r7K3r7OfTs/enz9+7zn52ul7bnC+t9hfA1mmjxWUwn5iMLoPeqdW6640edRnVaqNSY1ZqzEq1WaEyKTXnVlOp3VkNcJtcpVMpdHKpmn8g2F7bWZpeHO0f7eJ2ViHRSc8SCOWosZ7ehbGx1ampvcWlg/W1w61NEX9fKjqSKSRardJs0JrVmu3F5eqiiri/fZ/+9x9LH8fhE6HsjIx+ZPEyqXyTWrFLLdyhFOxRc/cp2QfViENy5iEx84AIPyTB9wnp+4T0PXzGXtX5hmtAaZuYjHU03Ks0gLnC5Ol8yHQ+ZKYAOlMAncv3JXk2JwkoP47DE8dSkwCrDUDiBiAJvQnx3fHxXXGJnc8SO55B22MgbTFJLU+hrTGwlrj05oQMNiyHm1M2gK+db2ibaeKNsLlddE47jdNCYTIpjAYaq7mxjdfROzAwNjY+NzW7sri4tb6+v7l9vLMv2j2SHfDlRyKFQKIWSjUCiVok04pkWoFUw5dp+DItX6bjS418qUkgdYrlp2LZK7HsnUT2USz5yBd8XF5829mhoZKPSwuWEClTSbEjkCcjiY/HEx9PxD+ejH88Hf9oIf7hcsKj9cRHG4mPNiEP15OebAJ6g8VspsZup8Xt+BouPWEvI3Ef4UNW0hEAkO2yk85P7neTJsiDC/LShQUZogKEuAAhLkSICzMlAEWZkuJMaTFCUpwp8lKSJS7LFpVli8pzJW7ypOV5Ul/nVRaq0AXKykJVZaGyslABgClWYoqVlaXqylI1plSNKdPgkFpcuQpXrsSXa4gVWgASSl9dqa/G6Kk4o5faKlNtlYmGt9CJ1jqSDeCiDl1sqquh9pRNdbGpJ+waJ4Dn7OCzRvppE8PVzDhpZjibGc6W+pNW1mlL/UmT9xY4U5h91tbwvJ3zoo3zos1zugewmbqz+YV3a5pvdOtufdHd+qqH+6a37W1v29vejne9HW/6Ot8Odr4b7HoHtPIPdL8d6H432PPeTe+7od6fh/reD/e5E9tw3/thIKv1/zw68LNXbO6S49DPY8M/j468Gx15Ozr6ZnT09fjY68nxN5PjbybH3s1MfJid+mV++sP81LvRfmdh1md3PAYGk37/h66//Gn2T3+c+9MfFv70h/lLHfxX9pxdZfpKf8ckYClAUV/dH/Z+fv3VyDeAtO4Pf31/+CuAL90dhl/eGwSS0727/V/c6buEtzn+dnQ3QHRUV1RkZ1RkZ2QELzKCF3mrI+LaHorw9lvh7eFhbVe5dEJHeFhbWCg3LKQ1NKQ1NLjFlxA3TRdpDAluCApiBwayfPHUABmX8MYp31DlBQyme+eoXTcarfrKUfokfxDBH1R10x8HcMMPe8MP6+dX5e+H/2zcszo/hf9NLOgGFnQD6/9fleD/xgT+BhN0Ex0KRkcGl/zt99RK1NDigtVo+Hjq+nh29vH07MPp2YfTs59dp+9On789ff7WdfbadfbadfbGdfb2xPXGdfrm5PSN4+Slzf7cZjuzWE9NFpfR7DKYTvR6p17vAJTmlZZGY9YAPvPhktIUaoMblU6l0EvFysPdo/Wl9bnx2ZHeYS6HW55fnJUC59TSZ4dGlsbHN2fnDpZXDjc3+LvbEtGxXCqUK2Vqjcqg05g12oP1rbpKYsL//gT7nx/zHjwrfxpHSoQ0ZSGmKovXKKgdavEOtXinOnevOuegOvOQnHlIyjwgpR+QgKCWvodH+CptuypjEwvfxKRfp7QkQGazhUlzhUnzBQDJc/nQ+fzkudzkmaykqQzoZDp0LC1pBAYZTk4cgMYPQBL6EhN6EhK64iCdcZCOWGhHbFJbbHLrs+TWZ6nN8fCmhIwGeH5nMXqUylpu7prj9ow2dnQxGtvrGltpDQ10dlN9U2tLZ1fnwODQxPjkwszc6srKztbW0e6+cP9QcsBXHAgURyKlQKLmS1THYqVAohZI1HyJ+liqPpaoj6UavtRwLDXwpXahzCmUnQmlL0XSdyLJe7Hkg1j08fjo4+rS+/5uO7NWgSreykiegjwZjn84GPtwNO7RRNzD2biHCwmPVhMfryc+Xoc8Wk96spH0ZD3pyXryk3VYzGbqs+3UZ9tpcTsAQGgD9JaRuJ+RuJ8JOciEHGZCD7OSjjKh7osLdUsYPyf1ODeNn5vGz4P76C1DVJAhKkSIizLERRniIoTQS3GmqCRLWJIlLM0WlWaLAL0hc8TIHDEyV4IEDOcZJVqeJ/MVXnmetLxAVlEgqyiUVxQqUEVKdLEMXSzDFitwpSpcqaqqTI0rVVWVqfDlany5yguhQk2sUJNQGnKlDgA475jigYo11OCMNTgjBWugYPUUrI6C1VFx+poqfS3eUIs31OKNNKKBTjLQSXo6SV9HNtRXGxnVxjqygVFtZFQbmVQzu9bKrrU20GwNNBuHbm+g2xvodg7dzqFbOXXWJoathekAJnl6BsSceDh1wzlrb3oObAzoaXvZ41mE6+l42ct73ct70+vZuNbX+aav601f5+u+zjf93W8Gut/2d78e7Hk72PNmuO/tcL+7oR9gdPDd6NC7keF3IyNvR0ffjo6+GRt9MzHydmLs7eTY++mJDzOTv8xNvZ+bfDfS958oDRSA/923vD/+HthbPfPtb69pOwR66IEejes476T/+v7o1/dH7385/OUXg/fuDty7O/CFJz/die69exuQU/8X7n73nru3u+/e7rnjW8SL5EVF8qIieJG3Oi4REd4GcCvcfV7GpVMwQn2i0lWCgznBQZ9DQ1BgQ2Ag+ypBgQ1Bl0fMMK8fbx1Iu4YA2q9PuPZOkwGBaq6bVU26PPAMRPQHVfmDcDf9sQA3/DA3/DB+/lj/z8cP63cT8yn8b2JANzHgG2jwDTToNyjwb1BBN1HB/shQcOlXd8sKc8ZWVkxa7Uer9ZcT5y+nrg8u19vTs9dnZ69Oz16enj0/PXtxevYSwHX6wnX64sT1HMDpOHPYTq0Wl9ns7svX6Rx63VWlWTQay2coTa9U6hRKnUKmEQlke1v7qwur0yNTg90DLBqzKDMXmV/c08KdHx1bnpzcnl84Wl072t4S7O9JJEK5XCJXK1RatVavNer0gv2jRioT+lNs7J+/T/8htvBxfNnTWCIU2lmQPVNVsV6N3KQgt6sLdsi5e+TMfXLWPilzn5SxD6yo4TP2LnY8uguPmLR1dOpKBWypLHmhBLpQkjxfnDRXCL3KfEHyfH7SQl7KfG7ybHbyTGbyNCJ5PD1pJDVxJBU6lAIZSIL0J0F6IImdCVBeArQjLqkjPpkbn9ISl9wUm8JJgHMgCE5mYR+aOM1qXeX1z3UMjLV29TS0drJb21ktLQ0tbc3t7R09Pb1Dw2NTEzNLM4vrq2t729vH+4fiQ77sUKA8FCiPhKpjsfJYrOSLVQKJmi9WCaTqY6n6WKrmyzR8mY4v0wlkZqHcIpTbhHKnUHYqlL4USV+LJR8lso9i8cfjo48bq28Geiw1pMOi7PmU+IH4J8Pxj0fiHk3GP5pNfLIEeboCebICfbwG+MxrtZSYTdizLSCoXbIaIDYgq2VCDgCZXUhsgNi8SoMLcuGCPLggP0NUCGQ1hLgQIS5C+Cgtw6204kyh22pZwjKP1co8SkPmSgClAbNDvdHNG+MqCuQVhfKKQiWqSIUqUqKKFJgiJbZYiS1R4EqV55QpvFQhlb56AwxHRGncnygNCaUBbgkVakKFilChJFQoiSgVEaUioVVElIqIUpIrlWSMkoxRVGOVFJyKWqUGqMVravEaGkFLI+roJH0dANlAJ5voZGMd2VBH1jGqdQyKvp6iZ1IN7FpzA83SQLdw6FYO3dJAB64tgPk49bZGpq2JZWtl27gNNm6DncuxtzY6uI3OtiZXW5Orvfm0vfm0o+WMxz3ltZ51tDzvaD3jcc86Wk87WlydXFd3x1kP73lv58u+rlf9PS/7e14O9L4a7H010P8aYHDg9dDga6BQOT78fnL0w9TYh+nxn6fH3g51O/IRn620G36Y+1+1/vbrsa/vj3395fhXXwLN7kCtz9sN+GsAR3Lcuzt07+4gcKDUndt9d6K7b0d1A7NmgAgVFcHzHmwYFQHkqo7IiI7IWx0Rt9o9rjqv6V0zAjS42Y17LprnMPtgTkgwJ9idlj5NADsAzLpMACsggHkZMBMMqj8HXA8GMwLA9QFgZkDAVYHRgVB1cVZ1zTWAa0Ag6q/i67Ars6pBRH8Q4RJ+IJwfCHMThLkJwtzwr7zhX3nTv9LPH+P/+fhV+n0a/5uVoJuV4Jso8E0U6EY5+GZ5sH95CKgkLKDox39Se9q1et1Hi+kXq/mt0/7uxPna5Xx5evL87BTg7Oz0+dnpi7PTF6enL05dL05PXrpOXrhxvnBaT61ml9l0YjI6TQanTmfX6dyLZyqVyVdpKrVZ5VWaz3KaWm1SqPQKlV6h0imUOrlcKxUr+Ufi3c295bnlyeGJPl4vnUwrzs6rxlaN9/YvjI2vTk/vLi3x1zf4O9uigwOxVCjzKs2gM+gNEoGkn9udFpf86A//TPrnk5xH8QUPn5U/ja1LTuouyJvDla6RURvk4k1SwTY5Z5eUs0fK3idl7pMQh0TEPiFjD4/YwyP2qjJ2qzJ2q9K3selbWPgmFr6OTlutSF0uT1ksTVosTVoogc4VXaO0ucLk+cLk+QLYXF7KXC5sLhc2kwWbQKSMpieNwKHDaZD+FEhfMqQ3CdIJgfISk9oTktoTkpoTUhrjUxriU1mQdFYSojG3dJRMX+T2rPeMzHePTHYMDLf1DrT19HG7O9u6ujq6u7r7+wdHRydmp+dW5pc219b2dnb4+4cSr9IOhcojkVtpfIlKIFELpOpjmYovU/Plar5cI1BoBXKDQG4Uyi0CuVUoswtlLqHsVCh9JZC8EorfisTvRIKf97Z/npl0drSoyFWb2RmT0LjexGeDkGdjkJgpaMwCNGYJ+mQF+mTlXGlPN2AxW16lAVbzVRo8ftcT1A4yoYdZ0COv2M6DGsyTz9KFAPmeiOZOaYhrUtq/VRoyR3ZtSvMqDVUERDQVuliJLlZiipSYIiWmWIEtUWJLlJ4lOjmuVIErVeBKlbgyVVWZqqpMhUeq8Uh1FVKNR6rx5QAafLmGUKEBLvBIIN4p8eVKfLmKUKEiodRElJqIUpErVeRKJblSQa5UkDHKaqyqGqumYNUUnIaC01BxWmqVrsYLXk/FG2rw+poqXS1eW0twQyfqGNXGeoqxnmJkUk1Mqsn3mlljYtaamTQTk2ZsoBkaaAYO3dhQZ2TXGdkMcwPDwqm3curPtdfEsjezHM1sW3ODrZlta2bbWhqsrRw7t9He1uRob3G2tzraWxwdrQ4e96Sj3cVrd/E6Tjt5rq5OV2/X876u5/3drwd6Xg/2vhzqezHa/7yba8pK7f9cpf33DdQX95ru3wP61Efu3R354s7wF3f7797uu3t74DNxn1DsPvO3NzqyKzqSFxXBi4rgRUZ0AL18EbfaIz1crPVxL/b1AV0SLSHBzZcIDmx0EwTMXnETGMg+H8IZwAoMYF/LNT4DAz6rvwQYzACDLgKmg8F1YBADDL4maV0c1FkLBtdemkzmBnSdqC7wifnU7inVBH8Q3hc/EP4mCHMTVAlwwx99wx/tB6r0B1X6+1eCQBh//8rPwc8P/Sn8b6JBN9HgmxUBfijwTWTAzbJg/9IQUOGdW8iCrIGdtVd280ez/oPD+vrE/sblfHnqPHt+cnbm8vL8zPUC4NT50suJ48WJ/bnT4rIYT0wGh1HvMOodOp3tUkTzRaU2K9VmhdqkUJlUPiiVeoVCK5drZXKNTKYRC+VH+8Lt9Z3F6cWxgdGu1s4aAhVdXNpYx5gdGl0Ym1ifnd1fWRFsbAp2dkT7+2KpUOpRmsag0+kMUrF8engyG4Z48Lv/jfvbT+kPYnN/elb44Cnm4WNGcspQce4CHrVKLF0nFW+R83dIebuk3D1i5j4p85CYCZzQv4dP362C71bBd3Bp2xj4Nsad0lYrUlfKYUtlyYDSPhHUkucKk2fyk2fzU+byYHN5qbO5qZPZqaMZycNwyBAc0gdL7ElO7IYm8hKhHQlQbgKEmwDlJCazE1KYCakMCLweltlcWD5Ry1rmDaz3jc33jk/3jIz3DI92Dw13DfZ29/f1DvYNDg+NTk5Mzc/MrSwsbQFK2zsQHxxJ3UoTKA+FCiCouRfVpOpjmZIvV/HlKoFCLVCohQqdUKEXKkwihVmksIoUDpHCKZK7hDKg3f+VUPhWcPzz4f677Y23M5MOVr2wrGQWDhuCxg9Ano1AY2agMfPQJ0vQJ0verJbydBMWswWLuZDSLmU1ROJ+JuQwE+IpPEIuZDWv0nLT+IDPcuECwGoABZ8oPHqVBljNDVB+zJUgcyVl2VJkjgyZI0PmSs+rkR4q8oHCIyA2BZDSMEVKTLESW6LClqi8VgOqkd6aZFWZGo/U4JGa8+tyDaFci0dqCBVa4CvgoW+kI7kznJqEVpHQShJaQUIryJXKaowagILVULAaClYLlCs96KtxhmqsnorTU6t01CottUpbg9fRCHo60R3jgIqlt3pZTzHVU0z1Neb6GlN9jZFVo2fV6Nm1BjbNwKIbWXQTi25m0S0suoVdZ2XXWRsY5gaGlcOweTxn5dRbm1mWZra1mW1tbrC2NNhaGizNDeYWjqWFY21ttrU227ktjjauo73N0dl+0tV+0tX2vKvtrLvD1dPh7OM5Wtnq9KTPPon///kN8vZd1hd3gc1VA3eiB+5E99+OBgJWz2fieyxh5K3OiAjPGbsRbbfCuT6nxXO9t56CYev1SgtuDglquoRn2PRlAgPYPkOlr/MWmBUAZoFBzKsEgC/77HqlgRhgUB0YTPdwfcHw4pPrujmu4Alkvyozt9IuVx39/Al+IKw/GOMPwvqDsDf80TdBaH8wxh+EAYGwIBAOBLpQYwSBLuDvj/X3x/j5eRPbVdthQH4YsB8m4GZlwE104I3SIL/SUFBBGDj7b99WsWjrCtHPDttHs+Gt0/bc5Xhx5jw7O3E9d7nOTk/OTk/OTl1np67TE5fL6Tpxuk4cAGdOx5nDduawntpMTrPBadTbDTqbQWvTa206zSeVBpQZVZd9ZlAqdQqFVibTyKRquVQt4UuP9o63VjbnJ+aGuwe57FYKlkTG4Hu4HXPDE4tjkxtzc/sra4LNbfHuvmT/UCoWy2VShVKp1mq0eq1Oq1fK1WsLq2V5JT/+8Z+P//oj7Mc4xE8JWT88K/juEerRM3ZKWn9p6WxV2Qq5fJ1cvEUq3Cbm7xCzdknZh8TMPXyGV2Y7uLRtbOomJm0DnbqGgq1WpCwjU5bKkhdKoQsl0PliCOCw2QLIbGHSTFHyOYXQ6ULoTEHSTH7yTF7KdG7KRE7qCCJ5AA7th0N7UiGdyQm8pMQ2CKQ1EdIETWmEpjAhqQxIWm0inArNqIPncyvwU6yW5e6R1f6JhYHJmf6xif7Rsf7R0b6Rwf7h4aHRodGJscnZqdml2fnVpaWtjbW9vW3+7p7w4EB8cCw94suPBPJjgZwvUgpESoFYBSynCaRqgUwjkGsEcq1ArhUrDWKlUaw0S1QWicoiUdklKrtE6RArbCKZRSSziaQnQvFzgfjVMf/d4dG7ldVX3d2qatJOQe4MPHk8JWE6KW46KWY+KWYh6elqSsxaSsxaSsw67NlGauwmQFrcee0RGEaanrCDgOx5HYaAHiKgR4jkQ0TyQVbKYXbKUU7KcW7qeUrzdZs3sQGnUBamCwA8tUcBwHVZTViWI/QJbYDDJBX5Et+ghiqQowrk6EIFukiOLpJVFskxxXJskRxbpMAWKYCp2b4Ag7PxJSpCqfoCZRoi8hJqos86Kxi6HQAAIABJREFUnFdphAo1EaUkoVUktOqi0s5NRsXpfaFU6Sk4PRWnr6nS1eB1HqUZawmGWqKeRjLQSAY6yVBHMtWRTAyymVFtrqeYGVQTg2pkUA2e3GZk1hqZNJMXFt3MollZdCu7zsyus7Hpdjbdzqbb2HQbu87eWO9oZDqamPYmlr2JBSQ5axPL2uSRXGujndtk5zbb21scHS2OjpbTjhZXR6uzk2vr4lqamIrUhM7PVdr//d9l0bfr79wG6oS9AFERvKiIjs8b+MKLOO8G7HDfAmOsP+tI+MtKuyarfbbSAgLqA8DM/+9Kc4vtQkpjBAQw/q3SfAGDa4CZ0QCfthqwbHZZYBe1V32t0vxBRH8wzh+M8Qfh/EG4m6BKP1ClPxgLAuNAIDcXlYbz5cq62mWf+ftjQX5YsB824GZloB8m8EZp0M3i8IDC392rzMsYmp0w6pUfrOb3FtNbh+3sxH526nB5lOY8O3WenbpOXScnTueJ88Rhd9htdrvN7rCdOGwndqvLbjlxK01nN2htALqL26svK011RWkKvVKpkwNKk6hlYpXoWHy0e7SxuD43NjPI6+fQWBQsqamONdE/PDc8sTQ+vTE3d7i6Lt7ek+4fyY/4EoFALpUqlCqv0rRq/fHucQ2R+vQfjx7+5fvkH+IyfkrI/CE2/7vH+f/7AP3dg/qklGFk3iIRuUos3iAUbBMLdojZu6TsfQIC8Jk7n2FTtyph6+jUNRRsuTxpCZnkk88gc0WJgNJmChJnCiHThVAAwGpT+ZDpfOhMfvJ0XvJUbvJ4TuoIIrkfDu2DQ7tgEF5yQkdSYisE0pIIaUyCNSbBWEnp9UkZ9ORMZnpBR1nVGIOz0t67PjC5NjC5ODg10z8+0T86PjA2NjA6OjwxPjY1OjE9OTM/Pbc8N7+2vLy9sb6/u3W8s8Pf2xcdHEmP+LIjvuxYIBcAShO5g5pQqhHI3D4TKnVipVGsNHl8ZpGobBKVXap2SNUOmcoqU9rlylOp4qVE/kYs/UUo/iAQfjw4+LC08LabZyfjRYU5W2nQ+ZRnC7DYJdizDV+8SkuN3fIuoaUnuK2WCd2/oLSkI0TyASL5IBsGdPkf5Xp7Q9KFuWnn62rnRUi4sAAuLIDz3VbLEBQhhEUIQRGCX4Tge8V2brUcQVmOAGgYAfpBKvJlFflSr9IAmfkoTQYAKA1TKMMWya8qzSs2wGSX9Ea8IDYVAXm+5HYR9wIbkNU8VtN6rXaN0qrOlQYAKK2GqK8h6mtJBjrR4PbZNUozM6nmTyqNZgVCG5vutZqdTbc3MBwNDDtQmWxkWj1WA7A0sywtDbYWjrW1EcDGbXS1NZ20Nzs6Wqy8VnMjQw6L532u0v6v/yqOjKbfjuZFRwHDw3jRkcD57m1RkW2RkW0REdxI4Pa6MZiRPtuEffYLcz9nvoln/PSFcZShIZzQEE5oSENIMNuXS00ZnpHNjE90vf87RZ1T79UbyL/O9yuQf93FJ3WejsRaEIjmBQymAxd+YNpN/xo/MM0P7H7ui+8f8VADAtX4gT8H6k3QpfYQ/FVu+mP9/LH+4CpQAAEEJoLA1792EQLYnwQGkcEgMhhEAoOIwB8EgYlgMAkMIgf4kwP9ycF+5BBQdQioLARUdDe8IPFpfRf3SCJ4bjb8Yjed2k2nTuvJqeP0hfP0hdP18sSrNKfrxOF0OOw2q81qsVitVpvdYrVZrDaL1WG22I0mq9FoMxisOr1FqzXr9BatzqLRWNQas1JjVGnPG/SVGqNKY1SpDBdQ6JQKnVyulUrVEolKKlZJRErhkWh/+2BtYW16ZKq7pZNJoTfVsSYGRhYnZpYnZtdnFveW1wSbO7LdQ8URX8UXyoRChUiilCq0Ko1OozPqDAatXilW9PP60mOTf/rzPxP/9Tjtp/j0h4nZD2Izv3uS/pe/F373gJWWMVSOXMCVL+OLVgn528ScHWLOLiFjxy0z2BYmeQOTsl6ZsoJOXqqALCGhi2WQhdJEt8yKEueKEmcK46cL46cKEiby4yfy4sbz48fz48fzE8fzE8fyEsbzIJN50Im8pLHcpKHslL4MSBc8qROe1AZLbkmGNiVBOUkpDUkwVmoWG57LzCpsLCjnYchjdZyVjt61rqGNntG1wcmVwcnFwam5gcnp/onxvvHRvrGRoYnRkamJibmpqYWZmaX5ueXlpbX1te3tzYPdrcP9Pf7hoejoSHx0JD7mS/hCGV8oE4jlQrFaJNUIZRpg/7VYbhDLDWKl2RPRrFK1TaaxA0jVNqnaJlU7ZGqXTH0mVT2XKF6I5WcC+QlfdiJSPJdr34mVb6dmTCTSfEbKKBw6Ak9chCeuwBPWAdITtxCQ7fTELXjCVlrCNjxxJx2y6yUjaR+RdJiZfJwN42fDjgGTZcOOAHXlwQX56cICuCAvlZ8LO85P4+enAReCAjiA8ILSMo4LEEf5iMN8xHE+4rgwkw9QnC0syRGV5ApLcgWleUKAsjyRTyyTVuRLKgukvqCBzW2F53j1hi6SYoql2CIPxVJciQxXKqtCygFwZTJcmfsWX67AlyuqkHJ8hQxfIauqUODK5VUVCgA8SnkOWg5ARLvjGrlSTcQoSVg1Casm4zRXqcZpKFVaACpBB1BD1FMJuhqCoZZoqiWZakkmGtlCI1vo1VZ6tZlOMdKrTfRqM4Ni8WBmUE31NZb6Gmt9jZVZa/PByqy1sGhmFv0cdp2tgeHg1Nsb6+2N9fYmpqOJZWlkmhuZ5iaWpZkNFCRtbRy7l/YmO6/Z2tVibmHIUuPb/w+UxouO7I6K5EVH8nyUxo2I4EZGcKMiuVER7ZeIjLhw8kXErbaIW20+dcVmH4FdO366yVdpHplxQkM4XpMFB13qMPz/UWmXvrqsNLC7GSQg4LKu3NIKoPuBaf5gmv91314HDQym+QfUXuVasYHA1R7IIDDpGgIIoAACOIAIDiSBA8gAAYG/SkB1UAAlKIASFEgNDKwODCSDAQLIgYHVQQGUYDAlJIAaFkAND6yJCEZHBiP/8UdiXfW66PClWf/BbHhvNThtxhO72X5idZzZTp47Tl44nScn9lOX49TlcJ04HHa7zWqxWsxmi8VssXqVZjLbjCar12deNBqLSnNBZu791OoLPlMqdSqFViHTyKRqqUQlFivFQrlIIBMcCnc3dlfmlqeGJniNbZxaJq+xdW5kcmV6fnlydmN2cX9lXbi1K9s9VBwJVHyhTOBRmlKt0+iMWr1Rq1dJlDNj06WI/Id/+VfcPx6mPoiHP0zMeZSY8yAe8ffvEf/zL/RPTzhw+GhZwQK2cAmbt1GVvVmVtYlN28KmbVWmblWmbKKT1lDJy+WQxfLERWTiQmniXHH8XHH8XFHCTGH8TEH8dH7cVF7cZF7sWF7caE7scNbToeyYoeyYoezYwaxnQ9mxw9lxI9kJIzmQ4WxIfya0Jz2xOz2ZB0/iwpJbkpOaU5I5KakcWBobntuUXdxWhu0j1E6xuSu8/u2Bsa2Bia2BifWh6dXBqcXBqdn+yam+8fH+8fHBydGRqYmx2cnJ+elpt9JWl9c31rY313d3tw73do/29/mHh8KjI/ERX3wskHiVJpRqhJ4jRcRy/aeUJtc5PDjlWpdMcybTPJepX0qUz0WqU5HSJVKeyTRvlPpfDo9/5vHEZYVLuRlTuWkbuWlbual7ObDd7JTdHNh+DuwgN/UwN/UoJ/UY0NU5acd5cGEeXJSfLs7PEAM7zwoQ4oJMcVGmpDhLUpIlLQF2niEkxQhJUYbYe+G9LkZIihGi0mwxMkdclisqzRWW5Ii8lOaKy/IkZXnSsnwJskCCLJBUFEoBUIVyDzJ0odTXXphCWSWQzNz1Rjm2WI5xI8MUSzHFUixAkRRbJMUVy6rK5F6lAQ7zVRq+XFGFlOIrZLhPKk1xSWnkSrWv0khYNRnnFpvXcNVV1yjNIzZDDcFYQzDWkIw0splGNtPIlk8ozcKgmgGleWXGotlZNDuLZmPWWlg0C4tu8WQ4C7vO2sBwcBiORo/VGpkWoPzYzLI2s20t7HOltTc62xsd7Y32jkZzZ7OpuU6aGt/x+UorjIyuvR3dfjuqIzqyMzoKOLSpLTqqLSqyNdJnFpd7qvKnOc9k4c3h4U1hYY3hYU0AYWGNl9KY12EXbxtCQxpCQhqCg9kAF01Wf4n/SGkB4HowmHEZX6Vd/CrgvNHR54cH0gMCaVe79gMDGQGBDFBgXUAQIyCQERjI+JVf9cKvHUS/CiiQdhVwYE3ABagBgZSLXHghMKg2MKg2KJj2KwQH00KCaMHBtOBgWlBIbVBITWBITWBITVBITUgILTSYHh5cdyuEERnMiA5l3g5F349EI5La58Z1Js17i+GVxfDcYrBYjVar0Wg3m11W26nNema3njhtLpfD5XKcOO0Ou81qNptNRpPJbDSZTWaLyWwFfGY0Wi4pTaMxaTQm1UWfXVSaTqXSqlRahVKjlKvlUqVMopCI5SKhVCSQCPliwT5/d21nZXpxamCsk9PWWMvqbeatTM6tzyyuzCxsLa4crm2ItvcUB8eqY6GKL5QfixQCiVqq0CrUOpXWoNYZ1Tq1VLG2sExAVsb868Hj//kB+iAO9hCS+SQ1+yk8+0Fi2j8ew//0T9RPMc3wjJGS/JmKgiV09jI6aw2Vto5O20DB1lHJaxXQ5XLoYilkrjRxrjRxtihupjB2pjB2uuDZVF7MZO6zydxno9nPRrOfDWXHDGQ96ct83It41It41It40pPxuCfjcU/Gk15ETF9mfG9mQlcGpCsD2o5IaoVDm9NgjTBYYxq8AZ7ZkJ7dXIDsqSSN0BsX2vo2Bqd2xuZ3JhZ2xhe3RhfWRxZWhubmB6an+ycn+sZH+8ZGB8bHxmYmJt0RbXZ6aWluZW1pfXNle3ttd2frYG/naHfveP+Af3gkOOQLj4Vid1ATKYVijUACnP2oE8n0YrlBqDB5rSZVWz1Ks8l1NoXertDb5TqbTOeQ6U5kulOpxiXVOqXaE6nWJde+UOnfyZW/LC3b6ZTD0sLZ4pz14uyt4syD4qyj4syj4szj4szj4kxRUaaoEAGISlqcLfFSki0rzZGX5SnL8pRlBaqyAgUAslBZUaBEFahR+WpUvhpdoLlKZaG2slCLLtBUFqkxxRpsiRpToqwsUVSWqACAfkVUsRJdDDxXYEqVmDIlptRNZamislSBKZFjS2TYUvlFgJZ9Ba5UDoAtBeKXFFsqxZVJ3VGsVF5VIq8qleORCkKFAigeejXmhVChxKPkVSg5rkKB8/jsXGkemV2nNBUJqyJh1SSskoRVAsmMhFOSq1SkKhUJryIT1ADVBJ0vFJLeSw3ZUEM21FabaquNNLIBUBq92grAoFjrKBYG9XqlsWhWoPYIVCPd5cc6RwPD0eBjtSamo9mzK66V5WhlefJZo6O90dHeaPMoTZ4W/9lraf+B0m61/hulna+ftYSHNwFWO+cTSvOhISTYTXAQCyAoiOVt/bhWaVcfBgXVXxfsWEGBzKt4OyQDwD5/USDz/I+4fwHP1unguqDguqCgy39vcBAzKJgZGMwKCmEFhbBCQ9mhoQ2+hISwg4NZVwkKqb9KYDDjKkHBdcEegoLrgoLpgJN8FFXnS/BnEBLMCA2uDw2pDwlhBIfUuQmtCw2rDwtjhoUyw0OY4SGsqBBmdCjzThj673+orSWsSo/fOswfzYYXFsOpzWS1miwWg95mMjrNZqfF7LJZnE7ryYnt5MTmdNoApZmMBoPBoDcYDUaTwWgyGq0Gg0VvMOsNFp3O4usztdqoUrt3T/tso9YrVHqlUq9UapVKjVKpUSjUCplKLlVKxXKxUCrkiwXHIv6R8HjnaGd1a3lqYXpwvKeZx6HWdzZwlyfmNueWVmcXd1fWjze2xDv7ioNj5bFAxRcq+WKlQKKWKHRytU6pMSi1RrVOLZEfbO6wKDTok7iHf/sh4cfYpEfQ9KepOXGI/Gdp8O9ik/7wD8Rf/4V79LQpLXmgIHOqNGMGiVhEwpaQsOWypOUy6FIZdKEUOlecOFMUP10YN5UfM5UXM5UXM5n7dCLn6UROzEROzEjW06HMJ32IRz3pP3WlP+hKf9AJ/5GX9hMv9QEv9QEv9adO+OPO9JjO9FheeiIvHcJFpDSnJzfCYezU1AZ4Bicrj1tQOlxdt8BpW+se2R2d259e2Z9Z2Zte2Zlc2Z5c3pxYWRlZnB2cmeibHOoe6e8aHuobGx2dGp+YnZqcn51Zmp9dXl5Y9Spta2Nvd/twd/d4b//44OD44EhwJBAdC6RXlSaU6gCliXyUBgQ1QGlynRW4kOkcMp1TpjuRapwynUOmd8r1Jwr9c7X+tVr3Yf/wZWeburJ8oTRvrSxvuzTnqCyH7164yhGUZolLsyXAQVZleUpkngKZJ0fmyZH5ivJ8VUWBGlWoqSjSlBdpyovVFcXqimI1ulSDKdViS/W4EgOuRF9VavSCLzPhy0wE5Dn4MgOxwkisMBBRegJaT0QbiZUmYqWJgDYSUAZ8hZ6AMhBQegJKR0TriWg9AaUDwKN0eJSOgNISUBoiWgtAAqjUkSr1pEotCa0hoTVEtIbovlAT0WoSWk2sVJMqNWSUFqC6UluNdUOu1JAxmmqMlozRkCs1pEoNGaMh49QkrIqE0RAr1YRKNQGtwqOUBLSKgFYRKpUEtIJQKSdUKgiVSlKlilypIVdqqjEabxqrxmuq8erqKg0Vr6Xg1dV4NRmvIePVZLyajFeRCapqgvYcopZC0nmhknQ1ZENttbG22kAj6+nVRnq1yZPbLHUUSx3FDAQ1Zq0VgEWzAT5j0Szu3hAvdbYGhh3Ak9LsTUx7M2A1lpPLdnDZDm6Djdtg87Gahddkamb8h0qLiKqNjmqLjuqIiuBFRbZHRbZHRXKjIrmRES2R5xGtBVhUO7fXrdZbPpJzPwlvDQ9ruRXuHq/sJTzcE9cuic2b5Hz952M7r+RCgq85XyokhBUWxr7KFVkCcfAazndnB/ucZB/WGB7m/vXCPA9DwxrCwllh4azwcFZ4eIOXsLCGsDBOeFhjWHhj2K0mgIgL/93c86a9mfWc8KbQcM5VQsLYVwkLZ4d7cP8zQ9lhYaywMGZoKACgUpYv3kONryU0hBUWwg4LZYeGAj+t4RLhoZywYE5kMCsqhPnFrcqEJx2jfXKr/uOJ9aPFeGYxntgtFqvJZDHqbSaDw2R0mI1Oi8lhNzmdZofD4nBY7TarxWwyGgx6vUHnQW8w6w1mnd6k053LzO0zlUEJOExtUKgNcpVertLLVTpg55lCoVEo1G4ApUkUXqUdHQoOtw62V7eWpxZmhyeH2nvZ1QwGsXaks299ZnFjfnl3ef14Y0uye6A4OFYASjsWqQQSjViuk6n0Co1BqTWotGqxXHLA7+HyMpPgP/3tx5jvYhIfQ9Ni4JnxmbnxiPRHyan/eAj7879y/vbPqkc/NaZCBwvgYyWZk4XQ6eKkuaLEuSLIXBF0tihxujB+Iu/ZeF7MRM4TD0/Hs5+OZT0ZQTwazHjUl/6wK+1HXtoP7anft6d+3wb7rjX5e27K99yUH9pTH3SkPmxPfdKeFtOentAGT2hBpDYjUplpMFpych0srbmwdIhEXe3o2xuc2Btf2Jta3p1d3Z1d251d3ZpZ25xe3ZhcWxlfnhmeG+ub7Osc6mzv7+kcGhgYGxmZnByfnZteWphdWV5YXV/e8CptZ/twd+94b/94f/9o/5DvqzSBWM2XaIDpM0BQEypMF61mk6ptMq1VprXKdRbAajKtXaK1SwF0VrnBrjA6FAaXSv9cqX1/LHw1Mmgi4BZL85eR+ZtluYdlOcfIXKGbHGlZthTwGXAwY0WBsqJQiSpUoQo16CItukhbUaStKNaiSjSVZbrKMh2mTI8t01eVGTwCM3svgNP6ySgrqcICXJBRFkqllYKxVGPN1VhTNdZCwVkpOGs11kLGWsgYczXW/RUFZ6bgzNU4czXOTKkyU6oslCoLpcrkwUipMlHxphqC2YPRDdF0CSrBUEM00fAWGsFCI1hoJAudfA00ktkN2UgjGYEnte6fYASg4A0UvJ5K0FKJOipBX4M31OKNNVWGWryxhqCvIRpqiIZakr6WpKsl6WhkPY2sryXpqWQDhairJmrIBBWZoKSQtNVEDYWkpZK0VLKuhqyvqdZTyToAGsVAoxrpFEMdRV9HNdZRTXUUcx3FUkexMCjm+ppzmLUWAMBnLLqZXedu6/fSwLABeNbSbE0sG6C0Vh+leWuPHU0n7RxLR6OpuU6eGvcftIcURkTX3o5uj47qiI7kRUcCJ8S3R0e1R0W2Am4DiI5qj/IoLdJDVER7VGRHVGRH5Pm2s7bICC5wUG/k+ZutHuc1AwEuPKzpVnhLRERrpOe1CO87t1qvWYQLa751q+kqkZGt1xDRGnHrCj4//5xw7q1wbsSttsiIjsjINg+tkREt7t/f/YQbGdkSFdUcGdkUFdUcFdnqAXB/a2Rka0Rk663IFgCfF9xcLOH6qC6y6SrhEY1XuXWL4yU8nBMe3ggQFubVM/DZEBoKlHPdhdxP46P8UE5oaKOXsPM5NZywYE5kCDMymPH1HUxRzuTuuv3U/vHE9sFmObVZrijNZHSYjHabwW432u1mu93iUZpep9drdXqtTq83GA2A0i76zKs0lcqgVOmVKoNSZVAAZ4IodQqlTq7QyhUamVwF4K06XlXayvTi3Mj0WNcQh8rElaBZ1bS54YmN+eXdlY3jrR3J/qHiiK84FiiPBfJjkZIvVovlWqlCL1Pp5Wq9XK2VKJQCyfTQRFFmwYP/efDof5/EP4LCnqWnxWUi4jLTY9LTf4iD/e0n2O//nvvnv+EePGiGJfTmpQ/nJY3lJ03kJ07kJ07mJ07kx4/lxo5kPR7Jfjya/XA06+FY9qPRrMcjiEdD6T/1p/3Qk/ZDd+oPXak/8FJ/aId91wb7rjXlX63J37cmf9+S8n0r7Acu7EEr7FEL7ElLamxLamxjOqwRkVadBK14/AQXD2lCoqYbmjYGxnbHZ7enlramVzZn17Zm17Zm1zZm19ZnVtem11an1mbHFscGpnq7hju4ve2tPV28wYG+sfHR2dmp5YWZ1dX59c3lrY2V7Z31PXdK8yjNm9KOBVK+UMEXqY49VvMozShUGEUKoO/RJFGZpWqLVGOWaS0yLfBplWltMq1dprPJtDaZzqIw2BR6u1znVGhPFap3QtGrmUlHLWWtomgVWbDhozQxMleMzJWW5UpLc+XIPEVFgbqiQFVRAJzNoUIVqdFFGnSRFlV8rjQMUo9B6nFl+iqksQppwiPN+HKz5+h9C6HCQkRZSWgbEWUjoW0ktJ1caa3G2ig4KwVnoeDMFJyFWmWlVlmpVRYKzkLBWahVbmrwVjcEay3R5sECUEMwAxc0kpVGstJINndjBdlSV20FoHsu6ihWBsVWX+0AYFIdzJprqKfagU93Wc/neT3VXl/jqHd/a6+vsdTXWuprLKwaG7vWzq6xs2vszFq7p03DWl9jcYun1sKotTBqrXU1ZnqNiV5joFH1jFpzXa0Z+KyrNTNqLfU0K/BZTzfX0y31dAuTbmHSzCyalVlrYdaa3dDcsNzfeqBbWHQzi266BLvOzK4zs+ssDQxrY73V283fzLS3MO2tLEcry9bKsrWyLW0cWxvH1t5ob2+0tzeaeU2mZobsP1hL+68bxdF36Hfv8O7c6bwT3X1hvtedjjt3Ou7c7vBcnE/88r5z9073dYOb3aPC7t7tcnPH/eT27Y7bt9tv326Pjmq7Hc27e7frC887184V853D4v41LnL3Lu8q1wwqu827Hc2Ljr482+V2dCdwFpf33347mnf7dgfg+NvRHT6jYdrv3Gm7fZt7507b7eh2L8D/AURFciOi3EqLiLrss6jrfObOr9fZ6xNKa7x1qzE8nOOh0V3dvVLRDQttCgtt/kR115cmn3NYfG+bzt8JbggNYkeG1EcG1317v6q6akcleffS9dFl/+C0P3faXU6r1WZ2K81uNNiNBofJaLMZbDaDzWqy29xK0+u0ao1WrdFqtDqD0aM0vUXrsRpwPLFHaXqlUudFrtD6cEFpQNXRvYp2LDo64ANKW5tdnhuZnuwdbWc2YwrLUfkl7aymlen5vdXN4+1dycGR4lgAID8WKfhilUimkSi0EoVOqtRJlVqJQiWSbcyvEivwj/755MHfH8U9hEJj4MnPMuCxmRmxmdmPU9L/9Sz59/8L++rb3D/8kfzw+1Z4Un82ZDAHOpKTMJITP5IbP5oTO5IVM4R4OIR4OJT5YBjxYBjxYCj9wSD8wUDajwNpP3anfd+V+l1X6g882PftKd+1wQB+4MJ+aHXzoAX2sCnlURPsWXNqLCc9tT41ufzRo/S//LXgx4fssoqZZu5S3/DG6PTa5OLmzMrG7BrA+uza6vTK8tTq8tTq/NTK1NjCUP9EZ8cAt6W7raW7t2t4bHhmZnJpcWZtbWFza3l7a3VnZ31ve/NgZ8tdeNz3FB6P+JJjgRTYo3ZFaQahwiBSGMRKo0RlkqhMUo1FqjHJtOZzpWlscq1DrgPSm9lTkHTKtacK5VuB8OXinKuBuVdZtlFeuInMO0Lm8pG5QmSupCxbhMyVlOWIy/Lk5fnKigI1qlDl8ZkKXaxGF2sqS/RogFIdBqnHlhuw5YYqpKEKacSXm/HlZkKFBfgkVFiIaBsRbSNV2gHIGAcZYyNjfJVmpuDMXo35Apyy7zlr3600GsmLtZZo8d7SyXbPapPNF7eNqPZ6qp1JcTIpThbFyapxsmrPYdY4fG9ZtU73AtXFd9i0E+BQfzb9pKHODtDIcDQxnE0MVxPD1Vh/2sQ8bWKeNDFPGuudjfVODsPBrnc0MJ0N9a4G5kkD09nAtHNYDg7rpIntAmj0XDSxT5vYria2s5lz0sw5aW44aWY7m9muZparme1sZjubmA73Bcuz/K8zAAAgAElEQVTRxHR4b5tZzib3/jNbI9N6CcBhwAkjzWx7M9vewra3suytLDuX7eCygZKj1SMze0ezg9ds6WoxtzLl8ITPVtoN/4q791j3v+z78l7/l18M3r83cP/ewP0ver75sv+bL/u//rLvq3t99+/13f+y78sv3LjfuTdw/8uBr+4PfPPN4G+/Gfrm68Fzvhn85hvv7dDXXw99/dWAh34fBnz56n6/l/tf9gF8ea/n1/G+6csXX3T/W+590X3vi25At5eNeJ07vfo8f3K7885t3u3o9tvRHdFRHZFR3IioVgBvhfZq+8ytcGAOdfOvKq35GoB064YTFtYAfIZ6yoaevMUOA1JaGOf8q1D2J4qQrIvvADSEBXMAQoNZYSHsyOCaqGDqH77BMmsPrfqPb55/dDk+OB3PnY5Tl/3EYbXZzEabSW836WxGvd1osJh1VoveajHbrBa7zWo2GXVajVqtUak1Gq1OpzcYvIVHvUmjNao1egCVSudZKtPIFepLeGUmlSmlsvOIJhJIBMci35S2Nrs8Pzoz2Tfa08wjIrHZyXBscfnEwMj+2pZg50BywJcfCmWHAvmxCFCaUihViWQqkUwjlmslCq1EpRIqDjf2G+kN8Q8Tf/j742cPkyHP4NDY9NTYbHhcdlZMBuJhEuxvDxK//hPkq28L//IX4pPHzbCEzsyU/mzoQHbiQFb8YOazwcyYIcTDgYyfBjJ+Gsz4CfDZIPxBH/zH3lTAZ991pv7AS/3+vPCYCvB9S8p3LSk/NqU84iQ/ZqfGsuHxzPQUSlJCxt///vDuPfg/vmehMBPcjumeoZXR6aXJpZXpldW5NYCVmbXlmbXFmbXFmbX5mfX5mbWZqeXR4RleR39rU0dP18DYyPTM5MLS7Or64oav0rwpbW//aP9IcHAsPOJLjviSY4GcL1TyRWqhWCMUa0USnUSq98yd0YsVRqnSJFWZpCqTXG1RaKxe5FqLVGOW6qxSnRXwnFxnk2kdcu2pTPnqiO9anHO1tYiqUDsVRVvIvOPyPCEyVwQorSxbUpYtKc0VI/PlFQXKikIFcDxHRaHcbbUSTWWJtrJEiy5VY8q12DI9AA5pcIezCgtgtSqUBY+2EjF2IsZOwjpIWJsXMs5CrrKQq8yXwZurCSYvFKL5ktVqSNYaksVLLclKIzloJAed7KST7XSyHTBZHcVWV229qrT6ageT4vSmNK+uzm9pDk+3hZ1FA1KXnUWzne/0qjtpqHNyGLbGekdjvRMQGACH5aaR7eL8v6y951ebaZav/V+8Z6bPTE9NdxWKiGSSbXAi2y67ygkciLbJGZFBIuecc84Zm2ByEiCCcnqUJRAgFIi2u0/PO/1+uCUhY7vbs8671rW0Hj3GXnbVh2v99r3vveuOGutUTfVqDY1HOpqbjsGnjpbm09bWs5aW05aW0/a20/a20872Mw1t551tHwEdreedbeed7WedbWed7Wdd7edd7ec9HR97Oj52d3zs7jjraj/taj/tbD/paDsGz10dp90dZ10dp5qv7acdbeqONnV360lP+0lPx3FPx1Fv13Fv51Ff18lA9+lA98lA9/FAt3KwV9HeKAjx/eEmfqRh5q3bTXduj9y5/c7uzrjdnbE7t9/Z3x61vz0CsLs5bHdrxM5u1O7Oe7s77x3sxhztJwBODpNOjhPOTpdxcpxwchx3chx3dAA/PO5g/06Hnd0o4AsL3h75pt6+aax/yj8VIcDWph/o7dtR7zti+1ppIPBZWndcBLXvd4SC9pl/rDSzK81fAwKZpkdUe9alryIT43oT4zoTk1pTk3pTk8ZLv/pPz9W+OGMzqtdgXGtqXGtpXGqBKXS4lVlRvLUr/q9Pp38/UWuUdqI6PlIoVYcHigOZcn/nUCZVyHb39yXygx3FoRxwsL+3uyP9ptKkO3sSqUznM5FIClo/vtaYzmQ6eJAAYvN0EY1JZ1PJdAqRrFPa1ND4cEd/ZV5pQhg2PjSqo755fX6ZuUXhkGhcMoNLYfJoLIC+2yQcvpgtFLEEHDKzt6UnyDvkya/PPdz8dEoL8cZGeYZj3YMjHnsGOD54Y2sXfONGwr27Ja+eNfp7dYd494Z594V6DYZ5DEV4DIc/HwpzGwpzGw5zGw17DhgMde0PetIb/KQ3+GkPKDxqrdYe8rQ95Gl76LO2oKdAaU2B7rXBXjVBXtWh/nmvPX0dHH8zNQ/89featKzx1o6p3pGFkcmF8fnFD0vLM4SVWcLKLGF5ZnVldm1lfn1xZm1hdn1hbn1pgTgzvdzX966jraeve2js3YeZDwuLM8trC+sby5ug8HhZaVSGvtLoTAGDJWKyxUy2GFjtQml8GSSQAavxxXJ9q/Glcp5UX2kHPOkhT6LkiY8g/jmFqlqcO+5q5+RnbqcmEFPjGPpKS47i4LGc5Gg2LgZKieWnxvN0gApkRpIYkJYsTEsWZiZLLylNZ7XcdHle+mF+puJrpRX+XyutpOCgrFBeXqQEPqsqPqouUVWXqIDSQGKr+lZK01eafr3xm0rTNRPWVyoaqlX1lUqgtKYapb7SWuqOW+qOG+tADlM31Kr/Z0prOW1rO29pOW1tPWttPen4ltI6Ws872z52tn/s7jjv6fwI6O36fEH3p76eT/29n/t6NA/9vZ/7ez/19Xzq7f4IXvb1fOrrOe/rOe/v+jjQ83Gw5+NQ3/lwv+ZzuP/jyODHkcHz0cGT90NHPW2SqOC+H1UaGpN1x77NyXHcyXHS2XHa2WnK2emDi8Oki8Oki+O4i8O4s/2Yk8O4s9OEs9MHZ6cPLs5TLs5T4PkSl97rzOdoP+FgN+Zg/95e57M77+3uvL9z+50+t2+N6rh1cwRw88bwRSj8YXSB8h9je33A5vqAzfWB69d6tfRcVtpF9fJCcvqlV1119B8r7RtXzoGlzBtNzRtNrjToMDVvvCQzU7MmE23XjIlxPYhiGo2Z1JiYVF/C1LRG2zBSa2paa2ICvl7+SSPTaiPTahOTam0L5UXzpKlxpQajchNMqaVJnjEi1f5GUmnekpB7fn78/54d/+1IfapWHZ2ojo8UKtXhoWJ/XyHbVe7JdEo7lB8AgNJEYpFQJBJLpNKdXdne3q5s72ulCb+vNH2ZQVwBh8PnQgKOVmnAal8rbbRzsKm8LicpIy4EW5yVNz4wQlnbZG5RWNtUFonGIdM5ZDqXeuE2AROScPgSjlDEEvBo0FjfO2xg9JP7bs8f+7z1DPH1Cg3wjg72iYnwjsJ6R0a9CAp6+NzLzsX72g1f29sJ9+7nurlVeL2o9/VsDvDuDPLqDvHqDXnRG+w2GOI2GPJ8MOT5YIjrQPDTgeCngyHP+kJce0Nce4LduoNdu0KedYU801OaW2uwW3Pg88Yg94Ygz6pA78pA70J/36Tnbi9v3PnV3DrU9VV9Xsn79t6x/ncfRiamxmdnPyzMzRAWZlcBi3NrS/Mbi3PE+XniwjxxeWFzZmq5t2u4rbkLKG16cn5xZnl1cZ24srlB2Npc3f6m0ih0DpUBUelcOlNAZwqB1YDSwDwRcP8aEu5Cwl2uSAaUprMaX3OudsiVyHnSfe2zgitWcbinZIpyce64p5Obn7mJi13BRZPwMXR8NAuPhXBYCIdl47Cs5BhmcgwbFwvhYyF8LJQSx02J46Zq1riIMhLFGYni9GRRBk4ElJaTIstJ3ctJOwDkpssB+RkKHXoRTVmUe1ice1iaq9AiL8k5KMo9KP6O0i7O0goV5UWKi5RWpPwqpamqilWVRcqq4su1x+8pTT+xfam0Qx0gon2pNO3l5VoVUFpTvbqhVglKizqZNTaoGxu+qzSQzIDMNCmt9aSz/ayr41xD+8eu9k/g+Yv32q86vfV0nfd0nfZ2n/d2f+ztPgPq6us57+0+0//a13Pe33M+2PNxqPfjcP/H0cFP70f+8n74s4aRT2Oj52MjJ+OjxwNdO9FhPzzjEY3JsnNoc3GedHH+4OI84+I87eI8dc9p6p7T1D3nyXtOk3cdJ1ycJlycJ4HM7rlM33WZBs9fu83JcRKgldm4Dgf7MYf/udJu3Ri5eWP4u1xobEgfW5vBH+JCaX1aeq9f775+rfuajouTRa3nruofsF2c9oHCo0Zp5u2X5oF9a4pK8xWzZpMrDSZmDcam9TpMzBq0NJqYNRiban7V1LTB1KTexLjO1KRe4yrTWhOTamOTyguMK42NK01MqkxMqzWYVJnouvONK/UxNKnAGFdgjMoNMeUYo3KMUZmhUamhUQnGqNQIU4oBV7ANi4wxxeZGWcZI/K9O6XUV60Lo7FT9X2dHfzlWnxyrj46VqiOFUq04VB7sKfd2wXHawb50f196KD84PDiQ7+8f7O/LdndEIhFfIBSJJdKdXdD3KN3Z0ykNRDSBUPJPwxnwGYfDh/QO0lgMDoPGAmdpG8tEwszS3PupqcHx0c7BzrrWipyStFhcFi6tva5pdXaRsUVhbJIZm2TWNpW1TWWT6RwKA6IyuVSWgAGJ2HwJJBSx+Hw6d2FiDheT4vrwpesjz9fuwW89wwK8ooN9YiJex2BfR8d4hUe6vfG//9TL5s4Li2u+122jHJ1Sf7tf8OJphdeLhrcv2wI92gPdOgJdewJde4Nc+4JcewOf9gY+6Qt62hf0tCf4WW+wTmmuXaGunSGuHaHP2kOetYW4tgS7NQe+aAh0rwv0rAr0KffzyvT2inj48LGV7UPL65HuPk1FFe86+sb6338Ynph4N/1hYm52enl+dnV+dnVuhrAwt7o4T1yYJ84vbMzPEWenV0eGJlsau5obO/p6ht6PTk5NzF1W2jr5oj2EQtcpjULXDH7UKk0Eyo/fVBpPfMATH/A1yPmSA55knyc54IoPIPEuRySDRHsc4QEkVLChYzJFsTh/1NvNzU0nxoTPYINXYkM348PIcaG0+DBGfBg9PpweH0GLj6AlRDISIpmAxChWEpadHA3hY/gpsYLUOCE+nodP4GckSTKSJBlJ0ozknQycLBO/l5UC2M9OPchNk+ekyXPSQFzTUJitKMo5LM45LLlAXpIjL86VF+fJS/IPSvIOivP2S/IOSvIOyvIOK/KVFQWqigJlRYGyvFBZVnhYViAvK5CXFR6WFyorClWVherKQnVVkQpQWaisLFRWFikqiw6rihXVJcqaEmVNqaoOHKSVqOtK1XVlqsuUq+vL1fXlqrpyZV25sl5z00tRp5kypWqoUtdXqjWFxxql/kiOlrqjlrqjpnp1Y52qsU7ZVK/S0digampQNzfq0XTU3KhuaTrS0dpy0tZ62tp62tp62tl22tl21tV+1t1x3tV+3tX+sbv9U3fHOXjTrfVZtxZtSvvU1/2xv+e8v+djfw94OP9CY70f+3s/DvR9Guj7NND3cbj/83D/p5GBT6NDn94PfwZrr98Pfx7TV1r3bkz4wP+g8Gjn0HbX5YOL85SL04yL05SL89Td7yjtrsv0Pa3PLplM32dODpPacDZ+gf2Yvf07e63SLvnsktK+4bZv8b1YZqN11T8FbMTW63Dp+7q15KLB5OpFS8iXPuu0tuq8UJpFq77GvjU2pcXMtAUcfRmb1YOrbPoYm9YYm9UYm9UamVZjTKowxlUY4yojIw3GIFEZlWMw5YYYjYQwRqWGRiVow2K0YbEhpgS81L3Ro0gHAl2IQBdq52zlI9G5OhCoHAQyG4XMMUTlGKFzzTB4c2O8n3fVu0H+rvDTqeqvZ0fnJ+qjE7X6WHV4pJQfKeXqw321XKbaB0rb3d/f1SlNvr8v290RikR8gVAoEoHaI1Cavs9APvuezCCuAOIKIEgAZAZ9pTTdWdrGMnFlelGntJ6G9oaSmtLMwpLs/NaahoWJadoGib5BohNJrE0Kc4vC3KKwtulsEpNDZvFoHCGTL2LzRWyekMFbmyPkpOS/eOzx7LdXXi+CXruH+3tGB3nHhb6Oi3gdg30dFekeFPjI0/PO/SeWN93Mr3lduxl02y7+118znj0pcXer8nlZ9/ZZo59bq59rm79rZ6Bbd6BbT6AroCvItSfYrSfYrTvYrSvErTPUrSPUrT3EtS3YtS3keWvwi6aglw1BnrWBXpUBviVvfJJfufu73PvV/PoD61vRrwNbyutGOgfG+8cmhybfj05OjM1OTy3NzKzMzhJmZwnz82sLCxvz88S5BeLs7NrI8FRjfUdFWX1jfStQ2vTk/OLMCmFBeymNsLVJpIAm/m0SnUymkah0faVR6TwaXRPUGCwRiyMBS2dYXAmbL+UIdrRW2+eK9nniPZ54jy/e18EVyTgiKUsARmrtcvj7DNbh5vbu4ryit5udk74WHvg++M1k6Nv5MN+VsLfr4b7E8Lebkf5bkYFbkYHbEQEaIgNJ2GAKNpgSHUzTzL6K4MRFsmIjmYmRUGIUNwnLS8Lyk2KEybEi8JkcK8LFifHxkpSEnbTE3bTE3fTkHUAWXpaTspubupubdkFe2m5euiw/Q1aQsVuYKSvK2ivK3ivK3ivOPCjNkpflHJbnKspzFaV5hyW58tI8DeV5ioo8VWW+uqrgqKpApU91oQosqtacn5Wo64u1lKobyjXUl6l0NJSrG8qV9WWK+jJFQ7myrkJVV6mqrVTWVWh6QxqqToDSQFt844XS1M11Gp811iuaGpSXaGlUXaK1Sa2jrfm4veWkvfWko+20u+1MR0/7eU/bx562Tz3t55qvX9HX+bmv83NfF1gNeq6PzmQXSuv/NDjwebAfLJH5PDr4eXTosy6ijY38ZWz089jo+djoycS7k4Hu3diIwf+Z0lycJ52dPugKj3cdJ+85f7jnPHHPeeKu07iL04Sz04SL8wdnJxDmPjg7TX6Nk+OEk+OEo8O4o8O4o/2Yw2Xe2duN2NmN3rkzcuf26J3bo7dvjVzi1s3hWzfBcdoXb77HzRtDN28M3rQdvGE7oD0hG7hpO2Br02+jxfb72NgAjQ1cu3q5V1Pbddmlpfuqdae1dbu1dbu1VRtwmJYO0MpvYdlqbtlyxaLZzPziarmJSYOJcb2xUb2x0VeXrI2rjY2rMSaVGJNKQ+MKfTAmgHK0URkKU4I0LEYaFqMNi8HgKzSmCG1YgELno9D5SFQuAqXzUC5YBIpA5YCXujffBqEjC47IgsHT4YiMC+DpCHg6CpGGQaWbouMcb+WXF84yyJ+V+387Vnw6UR0fq5THKuWx6uBYdXiikh8rDo4O94DS5AcyfaUd7O3t7uyIxWK+QCgQCiXSHenOrnRHJpHKJFKZWLyr7zMuTwzxhByuQAcb4rMhPgfig3B2SWkcFo/D4rGZXCadQ6MwKUTqxvLG8vTi7PupycGx4c6B3uaujtq2lqqm9vqWke4BwswSjUimEck04jZjg0TfIDE2ycwtGmubziEzuVS2gMEVsvhCNl/IFmwTtioKq7xfvH328KWna+Br93A/T2yAd2yQd2yoT0yEDzbcIyzgma+389PH15wemdk8uXLd3crG/5Z9lMs93G8Ps12fFr/6vdzraY3P0/o3z1r93DoCnncGunUFuHYFuAGldYe4dYW4dQa7Ap+1B7u1Bbm2hbxoDnrRGPiqLtCzyt+zzO9NoY935KOnnrcd75rZ/G7jmBSE7a7veNczMj40MT48+W70w/jY7IcPizPTK7Mzq7Mzq3OzawtzxIV54uLi5sTkYlNTd2F+RUlhVWN9a0/XwLvhianxuYWZZcLC2sby5iZhe4tA2iJSSRs00jadTKKTSTQSmUahMak0FoXGptAhjdUYF+VHOkfIgES6oMYR7HAEO5BQBgllXNEugCeS8UQyrmiXI5AyBVImX8KExCxohwnJqPQ94qZkcf5gaBAqyFkPDRj09x4N9PkQ5DMb6L0Y5L0U7L0W7LMW9Hot6PV68BsiIOTtRqjvVujbrZC3W6FvSZqpjwHkiCBKVCA1KogWFUiPCmJgg5jYICY2mBkdwooOYcWEsmPC2LFhnLhwKD6CGx/JTYziJWK5ydE8fDQXH83Fx0AaYiF8LJQaz0tN4KUmcDOS+BfjQpJE2cniHJwkDy/NT93NT9vJT5MWpO8UZsqKMmXFmXslmQdlWYflOYqybHlZ9kFZ9kF5jrw8R16Re1iZd1iVr6guUFYXKmuKlLWFyroiVV2RqrZYWVuiqC1R1pUCVHWlqrpSZW2Jsq5UUVd62FCubKhQ1Veq6yvVdVWquko16HVsqDpprDpqqj7SpjRVc60aVB2b646batVNdaqmOmVznaq5XtVcr9TQoGxtUGlRtzaoWxtUrY2q1qYjQFvzcUfLSUfLSWfraVfraXfbWXfLWU/reW/beU8r4ExD21lv23lv+5mO/o6P/Z3n/Z1nA11nA12nA11ng13ng91nA91n/T1nA73nA73nA71nA71ng33nQ/2fhgY/DQ58AhFt5EJpn94PfwJKG3/3aXz0bOLd6WC3LD7yh/elaZTm8oXS7jlN3nOevOc8fs95/K7T2F3nCRfnSWcnzef3uGgJcRhzsH8PmkHs7UYdNOFsxM5u+M7tb/Q33ro5dOnNN9sgv+bmjcGbN/pv2PbdsO23te2ztemxte21te21ud6nuz9gc73ve1y/1gtMBhZqX9Us1wbxq9Paqt3aqt3Sss3SEgxubreyarWyarWybPnyDpymKd/MvMn0SoOJWb2xaZ2xca2xcS2Yb6IbW4w2LNfH0LDMEFOGwhSjjEqQmGIkphiJKUIaFmmfwfsihGEBHJ0HR+eB5IRAZiNQOUh0FgKVidCtSUNoQV7GAJH+PeBwDTBYGgyWBoOlwmApAANYCswgBQFLRcLwKHjyFaNYf5+epZndg53/Vsn/ppKfqRWqY6XiRK08OTo8PVKcqQ/PVPJjxb7qYE+nNPnBPohoQGkisZgvEPIFQnCcJt3ZBUoTiTVdjnyBmMsXcbgiNlfI5gpYEB98AtjfUhrE5nNYGlgMLo3Com7QNle2VuaW58ZnJgbHhrsGB9r7BjsG3vWMTo1MLE8tkAibjE0qfYNC3yAzNsn0DZIupUFkFo/KETC4AhZfyBYI2QLqBqW5piXAO/jZg5cez/xfu4f7emL9vKIDvWKDvWNCvKJCPSMCXwa//c3L7c7vD6/c+tX4+iNja9cr1zyv3vC/cTPCwSHpvn3643uFzx9UeT9p8nVrDXje5v+8w9+1Eygt5HlXiBtAq7TnbUFuLUEvQK9jbYBnhZ9H0WufHA8PP+dfXa/ddjK5/vT2/UwsfqhtYHJwYnxkcnxk8v37mfHxuQ8fFqenV2amV6enCDPTq3PTq0vzG3Nz693dIwUFFVnpBcWFVfW1LV0dfcODY5NjM/PTS4T5tY3lzc0V0vYqZXudRt5gkLfp5G06hUQjk2lkCp1CYVCoDDKNrc1qfF1Wu9impqc0rdikl2DzwTpsCRMSMzgSGkuyTZGub4gWF/bGxwUVJdsRwUO+nkN+nmP+Xh/8Pef8PecDPFcCPFf8vQj+XqsBXmtfsR7gtRHoTQz0IQa+2Qh6uxn6div07XboW1LoW3KYLznMlxLuR4nwp0UG0CID6JEB9KhAelQgHRvEiA5mRgezokMYsaGMuFB6bAgtLpQeF0qNC6XGhdPiwmmxYdS4cFp8JC0hipYQRU/CMpKwjOQoFg7LxkdzwIqZ1FhOWhyUHg9lJvIzE/nZSYKcJFFusiQvWZKbLMpNFuYkCXOThbnJwjycqCBFUpgiLU7fLcnYKcuWlWXvVeTsV+YelGbvFmdJdVvNSnN2SnN2y3J3y3Jl5fmy8vzdysK96qL9yuKDqlJ5dbmiplxZW6aqKVPVlqsbK9SNlWpwo7mhStlQpW6sPm6uOWmuOW6uPWquVYPQ1lKnBh3zmr75L5R2pHluOm5tOmptUrc1HbU3aVZUd7acdLee9bSc97Z+7Gs7720962s7v0z7WV/7aX/HmR6nA52nA10ngxqlnQ52nw72ng32ng30nA72ng72ngz1nQ33fxwe/DQ08EnbDPJ5dOjT6NCnd0Pn74c/vh/+PDbyeWz009jI2eS7s8EeWXzk8I8rLcvOvsPF+YOz05Sz46yz47Sz47S20giYcHKecHKecHSecHKe0InNyXHiotLoOK7zmYP9O3uHUTuHETv7EaAxuzvDdnbDd+4M3b49qAOo6OaNvps3Bm7eGNCaScPNGxpu2PbZ2vba2vbb2vbb2vba2vTa2PRcv37RxGFj02Vzvev69e5rVzuvXm23tm6ztmq1tGy1tmqztmqzsgJ3nL9xHdvCotXcvPnKlZYrZs1mpg1mpg2mpnUmprUmprXGJrVGRtUADKbK0LAChS43NCw3xJRqKcMY6YEpw2jnLqLQRfogUIUIZCECWQhHFiCQBQgkKPTplftQuXBUDhyVDUdlw1FZcFQ2HJUDQKByEegcOCoTjsqAozJgyDQ4Kg08gz0yCGQmApEB18kJkQaHp8HhaTBEqgEixQCR8gsc/wsc/zMMBx4uYQDHG8BxMHiyPnA4HgbDwX5JhhkkwmEJSFgc8hfsrevJhbnrIt5f5Xv/pdw/U8lVR8rDkyPF6bHi5Fhxcqw4VR+eHsmPlDKlXKbYlyn2duUy6aFsVy7bOZTtHsp296USiUAg5PGEPL5EKNqV7OyId6TiHalkVyze0S2IgbhiNiRmQSIWJNRDcElpX8Nm81hMiEZlUraom6ubK/Orcx8WJkc/vB94/67v3cTg2PzYDGFmcXN5jbZBYm5RGZua4zTQKsIk0dhkBofKhGgsPhMSsnlCDk/IFtC3aN0tPaF+kU9/e/XK1dfLPeSNR6SfV5SfV7S/V3SAZ1SgZ1SgR2TgixCf39+43f7tgaWDi7GNs6H1fSOrx6aWbuZXfa5ZB965Fetin/HsYam3W53viya/l60Bz9sCnncEunUGuXUGu3YEu7YHPWsLftoW/LQ12K05yLUpwK3B/3mt38tKX/eS168yPTyj7j94du3W71a29ibXnrs8zsfljnaNTg1PTz3r5rEAACAASURBVIzOjg9Pv383PT42NzExPzm5MPVhafrD0szU8sLs2uz0SntrX252CT45KzM1r7y4pqmutaejf3RgbPLd1PzUImFhjbiysUHY2lojk9eplA0aeYtK2aaSt6nUbRp1m0Yl06lkOpXKpmitBvbO0JkCBksAtqmxIAmHJ4X4Ui5fwtYgZvPFHIGEIwDPUo5AyuJKGJCYzhHTORIqU7xNEq2v81cWd+ZmJN3tnNSkieA3ff5ew/7e434e034eM37uC/4eS/4ey37uy2D5ta/7ip8HAeDvuervuRbgtRbgvR7oQwx6vRH8eiP49UbIm82QN1tAb2Bsf7g/JdyfEu5PjgggRwaSooJIUYGUqEBKVBAJG0zGBlOwgWRsIBkbRIoOIQNiwkj6xIaT48IpcWG0uHB6fARDN60/MYqRhGUmYVnJUSwcloWPZuGjdfvVmPhoZkoMKzWGlRrLTo1lp8aw0+Og9AROejw7IxHKSuJlJ/MyEqH0BE5G4gWZSexsHJSD5+Wm8PJS+bnpgtw0QW66IC9TWJgt0s4gFhdmi4tzRSW5kpI8cVmBVDcfpLJYVlm8V1sur6s8rK+U11Uc1Jbv11XIG6qUdZW6ER6azZxNtYpmMJWq/qi14YK2xuP2puPO5rPO5rPO5o+dzeddLR+7Ws67Wz/2tJ1p0NQbz3raT3s7z3rbT3vBQ+dJX+dZX9e5tgL5caD740DP+WDPx8Gej4M950O9H4f6Pg1rS466h5EBzYna6NCn98MfAePDpx9GTwa7pXGRP9zxiDTMvmPf4eI85ew07ew46+w44+w47fyF0iaBzwC6NKZTmqP9BEhmjg5jjg7v7e3f2dmP3LYbunNnCGjs1s2BWzcHbt7ouwEilE2PjU3PVw3xXRf3l6926v/S1audusvOV611hT7N/WVz8yYLixatnxq/09r+DYyNwRxksGgNTB+uAFxagYZEliAQxQhEERyRD0f+I2DwPAAccfH8XRC5MEQODJFlAM80gKdryTCAZ+qAITJhyDQtKTBkCgyZBkOmw1GZcGQGApGhiVkGaTCDNDg8FWAAx/8Cx31F8s+wpEv8AkuCwS+AI5LhcLyBQRLcAAeHJcNh8fBfsIifI57+Vjw6cLi/+3fFwX+pDk5VcuWRUv6F0o4Vp8eHx+o9tXJfKd9TyHYBBzuSw92dQ9nOvkQsFQKl8SQC4a54Z1e6KxVLpeIdsUi7w5MngSAxi6NRGpMjYHL4WnhsiM/h8Nhs7veVxmHQWJQt6gZhc2V+dX56aWZibmZ8dnZ8bnFynjCzpJkesklmbVOZW18ojUGiMsk0NpUJ0Vl8JiTk8AQsroDF51DZY4PjcZFJT3979fzJa89XwW88It54RPp6Yv08sf6eUcBqIe4RQS/D3jxwf3Lj17tmtxwNrzqiLO6jzR5irjwzMfWwsgq4cTX2rn22229lnk/q3rg2+bk2+bm2Bbh2BLq1Bz5rDXjaEvCkNehxa9DjpoBnjf5PG/2f1b59VvnGrdTneaHn8+Rnbn637R9b2T4wv25vdt3j4fOKnLLJwcm59/Mf3i9MvpufHJubHJ8HSpucXJj+sDg7vTI3vTLYP1aYV56ckJ6Ky87LLC4vqmmoae5u6x3pfz/5bmpuapGwuEpcIYJ7aeR1CnWDRtEqjbJFpWxRKSQalUynUFgUKpusrUACq2mUxhaxIDGHJ4V4EognBjL7CimLK9HsEYWkDI6UTBdtbglXV6GlBSlheX9q/KCymBgVPBzgM+Tn9d7XfcrXffrtyznfVwu+Lxffvlj0fbns+w2lrQKlBXivB3+htE2wkgZspQn3JwMiAkgRgduRQdtRgeSIAFJU0DY2mIQNokQFkqMCyVHfV5qGUEpMKDU2jBYbRosNo8aEUmJCKeBrfBgtIZyWEE5NCKclRjASI2iJEbSkSHoyloHDMvDRTByWkYwFt8gZKTGM1DhWSgwjNZaZGscCpMWztQ/ML0hkaWGmJzEzcCxAJp6diWdmpbCyUtjZqZycdCg3HcrL4OZn8gqzBUU5ouI8UWm+qDhPWJInLM2XlBfulBVIywul5UXS8iJxRbG4olhSWSKtKtmtKdvTrYBpqNaMrWquVbU2HLU2HLfWn7TWn7Y1nLU1nrQ1HLc2qNoa1e1NRx3NIMkdd7Ued7eddLed9LSf9rSf9nQc93ae9HaeAfq6PvZ1fezrOrt0ujbU90mfkYG/DPd/Gu7/ODJ4Pjr0aWTwDMS18eHTyZHjwW5JXGTvjyoNgc64A87SHD84O047O+oVGJ3HnJzeOzm+d3R8b+cwau/43t5xDOQtO7thOzvNlWo7u1FgL10Ou3m7/8btvpu3+m7d6rt5o8fWpuv69c5r1zrA9A2AtXWblWWLlWWLpUWzhUUzGI2hpdHCstHCotFC90sWDeYWDeYWdVfMa6+Y15qZ1Zqa1ZqZ1Zma1pqYVIK+c/3B8+AZY1SOuTy9/otJ9mjDYrRhCQpVog1VYFVYvnb9WO6X5PyjcykdoBiIyDJAZH5dBoQhMgwQ6V++TPsFnqInHvwv8BSN3jRhCw+AoXAwFE4rthQ4MgWOwMNgOBgM94tB0i8GSTAYDgbDw2ApBnDcL/AkfX6GJXyTX2AJMHgCDB4Pg8fB4HFwZDwckQiDJ8BhSQh4PAoRjTIIMUWHh/k1EZc+yw/+qjj8pFYoVIf7R8r9Y5X89FgBlsicHqlOjxTH6j3V4Z7iQKM0+a5UvitVyHYPd3cOdiRSoVDI4wm4XBGfvyMWy6Q7OqXxeRIuV8zlijkcEZslZLE1MgNj4BksHpPD/XZKg/gQV8Dh8FgsCDQ9UraoG4SNxXnCwtzK4jxhaZawPLOyOru8NrdCXF7dIhDpGySgNNoWmbZFpm9TGCQqfZvCIFMZVCqLzoCYbD4E8SGIx+ZyWdz56aV0fI7bY0+3R97eLwNfu4e/do/w9cS+9cC+9cCCOmSAd3SAd7T3E7+Hd57YmdvdMLp+A2NtZ2TpZGr1wNTiscVV92s2QQ4Oib8/yHn5uPz18xpftzq/500BL5oDX7QEPGv0e9zo93uj/6PGgEcNb5/Uv31S89a18rVbqc+LPI8X6c+fRTx49OrarQdWt1zMbe9cueH++6uqgurJ4ZnZsaWpscWpscWpiaXpD8szU8vTH5amPyxOf5ifnV6aHp/vbOkryCrJSs0ryC4tLaioLK1prGrqae0d6R2dHPkwP7lAWNB0PG6tkbbXKeRNGjAZeZtKIdEAVDKdQqGTKXQSlU6iMsg0tt79az6DzWNBAg5PDPHEP660bSp/fYNLWGUvLQrX12TrK0f9XZzUxMmgt71vPXvfvhp/83Li7cu5ty/nfV8tvn25+PbF0ttXX1hNX2mBPsRAH6Ke1TZC3hJDfTdCfTfC/DbD/bfD/bfD/bfC/TcjArYiAreigrbBZ1TQtsZn31FabCgpTktMMDkmWPsDoZRLSosPoyWE0wHJ4bTkcBouko6PYlwiBctOjYZSY7kpsRA+joOLZWs2scVxUmM5qbHslBhGSgwzNVZnOHZaPBsfx8LHsVLiWKnxbEBaIic9ia0jLZGVlsjOSOZm4niZOF4WXpCtXVuTnyYEy0IL0yWF6eLCDM2yUEBRprg0V1aa9wVl+XvlhQdggld1ibym7BBcJACDtbR3Cb4Y2AhqmG2N6vam4/amE5DwulrOAT3t570dH/Xp7/o82PPXwZ6/DPVqGO7763DfX4f7P48M/GVk4C+jg//n/dDfxgY/jw+d97fL4iJ+uPAIQ6bdut3k6DDmYDdmf2fc/s57eztwBjZibzdsd2fozu3BW7cHb94euHFr6NbtYf0Koa1N3w3bflubPlubHoDN9e5r17quXuuwutpmbd1mbd1mZdVqadH85SSnxitXGnWDd7X3q3T3fGu0d61q9N5Um5hUgSZ1I+MKI+NK0PtnaFihWRuNLkGhStCGpWg0WCFdrAOJLEIiC5FITQFQ77kAgcpHIAvgiAIEKh/UAPXRaiwXhsjRPmf9U7TqyjSAZ8Au2+tr0mHI1O8rTT+cpRggcQbIZI3ekHg4Eg9H4DV1QhgOBsPB4Xg4HA+Hp8IQeANkMuCS274i8RdYvAE8HgaPhyMS4MgEOCIRjkhEwJJQiAQUAov4JeiaRXx26gSH+nf5wefD/TOVXK6U76kOZUeKvWPV/tGRAijt5EhxrN5XHe4p9mVy2Q7w2cGORPewIxIKeTw+BAl5vB2xeEci+VJpIggScjhCFkvAZGlkBgYM0plcBpvL4vC+qzSIz2JzQUqjbdOIhI256aWFOQJheWN1cZ0wt7o6u7I+v7qxsr69tkElboN8Rt8iUzdJOrHRt8k0EplBoXEYLB4H4kOQAOLz2Ly1ZWJRbtmLp16uv3tqlRb+xj3qrUeUryfW1xPr7x0b5BPr6x7petfD3vquNeqaNdLSxtDqDsbSwcTq4RXr38ytXc0tva7bRLo4prv+VurzvPqNW42vW4P/80Z/t0bfJ/Vvfqt9/WvN61+rX/9a6/17jfejSp+nFa/dijzd0l0fxfx6980dJzcrm18tb7qY37Azv+n91KuhrGn63fzs+NLsxPLM+NL05PLM1Mrs9MrM1PLM1PLM1NLs9NLMxMJA90hDdWtdZVN9VXNtRUN1WW1TdXNnU9dQ9/DE8If5yYXVxfUNwpZGaUSN0sjbVPI2laxVGoVE01caicqk0NkUOofG4NGZPDqLy+TwWVwRmyv6p0qjs0VMSEpnS7YovDUim0BgrSwJ19d2t9bPZiflFYXEsICBNx7db1+NvXk5/ubFzBu3mTfP59++0CjNz4Pg674CZObvueqvjWjfVBrgm0rT8U2lYYNJ0SHbgBh99JSmL7ZLSkuMYFxSGi6SgYuk4yLp+EhGajQnNRq0onBwsazkGA24WHZKDFsb45gpMayUGGZKDCMtjp0ap1GaPmmJnLREVmoCU0daIic9CUpPgjKSuRnJ3IwkKDsZAutsclMEuSnC3BRhXipYYcPPS+WB5aJghU0+GPOfKc7PEBVkiguypIXZ0qIcaVGOtDhXUpq/W164V14oKyuQAjR1zuKdiuKdqhIZqG1qpzgeNFQdNlYpGnUT92uULfWq1npVaz1oSDlqazzqaD7pajntaj3tbj/t6Tjr7Tjv6/zY3/Wxt/NsoPvjQPf5YO+nwd5PI73n7/pOe9t2Y8N/WGk/G+Cv29bdujV0w3bI9vqwrc3QDdshW9s+m+s9WrqvXe++ZtN99XrP1Ws9YEIjGNKot4Omw9Ki3VI3utCi2cyi6Yp545eVQM3sfDAhHjRQ6LhY1KJbj6JZ4HJxCxgDdpVhygwNy/UqhMVodCkaXYpClyCRRUhkMQpVprf9uQCBKoAj84CZtHLSPOvQ5rAv8hYMkQVDZOm90a8B/v+DASIVKEqnNANEigEiFYbMAFaDIdNhyDQYMhWGTIGhcDpRGSCTYchkOCIZBsd9pTQ8DIH7EaX9DEv8BZ74RdURkQxHJCMQyUgEDoNKxCCj0PAAF4f0lrqNXeHfD/ePFQdq1eG+8mBXdSBVH+4eqWTHqoPTY8WJWnmiVhyr5EfKA6V8X7EnA8kMoFGaWCTi8wVcrpDHk4pEuxLpjkgqFUnFIomAJ+JBAnB1msXiMVk8BoN7AZPLZPFYLFB15H2tNE1Q0xYeiSvEDxOzs9OLhGXi2hJxbWF9fWF1c2l9c2WDtLZFJW6DLkfQG8LYoDI2qfRtCn2bQiNR6GSgNA5QGpcFba1t1ZbXeb948/ThK68XAT6vwl67h79+FQmU5u8dE+AT5+sZ7fa7n921B2ZIG9R/mmD+ZHwFfuUq0tzW0MoeY+lsYv2bqaWrhXWAnV3yk98LvF6Vvn5e9tqt+o1rzZtnNa8fVXrdr/BwrnB3qXC/W+b+oMz9YbHHoyKPJ1luj6LvO/vesH1mZfPI/Po9q5tOFjduW9x+7fa2ubJ9+v3C3MTy7MTK7ATQ2DIoNs5Nr8xOr8zNEBamCdPjC2PDH4b7xvo6hztbehpqmhurmlrr2npa+971j01PzBEW18GltK010vYGlbRJJW1RgNJIZJoOPaXRSVQ6mcai0Dlg/COVxaVz+EyuECjtazhcEYcnYXHELI6EyRazOBI6U7xF4q6tswkE1soyj7gupWyfb6yedjYz4yNHfT07/NxHfV+9830x4/ti1vf5gu+LRb9XK77uBF/31UuFR3+vtW8FNWLw6/WQN0SQ1cL8NgE6pUVqI1pk4HZkACkykBwVRI4KImGDNfyg0nRWiwulxodSdVbTKU0LAxfBBOCxbDyWrbdulIOL0ZASzUmJ5qTEgDM5zsVGghjtTu04to7UeEiX2FLj2akJbJ3SNGJLgrKTeTl4XjYO0mxuS+bl4Pg5eG4OHsrBc3JTwAZtYV6qKEdLbpooL12cnyEpyJQWZIkLssSF2aKiHGlxzk5xrrQ4V1qcKyrJE5fmS3SUFUjLC3fLCzWGqyiWVRbvVxUfVJeCtdcXc/o1V+uqlPVVysZqVVOtqrlW1VynbqnXtKu0Nx21Nx11tpx0tR33tJ/2tJ/3d5wOdZ50Nu5EBPxwE/9Pf060sK64dq37qnX3Vaveq1ag6+/CWNZWHVbWHZbW7ZbWHRZWHZYWrZba0fIX0+XNL3akXbnSZHal0eRKg6kmh9WZmACB1RgZVWOMqoyNq42Nq3X9F5ouDKMqDKYKg6nCGFVoqcRgKrXPZRijMkPDMkPDMrQhSGNlACSyUJPGUEUIZCESWYRClXyptHyt0nJhiNzvKQ2BzEUgc+DIHPCps5qmyRCZjUBlaVszvg0MmX4ZRNo3XuphgEgzQKQawEFQS/kFnmIATzNApIOQZwBP1ya5NBgyFYZKgSFTYKgUGCoFhsTDECClpejaFHVnaTBEigESD/jWoRpOz6A4BBKvA4lMRSJTkcgUQ1SqsSHOGB19xTjc2712ekyi2Pu74uBIKVepFQeqwz2VfEd1uKtWyo6UeydHh8eqw2OV/Fh9cKQ6UB0eKPdlCtnO4Y5UviOR70jkO9KDHcmuWAw6RAQQJBYIdiXSHbFUIpKIhCI+T8jjCjgcPosFYhlEZ3DoDA6NzqHROXQGh8GCmCzu10rTu3zNYzEhOo1F2aKurxDfjUy+H51cnCOsL2+uLxE3lohby8TttS0KkaS5lKZt36dvUBibVOo2mUbSKI1NZ3FZbD7EFUA8LpND3aJ2tnT7eQc9uv/cw83X60Ww18sQn1cRbzwifb2w/j6xvl7RL58G2N94bIq0hf3R5M9/QBn8GxL1E9r4T5grv5hch5ncRF1xQps8NDb3uXEz9rcHWa/cCj2fFXo+LfF8VOLxe4n7r8UvXYqeOxQ/dyxyc8h3cyl4fi/3+YO0p/exLvY+16+6ml15eOXaQ3Obe1a3nCxu3rG84/vSr62mc+b94tzE8twkYXZieXZqeXZqZW6GMD9DmJ8hLMyuLs6vERaIhIUNwsLG4gxhamxubGSiv3uws6mzo7Gjp7V3pHdkemxmZX4NRLQLpW1SyFv/QGkMEpUOghqVwaExISqLS2PzGJCAzRVxuCIOT8y58JmEwxWzITEbErM4mmFaTLaYxhBubnMIq4wVAmN5BSISJVTSKXX708Tobm7afPDbngDPdwEeYwHuMwHuswGvFv1fLfm9WvZ1J/i6fyEz/az2hdLeEIPfrOvXHi8pTVNy1BUeg8jYYAo2mPwPlBYbsh0bTI79ls9iQ6mXCo9J4bSkcFpyFA0XRcdHaa0WycRFMnFYFg7LSo6+ABfNwkWzcdFsvKbBhAmUBp6B0pJjmMkxTFwsCxfLBqTGQ6nxHA0JnLQETloClJYIpWvgZiRxs5N52cncrGQoO5mXnczLAm9wUDaOk43j6Ke3bA2i7BRRbpooL02cnyEFua0wW1yYLS3M3gG5rTBbVJwrLs6VlORJSvK+EFtZgbisUGe4vYoiWUWxrKpkr6pkT/egL7m6ykPQsVJfJW+oltdXyxtq5I01h811ypZ6RVujuq1R3dGo7G5SNFULgt/88L60n/4cb25ZamXZbmnRfrEgxqJNtyzN0qLVQrszxdzy8iI0zS60K7oJT01mZg2mZg3GpvUmpjUmJjXGxjXGxjUYTDXGqBpjVKlBk7cqMJjKi5cayr9FKcZIs8QZHICBWAbshUIXotBF2h7CAhS6SE9p+QhUHjAWHJEHR+R/dUKWi0DmIlB54PxM+3CR2JCoHC3ZCHTWPwCua6nXa6D/ZmP9xQ9cdIV80R4CQ2TBEJkwRAb4M+Go9EvAkGlwZBoCkYZApOuaRBCIDAAckf5VFvw2cGQaCp2GQqeh0elodKahYZahYRYKnWFkmGFqnGqKib1xLT4xbpS2fXZ0+HfloVp5qFQrDtSKfZViT3koU8h31crdY/XekXL/WLV/rN47Vh0cKeWqg12FTKLYkR5KJXKp5EAq3peIgdL4EMRlswVcrlQskYqlYpFEJBTx+EKIK2CzeQwWRGNAVAaHymBTGSwKnUWhs2hMNp3FYbA4TBbEZnPZbN5lpUEapYGOx/UV4tDAu66Ovg8Tc+srm2tLG5vLxO2Vje21LSqRrO8zxiaZsUmlb1IpekpjUhlsBovH5vLYXIjJZpIZI33vQgOiHt59+vyJl8eLQI8XgV6vwl57Rrz1xvr6YF+6BjrZPTXF3DT4yeynf0X/8V8QP/0L7Oc/wOH/jjD8CW3+s9FVuNktuJGzodnLqzYhzs5JTx5nv3yc8/JR9vP7Wc/uZj5xzHxsl/noVtajW1m/30p/ZJ/xxDH5N4cwexsPyyu/Y4weYkzum9s8sLp1z/qOk+Vte2v7AI+gzvqeufHl+cmVuUnC3OTK3IfluamVC5/NrS0trBMWiGtLW2tLW6tLGysLa0tzyzMTM2NDYyN9w6P9I2OD76fHplfmCMSVTdI6mbRGJm1QyZs0sk5ppG8ojUxjaGFS6Cwai6NTGqg9srUVSIgn4fCkLI6YyRYx2SImWwgiGpMtptL5xE3mMoGyvEJZIrCJmyIq5YhB+7S2fNJUS48NHw32GQvxmQzxngv2mgv2XA7yXAn0JPh7EPw8CAFea0E+RECg93qg93rQFyVH0BiyCWQW6rsR5rcV7q9BE9H0fIYNIkUF/ZDS4kJJcSGUuBCK7hRN/zjtUuFR0x4SRU3G0nCRVFwkDRdJT8YykrGM5ChWchQL3ApIwjJwYN8plo3HsvVimeaSQGosG1hNpzR8HBsfx8HHcVLiOKnxUGo8lBIPpWpJS+DqSE/kZSbyMhO5GYlQZhI3O5mXmQhlJXGzcRAgB8/PwQty8IIcHF/rMzFQWm6qJC9NmpcuzssQF2SJC7KkhVm7wGqF2ZLCbDFYk12cKy3Jk+iFNlFZgbisQFpWsFNWoNnTVl64W1EkqyjSfFYWy6pK9qtLNdSUHdSW7wOqy/erK/ZryvfqKg/qqw4aa+SNNfKW2oOOenl9OTfA54fHFv/Hn2LNrUosLVssLNoszDstzDssLDosLFosLFosLJrNzZu1zy3mFi0WFq3gpbl5s25fF9hyYmbabGamGZVroqkx1pqY1BgZV2OMqjBGVTqZaT4xlRjNHCZNLDPElBtiyi91cGgwKr4AU2SIKUZjitGGRWh0EQpdgETlo9CFKHSBnsny9I/EEEBpIIShchAokMNy4MgcOCoPjs5HaMiDo/IQ6DwEOg+OygUg0BcgUdmXQWcj0VkArX7ARbFMGCLTAJEJ+0dkfYtsGCIHrsmF2Uh0zgWobAQqS+9NNgqdhURlI5Fa9P5iiH8G+I+DQudiMDkYTA7GKMfIKNfIKNcIk2OEyTbFZJqbpFmYJty/m1VTuSXl/5f64O8qhVKlOFQr9o+U+2rFnvJw7/BAppDvKA9lKuX+kXr/WL13oto/Vu6p5TLl/o5yV3K4I5ZLRPsS4Z5EuCsRSYR8PsThspkiPndHIpZKJGKRSCjgc3l8DsRls7kMFkRjcIDJdFAZLBqTTWdyGEwOkwWxWNDXSmOzeSwGh0Zlkjcp6yvE4YHRhprG0aH3RMLG+jKRuLS+tbKxvbpBXt+iEbeB0mibJPoWmbZJpm2SKdtk6jaZSqLQSFQ6mcqiM7ksDsTkcBhsNpU1PTYdG5nwq8ujp49eebwKdH8Z4PkqxNsz7I1PpMfLkLuObmZGt//0R+P/+IPhH/8V9cd/QfzpD8hf/g2F+A+04Z+MzH42toRfsYUbOxiaPTK39rl5K+r+/ZSnD1KfPUh57IR7aJ90/2byfVvcvev4+zb4X22THtxO+PV28J2rL8wMf0UhXFDo+8Zm9yxsH169ff+ag4u1veM15yCvkO7Gvrnx5flJwuzEytwkYX5qZX56ZV4743Fpbm1lgQhS2urixtryxtrSxurSGmFxdXlueWFmYW5ydmZ8eu7DHGFhdXNti0QkkzcopE0KaYtK3qKStqkkEnWbRCWRaWRdPqPQtFVHJoBCZ9FZHDqLy2DzWJBQ6zMxmyvmcCUcroTNlbAgMZMt1CJmcaRMtoRK529sMZdXyYsE8hKBQdzkU6iHTOY5k/63qXFFbsZSqN94RMBUhN9yhN9KhN9GpP8WNoAc6U8O9yNF+JO/JjKA8gWB5Iig7Yig7fCgrYig7YggUkQQKTKYFBlCigwhRemBDaVEh1CjQ6jRIZToEEp0CDkmjBwTRo4JJcWEkmLCSLFhpNiwbS2Uy4RTY8OpceHUBA20hHBaYgRNk9IiacmRdPAJKpApUQxcJCMlkpkSpQXLTMEy8dEsHFYTyPCgxhjL1gCcF8PExbDwceyUOA5eS4reg85wem7jpSfwMxJ4GYncjERuVhI/M4mXkcjNTgZW4+TguRqr4fg5KcKcFGF2irb2mCrJT5PmpUny0iUFmYCdwuydgiyJthop1izOzpEU50pK8sSA0gIJCGplBaDBUmM1TWWySFZRJKss2QOJrbJEVl26V1UmqyyTVZbvVZXvA6BbJAAAIABJREFUVZXvVZfv11Ts11TKaiv36qrkDTUHzXUH1ZXcNz4dP660GHOrYkvLFgvzVvMrHeZX2s2vtH3Zf6gDxLKvF3c16m88MTWt1/qs1sSkFhyMfRXF/kEg01EGYpkhpsTQqOhr0IaFACQqDzQr6ilNE60QqBw4MheBykNoj8rAe70GxTw4ukBLnpZ8hGHBZdB5eolNCzoHZahB5zYEKguIU6vP77VHas7wEKg8HUhUPhKdj0TnoTH5aEy+oVGBDjQmH22Yd/HGuMDQOM/QKB/8JNow7wJMARpT+AWGBZcwxBQZGhVhjAqNjPJ0GBvnmxjlmhjlXDHJMjdJtbFOfevTODa6J9/5b+Xe35WKQ5VCrlbsqRV7KsWeQr4nP5Bphu4rZGqN0vaOlTK1XKY62FXtSRU7YrlUdCAR7kkEuxKRRMjjQ2yt0kRSiVgsEgr4PIjLY3M4TBbEYEE0JvuS0jRBjcnWKI3N1bXyQ1yBbuojSGnkTQpxhTjcP1JWVN7d3k0kEImEDeLS+tbq5vbaBnldc5ZG3yDRNjXtIdRNEmWbDKCRKEBpEJMNMdkcBhuicwgLqxkp2Q/uPX7823MP90D3VwEe7sFenqHeXmGPf/O+auH0809mf/h/EP/2L8j/+AP6P/836ud/N4T9Bwb1n0aGfzYx+9nEAmZmgzCxNzR7aGbpcd022Mkp9r5jzD37GJcbWCebGKfr8c7XEpysEl2uJd6ziXa2Db1j5W5u+ADxs6PBL84ow7vGV+5Z2j64evveNYe71xxdbO+FvY7saxlamFhZ/LA6N0nQKo2gG1i8Mk9cXdwEPltdJK4uElcX1wmLq6tLaxoWCCtzy8tzy2tLa1vr26QN8kVXyDaVRKLq5zMKhb5NoQG0QY1JBgtCWRCDxWNyBGyukM0VsSAhiyNmQWI2VwJgcUQMlgAAqo4MlphC4xE3GUsE0sLK9vIag7jFI1MPGMwTLvTfm+t/rauixYTNxIbPx4VtxIdtx4fREsIZSZHsxEhOQsQXxIez48PZCRGcxEgoMRK6eB/JiotiAGIj6brneCwTvNERH8VMjGInRrGSsFqiGUnRjMQoemIUPRFLT4qmJ0XTkqJpiViq5uW3SNIjOYpxcYoWxUiKpCdH0vFRjJRIRmokAx9BT4mgp0Ux07GstChmKpaZgtW0+AN76dUYWbhYVkqM9opbLFvnLY3JtA+6r5eVFg+UxstI5GUl8bOS+BmJoPwIZeM0t980QQ0vyEkRZqcINUpLAUqT5mdI8zMkmqM10DzypdKKNFnt4nStrFCstZpUv51Eb7m2RmyVJbuVJbsVpbsVZbKKir2q8r3KMlllmayqfK+qYremcq+uSl5Xvd9Qu19Rzn7z+oeV9sf/jL5iUWRh0Wz+z5Wm0djX7YtfKa32Yty7rt3DuFKbySr1h75/s8aoX2n8kuKvlQZAoQv/gdKQF+iElItE5SPRRQh0iQbt5A6EYdFl0CVIdPGla9QodBEKrf8XKEChC7Rfv/nDX4A2LAHngno3uPUvcYM7CRcAzWu/VhgZlxuZlGGMS/X/i2GMSnW/90cwMi4zNirWUmJiXGpmXHDFJP+KSZq5abKjXWZm6iRp40yx93fl/n8r5ftqxYHqcF8p31fK9w8PZPv7u/v7kv19yaF8V6XaU6v3jtR7Ryqd0nYUO+JDqehAqlGaVCTgQ2yIRRdw2VKRYEf8ldKYHDqDTaOzqDQmlcqkfRnUgNJA+VGnNB0sNpdG0yhtdGC0IKewtrJuZYGwtba1vry+ubpJ2dimbpKomySattGRtkWmbFHJmxTyJoWyRaVuU+kkGp1M11caj8klrZNLCyoeP3R79NDNw93fw93fyzP4jU+4x4tAh9u/o+FWf/xX5L//L/hP/4r86Q+o//wj5s9/NDT4CYP4kwn6z2Ymv5hdgZlfRVy5ZWhxz9Ta7eoNn1v2wXduBd62Db59NfTOtbA7VlF21rEOV+OcbONdbobY2XpYmPyKgt/5859u/GJwC4WxMzJ3tLC5d/22i62ji63zvVsPIgNiBjpGF6ZW56dW56dWFqYJC9OEhRnC4tza8vz6yvw6YWFNazLi6iJxdYm4try+uriyvkhYXyQQl1eJS6trS6try+sbqxukDTL45wOfbZO+UNolyBQ6kBz4v0NncBhMLpPNZ0ECcC+ewxHrgCAJ+xtKE5EoHMI6eXF5c3F5c3WdurnFoVB2GXSlgPs3BvW/e9q5+Nj5+IiZxMitxMjtxAhaUiQTh4WSo7jJWF4yloeLEQDwsUIdqXEiHSnxAnwCT0dKIv8SuvepiYL0RFFGkigjSaghWZCRzE9P4qUn8TKS+RnJPE0DYTIXvPyajCRQ4uNlJvIyEnnp8dy0eG5qPISLZ+G+aFNk42I1JcQUXcaKYabEMPDR9JQYhlZjoAFE87vAPbaUGEZKLBMfB2DhYpm6H9A9p+h1i6QlctISoPR4bkYCNyMRykiEspK4WUncjEQoK5mThWNn45nZOHYOHroghZedys9O5WWncnNTBflpQtAnkp8hyc8Q52eI8jOF+ZkCrdKkRTk7RTk7RTnS4lxpSa60NH9H71DtMsBnZQXS7yhtt6Jir7Jiv7JCs1y7skxWXbFfWyWvqz6or5FXlLN8Xrf+qNL+/acoM/MCc/Om7ykNOOzS8z9VGthv8n+ptG+77YugBqSiG8WrHc6LKUAZ5gGQqHzthbMCFPriPcowH21YiMaUoo3KtJQaGmtAG5XoUYo2KjPUT41aMEYlGONiAKiLYoyLMcYlGKOyb/5DdP8WjFGp/r9aV2vVk03FP6PcyKTsK37kN37xh+iUZmJcamJcBpRmbppubZHi9rSqs5UtgP6mU5pSvq861Ijt8GAPKG1vT7y/L1Ec7qpUMp3Sjg731Pu7yl2JXCLckwhkYv6uRCgVCQRcDptBg1gMsYCvUxoH4jJZbCaLQ6OxqFQmjca8pDQKqD3+f7S953ebV5an+z/Mmu66VY4SkUgiZ4A5SXKoKttyVrSClZNJiRJzzjlHMVNZsmTLlhWYkOMbkTNAgAAY5Kqeng41t+t+OAAISrLHNevOWs+SX7ygvGx98OPfPvvsjZuA0gzR2uMLSkNQg14NKaWq77992NLQ2trYNvd4XqfSK6UqrVIba9mPhTNUCwGfxZSG6jEMwnA4YjUTZrRiFlSHD/df/fyTfR/86dMD+08cPHDyq4Nnjhw6//nHR4Tc3O1v0t/4HWXba8nbXkve/gY94S0G4S066W16cgKbRuSyiBwuhZeSzM+mC99li3bzRF+K0g6niI6mCI+l8k6m809lcM9n8Qt3iAt3pV/amXY8Q/QpnbKDsC1r29tpCYQ0UnJ6IiOTyc/jpe5MyXsn/Z0/5Xx46UzRndkHS0+VC08UcUqTL81HlLbFZ4sqxZJKIVGqJArlokwtVQBUEoVKptIoNJAGRnUoqkM3lba1MQSGsV9SGm4ASrP9mtIMDnA1G/gMwexqLS6RaReW1EsyrVyJaHUmGF424GsO29/M+N/v3XRWFS0V5z8rydeWFuhLC7CyAiNQWmmBtTQqtrJL9pjYgMliD5VFjsoSO1iiFqOq1FFd5qwpd9XGUVfhqS/31ZV76ys8gIZKd0Olu77CBYjV4hoqnQ2V7qYqzytprtxCI/ibVDnrqyKdF/UVjvoKV32Fs67cXlduryt3gIfaUhtQTm2JpabEBs7AakqtNaWW6hJzdYm5ptgMrqZVv2CsEjN4Bj57RfdjySuUVldqqS8zN0SUZvwlpTW/pLTWOndrvetXlNbZ5I1vg3zBbb+ktP4uUHX0A5/FlAaKkIN9weGB0OhQuLvb8A8p7RKH186PDI+/xuPO8LgzLyezVxJbRAlG9Mb368ct6xqItDgy+xiMHgajj8Hc3HICJsozGD0MZm/kJatnC+weFrt3y/4UVh+T2c9kDTBZAwxmP5M1wAZ9KKyBGAxmdxwRcTIYvVuV2U1n9DBZg0z2cATOIIM9wGAPMjlDTM7gJuxBJnuYxQaefoEBNrufze6PPgxwOIMcziCHM8zhDIN/MHCvLra6LB4ma4DJ6mO8Ij/1xf2vQOxWw+BWBl7xM6/4sV+G2c9k9rGY3SxmF4vZyWF0cxjdXGYzj90k5FdmZ1bnn7s+9zgY8PzXauBvq4G/rYVWwI20jdWVjdXgWigQXvGHgv5AwOv3uwJ+ZzjoXg1518O+5+FARGl+L1BawONY9jh9bqfTZjFiCI7oHVaz1+VyO4HSzAaTATcYUQxHUCweCMMgDINxHMENGL619mh5hdJ0GkghUz387sf2ls6aipqH93/QqfQauSamNEwHx1sNpLRY5zq4WYwimAEzGDCDETNaDFYMNk6Oz+75/OCf3/9k796vDx44efDA6b1fHn9v52e0RNHrv0+MKO1NesJb9IS3aIS36eRtjCQCh0rmsSk8XpJQRBNlMMQ72eI/ckS7eeI9fMEBsfiwmHc0hX88jX82U1CQK87PS7+Qk/aVmP9BIjE7ISFtW4JwO4mXkMRJoLJJNAGVk8ZJzRblvJ/30aVzJfdu/iCZ18w9UcQtSJNL5mTSeaVsQS1f1AAUS1qFRK2SqFVLypjMNDKlRqZUy5QqmSJeaeAKWsxbEBQxGRQVGzhXg6PElGY02sxmh9nsipnMYvFYLF6L2Wc2eXHcicA2DHUYTG7M4NRBFrkSWVhSAaWptJgeNsOI14CH7LZ/txj+6/5te3Xxs+L8n0q/UZXla8vzkbJ8vKzAXFpg2aK0i7ayi7bSAmvZJfuLQa3YWVXqAA77VaW5gdLqf0FpDZXuxio36Gtvron4rLna+zItL9Fc422qdTfVeVpqvS213tY6b2udt63eF6O9wd/e4G+r87XWeAAtNb7mam9T5BDL3VTtbq5xN1e5GsvtTZXOxkpHQ6WjodLZUOkADfcNm2+c0Tex3kVnY6WzqdLZVOkAnfpx2JsqrY0V5sYKY1OlqbnK2lxla66yNdfYm2oczbWO5lp7S42ztSaqtDp3S11Eaa31ztb6SPmxrcHb1uDtaIz4rL0xcqIW81m83mKFx542X28H8NkrUlpP90pflP6e4GBvaLg/PDK42t1tOnRo6rcXHgs5vA4+f5LLneJyZrmcGS5nmsv9NZO9ympjHM7mqmVwjRr8Zz0Gmz0Y/Y/+MIczxOEMcTgxKwATDHE4QxzuwFYGubwhLm+YF4XLHeZyR3jc0Qi8qzzeVR5vNB4ub5DDGeBwwG8fBnC4wxzOEIc7yOGCbwc53GEuf4wnGOfyx7n8MS7/Koc3yuGPcvlXX2KMyx/j8a9uBcw0GYkyzOUNR555o1zuCJc7Ev13H4r7oxjZ+uczGBuAEkc/8xVsvfkA/i8hTmbRBpz+Lbcj6P2/BIPRx2T2shhdLGYni9nBYXRyGJ08ZiOf1SDil//5/da25kVI869B399XA/+5GviPtVBwLbSyFvavhwPr4U2lraz4/Msun9ex7LWvLDvDQc962L8e8gOlgaqj3233uSNKwxEI0mqsJqPX5XK7nHab1Ww2GYwG3GBAMQxBUARBEQSDEQRGEAhBIASBMQzB8JjSDEaL2WyzWBwvFR6Nei2skKkefveop6uvsrTy5sxNjUKrU+m0Sh2s1qOaiNJiIFoE1m5exgJWA0rDURwozYiab12/d+jAsT+//8mXXxw5eODkgf2nPv7wQEbKe6Rt7Nd+R37j/6Fsf526/U0aUBppG4OynZVE4NApfHaikEcVi+niDGZKLkv0Hlv4J7bwUw5vD1/wlZB7RMw/nsY/kyE4nyU8n5V6JkO8h8d5n0zMSiCmbifyt5GZb5Kor5OS3iTTCVQmmcWl8ndkvF98sfKHb5/JFnULzxTg8GxxTrE0p5DMyaSR3n2VbEGlWNIoljQKiVolVamkypjPtHKVVq5SSxUqmUKr1CI6BNNjmB6D9SgMYQiMIwiOIAYYxmEYg2EUhjeVFvUZDsM4hhkNBrNhi9JcLyjNZPRgmAOGrAhsw40uDHfq9GaZHFpYVC8uaWRyvUaHQ4gVRrwYFrRa/tVs+H+/u+usKZ0v+uZRWb66vEBXno+W5UfO0sCBWUl+xG0xQFarvOKqjCqtssT+stWqy5yxcBbjlUqL0VTtbq7xRIgcL/lepq3G11bja63xtdb42mp9rXW+1jpfS723tWG5rWG5rcHf3uDvbAoAuppXupqDEZpWuhoDgI7GYJSVjsZAR2OgE3zb4O+s93c0+Dsafyvtjf6ORn9ng7+zwdfZ6OtsWO5sWO5o8HU2LHc2ejsa3B0Nro4GZ0eDo6PB2dng6mxwdza62xs87Q3u9kZXR4Ono8HT3uBrb1gGF67bG73tjZ62BldbA2jrd4GBk7HekI4mV2eLs6vF1RX51dXd6u5uc3e3erpbPdFBXN6eNm9vx3Jfp7+v09/X6evr9PV2+Xq7l3t7/D09gZ7uAPBZb5e/vycw0Bsc7g+NDv2DSntr+xUuv1MgmBLwp/m82Qj88Rg83hh4EAgmAHzeGHgZeyPgT/GjnSN83hg/kvBG+fyrcYzy+SN8/qhAOCYQTPD54/HfCoRjQuH4qxGNC0XjItEEQCyaiiESTUXmPQonBYIJMClfIJjgC67y+aN83hifPx4Znx+HIDqFS8Af5wsm+cKpKBM8wThPMM4XTsaWecYxEf/HwueP8wVX44kaLgKXN8LlbVotzmcx8YMsO8Bi9TGZvTEYzF4ms5/FGmCx+rbyQiyLDFJ5ue/mFZ57FUx6D4vezaJ3sOjtLEYbh9HKZbTymbV8ZpVYcOXIVyN3rpvt5r8F/X9fXfn31ZV/WwuF1kLBtbB/LRRYC62sBiNKC64sB/xer8fhdlg8Lqvf6wiveFeDy2srvtWAd8Xr9HsdPo/d544UHjEY0ms0Jhx3u5wet8vpsFvMZqMBN+AYhqIIDEAA4K8IiiFoRGmAyHFaXFAzmawYboJ0iEKm+vHh4+GBkcrSyvGRCaVUpVdDOpUeUcOoFnlBaagOhbSwPkokqMEojuIgqJlxixmz/PDgp5PHzv3xvd2ff3Lw4L4Tez7/+t0dn3CZmdtfp73xO8pbvydvfz0p4Q0q4U1awls00jZmEoGTTOLSKXxWoohHSxExxKlMcRZLvJMteocp+IDB+YQrOCDgHRYLj6cJT6ULz6YLz6SnnkgRfcrhvUdJyiQmpyQkcbYlUd8gU/5AIP6BRHqdTHiDTH47OUOUV3ql5qcfFuUS3eJcvNLkS3MyyZxMOi+XzstlCwr5kkohUSskSqVUqZQp1LJIPoumNIVKptCqtKgexWEDDhtQGEdhHEUMKGLAEAOC4DCMwwgCIyhwGILgCILDMIagBhQ1GjCTEbeYDDaT0W42Oywmp9XkjFea2eQ1GFwIYtPpTAhsMxhcBtyp05pkUmhxQSOR6BQKRKMzQogdQbwoumIx/9WE/+27e47asoWibx6VF2gqLurL87GyfEOsPeRKXD9IvNJiR2uVl51VRU5wZgasFgOktJrfrLTGSvfLsaylxtdS8yqlRZ9b65Zb67ytdb6Wel9rw3Jboz+mtK7mlc6mQFdzMLZlrbsp2N20AuhqCgG6m0PdLUFAb3OEnuaV7pYAmFbV3QpY6YnS2xbsbQv2tYcAPR2hnvZgb1uwt32ltz3wSvo6/H0d/oHO5YEO32BHYKAj0Nex0tcB3gd62wO9bcHetvjf7u9tj7XmeyK0u3s73D3tru42Z0+7o6fd0d1u626zdbfbezocPR2OnnZXT7urp93d3+Xt6/T0tLv6Oj19nV5Af5e3t8vb2+3r7fH19vp7ewMDvSsDvSv9PcsDff6h/sDwwMrocLjnH1La9oQigbA7RTSTIryWIriRIryeIryeIppNEc2miGZSRDMp4ulU8UyqeDYt5VpayrW01Oup4tlU8Wxaymxa6mxa6iyYhZ8ijsxvTEmZSQWkzqSlXYtjNi1tJi1tNj39WlrqbGrqbGrqDCAt+vBq0mZTU2fS0sDPz6alXQekpl5LSZmNzjueiQfM4hIJp8Wi6ZSU2a3MgGn9YFS/QDglEE3xhZN84SRfOAEQiKb4wuk41U3xBJP8mL83GRcIxvn8sRg83lUub4THG+FHGOZFs1osqIHhKVGG2Kw+Nqs3Hharl8UE9LCYPSxmd5QeJuMFumPPDEYPg94dpYfJ6I2+72YwuhmMrujDJkxGF5PeyaJ3MGltTHorm97EYTQK2JU8ZllG2pXLF28tzgV97r+HAn9fDf7bWvB/roZDq+HgajiwGl5ZDa8Aq4WC/lDQvxLweT0Oh91ssxpdDqvf6wz6PeGAL+T3rvjcfq/L53H43A6vy+6wmnEE0qlVGAK5nHaP22V32C1ms8loMOAYiiCbMoNgGIJjSkNRHMOMOG4y4GajwWw2Wi1mu9XiiDU9msw23GCG9ahSrn7y+OnM5ExdVe1Az4BkfkmvhvRqCNXAuA4x6BBcC+NaGNPCmA5GtAikgXUaCBC1GoIhBgNqNKJGM2a24NaFp5LCiyXvv/vhJx/t2/fl0Y8/2J+Z+i6VzN/2WvLbf0jc9lrS9teTCW9SiW/TCNsYpAQWhcBJJnFpiXxWkphLTxXQxWJGSgYrNZcpzqMJ3qOyP2Dx93B5XwmFx1NEp1JFZ1JEJ1NTjgqFn7D57yczMskMMYHKfjs58TUy4feEbb8nvfnPhDd+t+2t3yekCLLLS+qePFpSSHSLz4DJALKlOcnSnEQyJ5XMyZbmZNJ5mXxJoZAoFVKlSqZQy5UauVIjV2nkKo1cqZIqFBK5WqmBdTAGYzhqwFEjBkAMOGpAERxFcATBUARHEQMSAwWNISYcNxkMZqPRagLjVkxOm9llNbutZrfV7LGaPSajG8PsEGTWao1AaTju1GgMEoluYUEtlepVSkyjM0KIDUE8KOo3GjYw+F/v37XWlS9cufADKDyWnEeLz2PFF4zF35ivnDcWnjdcuWAqyrcUF0QouWQpLbSVFtrKLtvLL9srrjgqixxVgGJHdbGzuthZVeyoLnHWlLoAtWXuunJvhDJvXbmnrtxdV+6OWi3ya2OVd8uBWcRqvuZqX0vNckvNckutv7VuubVuua1uGSSz1jpfa72vtd7bWu9rbvC1NC63NvpaG33tjcsdTYGOpkBny0pnS7CrJdzVEu5uCXc3h2J0NYW6m8PdzeHulk2l9bSEelpCvS2hnpZgd2uwuzXY0xbqaY/Q2xEG9HeE+ztX+7si9HWt9nWt9neF+ztDA52hga7QYFd4sDvCUA8ATPQIDfcER3pXR3pXh/vWhvvWhvsiDyN968O96yN96yN96yP9a6P9a6P9q4DhvtBwf2i4Pzg8EBwZCA71Bwb7locHlof6fUP9vuEBX+RhcHlkwD8yEBgeCIwMrgwPBAb7/QN9ywO9ywO9y4O9y4N9y/2A/uWB/sDAwMrgQGBwIDDY7x/q9w8PBIYHA6PDKz3dxkOHfvNZGplcnpY6kJV+IyP1Zkbq3czUO1lpd7LT72an383OuJ2TeTsn61Zu1p3crLu5WXdzMu/kZt3LzbqbnXE7O/N2dubNrMxbWVm3ssGE4sybgKysW4Ds7NvZ2bdjH7NiP5Zx4wUy0q+n/yoZ6dejarwBSE29HhnVHxvh/xIp4mtgfFeKODbafyayg0Y0LRLOCMXTQvF0TGYxpQlEMwLRdHxW4wsmwZzlFxDE5TYu9yqoN/K5I3zuMJ87xOXG6q5Dr4bV8zJxGutiMTujHRxdr4RB74xAi8CkdzPpPdGv2n8dJq2dSWtj0lqZtFo2vVbAKWPRLuXllrS3zmPwv6ws/z288ve10L+tBv81HAqGQ8FwKABYDQWA0sKhQCjo9/lcDofFbMItZoPTbl722IN+b9DvC/jcyx4XiGgep81lt5pwVKdWIpDWYbd4PC6bw7ZVaSgCI7AehvQQDEW8BsEIiuIYajRgJgNmMuK/qDQEwtRK7fzc/J2btzta2rrbOx//+BOshSENjOlggx4BM4sNWhjXwbGOR50G0qr1Wg2k1UA6LQzrURQxGBCjETUBpckXldUVdX9878MP//TF558cfHfHxzxmOultRsIbyQlvUAlv0Qhv0cjb6ZQEJonIJhM5FCInicSlJQlYyWI2VcyjiYX0lFRmaiZDnEXlv0PlvM/gfc7mHRSKj4vEp8TiM2LxMVHKYb5wN0vwPpWdQWEJE2iMt5IorycS/kB+6/fk1/6J8Pv//uYf/vmttJSc+tq2uadShUQrmVOCWCaZk0nmpEtzksVnS5I5ydIz6cJTydKcRLYgky/JFVKFSq5Uy5VquVKrVOtUWo1SrZDIJAtLKrkS0kPRs0MTjhpx1IihBhTBABhqBLkNWA1FjRhuigHqwGCqi8XksJldAKvJbTG7jUYngli0WlyjMcCQFcedKGJXKtDFRc3igkYmg9QqXKM16iELBLtgxIdhq5DuL3duGmpKnxac+fbS6aXC07LCU/pLJ6FLp9CC02jBKST/DFpwFrt03nD5G9OVfPOVfFNRgan4ormk0FJaaC27bCu7bCu/bK+4bK+4bK+84qiKo7rIWVPiqil21ZS4aks9gLoyb12Zp67MVVvmqitzxcRWX+FpqPQ2VnoaK92AqNKWm6uXW2r8LTX+1rqVtvqo1er9bfW+1npfS723pd7b2uBrbvS1NC63NfkA7U3+juaVjpaVjpaVjuZQJ1BaPM2x54jSelpD8XS3xQh3t4V72ld72ld7O8K9neG+jnBfZ8RkUcJ9XaG+zmBfRzBqstUoYTB6ODaAeKRvbaR/bWRgPZ5RQP/zqwPPxwY3xoc2ItvXhjeuDq+PjayPj66NR9Zkr46NhifGQhNj4Ymx8OT46uT46sRYeGpiDTA5vj45vj4xtjZ2NTw6GhoZCY6MBK8OB0eHg8PDK4CRkfDISBh8NTocY2VsdKWvz3TkyG9OaVRqTWbWcF72ndysu3nZ9/Oy7+/M/e6dvIetuf5iAAAgAElEQVTv5D3cmftgV96Dd3bcf2fHg3d2fAd4d+f37+z4bmfug51593fmfZuXezc3925Ozp2cnDs5OZFdaDk5sTd3cnLuRGV2O7pl5nZMfjEyMm5kpF//ddI3rXYtLe1aVGkzKSkzKeIZsXgmuolmq9Iii2mui0WRnTVgyldkVY14RiCeEohAVotZbRK84QkipUieYJz/Kp8JQSX21Uob4XNHuNzI6R04MmSxQCNJHKyul2ExO8H5FovZzmK2MpmtTGYrg9HGoL8Eo5VOa6HTmuNh0FvBVwxGC4PRQqU20V5NCzW5iZpYS0uqoSdV0ZOK2fRSPruAmXzyi0+rbt2AXI5/DwX+c3XlP9bCf10N/RwOBcOhlVDQHwz6w6HAajAAao/g14DP7bJbzUbcgCNGA+qwW5Z97oDfu+x1+Twuj9vhdtldDqvDbjEZUa1GCek0dovF63Y5nTa7zWwyYgYcQxEURVAQ0SAdEJoehiAYghEYxVAjHql3mU0GS2SxtcVmtdktVjtom0QQTK3WLswv3L93v7+3r7214/69B7AWNDRCmB426hAApocRHQRpYL0a0qj1AG00qCEQhsMGI2oyYWYzblXJtE11rR++v/vdHR989MfPslLeoZK4hDdpxLfopLfplO0synZWEoGdSOBQiJxEIieJyKWRefREAStZzEoWs5PFHKpYQE9JpYsyaMIdNN67TMGnbP4BYdpRcdoxcepxkeiwQLyfI/iQIXyPykunsPkJdNpbVPIbSQmvUd7+A+WN35H+6b+99k//7fXM9J3tLb3zT2XyJbV0XiGdl8oWZNJ5qWROApS2+Gxp4enS/JPF+ScLC08XJQsShUQeU5pKrtQq1RqFWi6RLT5bUMlVaLTKasSNoNaKoXjUZziO4pGUBuMoYsCwLUrDcJPRaDGZLGaL1Wqx2Sx2u9VptzgtJrfF5DYYHBBkUqtRtQoHSoP0FpkUmp9XLy7olApMozbp9BY9ZIdgDwwvo8iaTrNxbVpXXPDd6SPXzx55fPbIs/OH5eePqM4eVp85oj59RH36a83Z47pzJ/QXTsL5Z9CCs+jF8+jlbwxX8o1X8o0RvV00l160lF2ylBfaKgptFYW28kIbMFx1kRMEuJoSF6C21B3fxF9X5opXWkPlZimyqcrTVOVtqvJtKq020FYfiCmttWG5tWG5pT5yigZoa/S3NS23Ny+3N/kjPmtZ6WhZ6WwJvqi0lt+utFB3Wwgorad9tbdjtbczHO+znu7V3u5wX1eoryvY17UC2ggHekMRekKDveGhvtBQX3C4b2WkPzjSHx7pXx0ZfCVro4OrV4dXx4ZXN1eJXl2PMTm2MTm2NjW+PjWxPj25MT25HmNmagMwPfl8ZurnmcnnU5PPJyY3AFMTG1MTG+Pj63FsTI6vASNOjq9OToSnJsPTU2vDw7bjx3/z9BAWuzEvb3xX3rc7c+/vzP1uZ+53u/IeRgEOe/Duzu/e2/Uwxrs7v9+V992uvAe7dtzPy7u3qbTse1lZd/7vKS3jJaWlpl6PW1vzv1faC4iEM4JNe4FTNJDSJvnCyZjMokobf2VEe6k7dITLHeGxhwFczhDwGYPZGzsVA20yLFY/i9UXtdcWorGsjcloZdCb6bQmOq2JRm2mvkgTldqYnNyQnFwfD5XaSKU2Jyc3UKmNVGpjUlJdPLG5WYmU+kRKHYVUmUgqTyKV0iiX6YmFLNqZ93fVtrc8VCnCbtd/Bv3/sbryb+GV56uh50BpIJMBpYVX/IBQYDng83hddqvZgKEQguiMBtTpsHo9ToDH7XC5bA67xWG3GI2oVqPUqpUWg8HtcjgdVpvVBJSGoeiWqmNEaXoERhAYRWEclMUMmAkozWqxW6xAaZGbAAiKabQ6yaLk4fcPx8fGe7v77t65D6khDMIwCMEhxARhJggz6lFMD8OvUlqs/IhBGFCaCbNoFfqe9r7df/okK3XHjqz3RZwMynYG8S0aeRuDsp2VTOQCqGReEombCKqOFD6dwmckChiJQlaymENN4dNTxDRRKlWQS+W+wxR8xhHuF6V9nZJxVJRylC84yBXuYfL+TBe+S+Wnkdnc7TTa27Skt6mkN5O3vZa47bXEf/7vb/z+d2/v2vHn3u6RhbnozbMlhWxRFrOaJGq1xWdLC08Xn/709Omjx/NP5iTzSyqZQqtUK2UK4DbZonTx2YJaqcJR3IgbAS8oDUUwPGK1SFB7hdJARLPabFa7w+Zw2Fx2q9NicpuNLgyz6fVGpRJWq3EEtmGYQ6s1SpZ0CwsayRKkUhq0GrNOb4UQBwR7YNiPwKsa5er0hLrgzO0je8e/3vvg670Pv/7y6dEv545+uXhkz+LhPYuH9y4dPSD9+qDs2Ffy44cUp46qTn+tOntCc/6k7pvTEKDgDHzpLFJ4Di08hxWew65cMFy5YCj6xliSbyop2CTivMv2iiu2iitWQFWRrabEUVPiiBrOCVofQRtkQ6W7sTJitUhcix2h1S+3NkQiWoy2Rn9bo7+tyf//i9K62kKdrcGul63WsdrbGe7pCPV2hgHdneGeznBfV6ivOwi6B7corTc02BdTWmCkf2WkPzwyEI432ejQ2ujQWvRhdXQoPP6S0ibHNqKsAT9NTz5/QWZRfo4w/ZeZmQiz03+Zjf84+9fZ2b9em/05yvPrsxs3rj2/ce3nq1ddJ0/95hmPLHbjjryJd3Y+2LXju115D3fmfh+vNOCtXXkPduV9F+XhztzvduQ82JFzPy/7Xm7Ot7FNabGtaS8oDZQfs7PvZGXdiVjtJaW9kpjn4jQ2G0dcSgNKE/8DShMJp0WiKYFwkicY5/JHecKrPOFVnnCUJxx5Aa5gmMsf5W7t/uDxR3m8MS53NNb6weUOcXlDHG4/mwOOx3rYrB4mq5vO6AIXw+nUjnioya3U5NaYmaI0UanNcX6qS0wEsxyryeRqsOozShWZXElJrExMqkxMKo+Hkgim8kcGGYOhxiRSBfFFSomkEhLxMoV0kUq+yEg6x0w+uyOroL35CawN2yw/Ox1rK/6N1dDzcHB1NbQKZBYjJrNQYDno9wV8nmWPC/TowzoNCmlNOOqyW70uh9dl9zhtHqfNabM4bRaLEddrVFql3IghbofNZbfazEaLETPgODhLgyEY0kOwflNpIKWBoACCWjSl2axmq9UaUZrJbMZRHNJDUpn80U+Pr9+4MTx89eatuyqlFoEwDMJwCDNCBgCmwyId/GpIo9KplVq1UqtR6YDS9FoY1WOg9mjCLJAamRiZ+mz3l3yWWMhJYybzKAm0xARGEoGdTOTSKXw6hU+nCBhJImoin0rmAaJKEzCoYhYthUNLFdFFKTRBDo23gyH8iC3Ym5J5KCXzK1H6AYH4S57oYyb3XbooL5knpHCY2+nU7YykBCZlO53wNm3bm9TXf7/9rTdIH/zps6GBiaV5pXxJLV9UKaUqhUQhW5RExBbnNsmcZO7x3KPvf7x7886Du98+ffREKZVrlRqdSquWK6ULkoWn8xqlGkOx+Ij2C0rb/Ah+EijQZDBZzBabxWaz2OxRpTlsLovFaTDYENis0+IxpcGQVaXEFhc1i0s6qRxVa81anUWnt0OwC4J8EOSH9CGFNDQ7qb909u6Bz4cPf3Hn8Of3Dn3y6OAnjw98+hSw//NnB76YO/jl/FdfLhzas3hoz8KhffNHDiweOyQFnDgsP3lYfuqw4vRhBVguE0ULtszkn9QDCk5BF0/DsemOl85Cl87CVy6gJQWGGGWb4zxMFVesVUX26iJndZGzutgJqpebJcoqb0O1p77KHaOh2tNY422u8zXX+ZrrPC31kYaR1obl36i0eLpagp2tm8QXIXvaw7HTtZ720C8pLcZvUdrI4OrIYAgwOhQaHQ6ODYfGh0Pjw6GJkfDYaHh8NDxxdXUiks9A5Fp7ZUSLy2rr09Pr09NrgNmZ9dmZ9ZnZ9ZnZ9dlrG4Brs4C169fWblxfvXlj7dbNjfFx++kzvzmlMRj1eXnjW5X2PYhrO3Pv78y7/3+gtNzce7+utN8SyDLSr6fHZbJ4t0WT2bUXlBZZfLPZJwLsdS3KrEg4vYloWiScEAjHeYIxLn+Eyxvh8oY5vCEWt5/J6WfzBjn8QQ5/kMnpZ3L6WdxBFmeQzR5ksQdig1GYzAFm5Ap5L53Ry2T2MJk9dGYnnd5Jp3XQae10ahuV2paU3JqY3JSY3JSc1JKU2JKU2JyU2JyU2JRIaUik1CdSahMptTFvgY8USjWZUhWBXEEil5PI5QRiOYFQTiCUxVFCJJWSSKUkcgmJXByDSC4hkkqIpDIiqYxAKI2RQChJSIiDUEQgXCESL1FIBVRyPiP5bHZaaUXxLa3yf/g9/8vl+KvLubriX18NbYSD4XAwFAr5V1Z8Kyu+4MpycKvSQoHloN/r97rdDpvFiGGwDtFrcASymQ0uu8XtsHqcNpfd4rCanTaLxYRDWrVWJccRCCgNjBQxYCiKRHwG6fSQDoJ0UExpMIQgEIrCeFRp4DjNZjVbbVa71Wa3Wm1mi9WIG2EIVqrUz+bmv73/YHr62uy1m9IlOYoYwB03A4RHlKbHUB0KaWCdSq9WatUqXXxK02thVIcCpVkMNhwy3b5+78CXh1hUHj2RTU9kJ5NYVDKHTuEzk0QsqphNTWHTUlnUFHqyiAasRuRSyTxGooCZJKIni5hUMZuaIqSLUxmibBovh8b7gMX/TJC6T5S2T5Cylyf8jCP4gMbeSRVkkdl8EouZwKBuZyYlMBMJLDKBte1N6puvERK2JX352cHJseuSBZVCoomMBVlSyBal8iW5fEkhlygUEiX4VSFRShdkD+5+29bUUnKluLq8cnRw+PEPP2mVaq1SI12QLD5b0Gt0QFoxnwHAy3iZoUi0PmkwmowmgNlktm7KzOF0OJ12t8PmslhcKGrR641qFapQQOAsTas1SqX6xQWNVAopVQad3qaH7BDs0kNOvd6j0/k06mXp0sr1GfjKN/cPfD588NMbhz67+9XHPxz4+NG+Tx5H+OwpYP/nz/Z//mz/508PfPH0qz1zh/ctHNm/CDi6f+nr/UvHDiyd+EoW4+RXspOH5KcOb3L6sOL0EeWZo8qzXyvPfq04d0x5/rj6wklN/iltjILT2otntZfO6QrPQ4XnkCsXsOJ8Y9E3hqILhuJ8Y0mBqaTAACZplRWay69spchcWWytLLZWlliqSi1VpZbqMktthb2h2tlQ42qu9bbULv8CvpZaL2g2aatfjtDgb2v0tzcFOlpWQI9JZ2uwK+K2LT0jPR2hnq1K6+sO9nUH+3tCA73hwd7wUB/gf1t4DL9SaePDobHRMGD86urkLyjt1VaLU9rM9NpM7Dlqta1KW7t5Y+3G9dXxiX9EaUxmQ0xpO3PjZAbYqrRYcTIv+35e9rd52fdy4/ZZv5zPcnLu5OTcAxqLlBwzbmdm3P4/UFp69COIaCkpMyli0P0xLRZPg4Z+kWhKJJqMtfuLNl9OCQUTQtGESDQhEIwJBGNC4bhQNCYQjvL4g2xO5H43g9lJZ7SDoYh0RgeD2cFgdtDobTRGO4PZSWd2gK+Saa2AJGpLhOSWpOSWyLASalMStSk5qTEpqT4xsZaSWE9OrCdR6kiUOgq5jkKuI5NqyeQaMrmaRKokkSpIpDISqYxELolSSiKVEYnFBGIRgVhEIBURSJcJxMsE4uUEwpXtCZfjKNyecCmBUJhAKEwgXtzKJfBbCMTLkR94FURCIZFwkUg8RyaeSiKfSBGeL7gws7TgCSz/V8D/PzzuVZ83EF4JrYfD6+HgajAQCvoCAU/A7w0EfCsry6GtSgsFfAGfx+d2OG1mE45isB7Raw0oZDFiNrPRZbc4bRaH1Wy3mCxGHNFrNEoZrNM4rGa3wwaUZsQQDIFgSA/pdS8QaRGBEQRGsejBj8lotpgtFrMVpASbxWYxW40GIwwjGq1ucUny46NHt27fnZ29OfdsEYVxBMZRCAcN6zhswCAM1aF6LazTQBqVTq3SaVQ6rVofUxoSUxpuNaHWR98/OX7kFD2RTd6ezEjiMpN4LKqQRROzGakcZhqPncFjZ3CZ6RxaKitJxCDz6SQencQDKY2enMKkpjJpKTy6WMQQp1G5mXTee0z+Bzzxbr74E574U674zyzBrmRWZiI3hcDgEBjMBAaVwEokspMp/GQyL+Et2puvERJJjKOHTt289q1sSaOQahQSdXRso0y+JFNI5EqZQilTRCZbytSyBdnU2MSJo8dyM7MzUzMOHzg0PjKmUah0aq1kfkkyvwTpoPh8FsUI+kRw1Aga+uMjmslgMpvMZhP4w7fY4pVmdzrtbrvVaTTZIcio0WAKOQzaQHQ6k0qJSZZ0S0tauQJRayNK08N2nd6q1TrUaqdc5l6aX75z01BZ/OPBL/r3fjR58NMbB3bf3/fx93s/fhTh0yd7P30SJ7Yn+z9/cuCLpwf3PDu459lXe+YO7Z0/vHf+yN6FI3sXju5b/DrG/sVjB5aOH5QcPyg58ZU0xslDspOHpIBTR2Snj8rPfq0AnDumPH9cef644vwJ5YWTqm9OagviJvdfOotcPAODeFd4Dik8hxSeRy7HuIAWfYMV5+PF+XhxPpgYiZZcRMsKsYorhsoiY1WxubrE+suYa0qttWW2unJ7fYW9odLRWO1qqHE11Xpa6oHqfNErbitdzcHullBX60pX20p3e7CnI9TbEYqeroV7O4N9XaG+rlB/T3iwd3Wwd3Wgd3Wwd3Wob3WoD7SHrG22hwyuvVR4DF8dCo0NBce3KG1tbHRtfHRt/Or65NjzybHnU+M/xxcef0lsv0Vp1zeVtnHzxsatmxvjE44zZ6/9I0rLHX9nx/1defejPotTWu79XTvu79rxAFhtZ+4DQFRpd3NzwMkZ6Aq5k5Nz+wWys29nZd7KyryVmXkrM+NmZsbNjPSbGenXMtKvpb+C2fT02fS02bQtnf1AYNMpKdNicXRTtmBCIJgUCCb5/DE+uG3NBReuR2KXsnnckWgP/QiHM8LmDLLY/XE3wHoYzC4avT05uSWyWSapITGxnpJYR0msoyTWUzaf68DKtBdG6ZMSa0mUWhKllkiuIZKrSRRADYlSA6RFJleRyNUkcjWRXE0kVZGIlURiBZFYQSSWE4llBGIpgVBCIBYTYgKLUJxAKEogFCUQriQQ4p10OYFwJQ7w1aUEwqUEYsGruJhA+DWIhItEYj6RdJqQ8DWLcebo4d4fvvcG/H8PrvwtEPjZ6w36fcuroZWNteD6amA1uBxc8fr97mWfa9nn8vs9wYA3FPDF4Q0su5c9To/TajMbcASCtGpQgTSgsM1sBD6zmY1mA4rotWqFVKOQWU24y251WM1WE27CURyBX6k0SAfBeggBl34RFAeDK0wmswkUvqw2i9VqsVrMFpPRhCKoTqeXyWRPnjz99tvvZmdvPPzuR61ajyIGBMIwGMdgAwYbUAhF9Mim0qKFR61aD87SQOHRgBhNmMWEWRefSvPPXqRRWIS3KCwqn8cU81lpfGAyVrqYnyvm5wq52XxWBoeWwqQIGRQBI3KcJmRQU5i0FCYthUMT8WnCVBo3g8HfyeC+xxb8mSv+kCP+kCV8j8bdkcRKI3MECXQWgcEksuhkDo3CZ9FTmTQR4W3am68RGVT+2VMF9+48VEh1QGkgjSkkcvmSTCGVK2UKlVypkWsAiiX59enZb86ez8vKTRGIvtp3cGpsQqNQ6VQayfyiZH4J1sPxp2hxKS0CqPTiCI6juBEzmHCjxWi2mixWU0RmEZ/ZHU67w2lzOGwuq9mBYmatFlUoIKlUL5NBKiWmUmFyObS0qJFK9Gq1QQdZ9LBND9l0eqtWZ9FobEqlTbJkX3jmffjA3lSzcGTf8N6PJg58em3/R3f3fXR/3+4f9u1+tHf3o70fP973yZP9nzzZ/+nT/Z8+PfDZkwOfPTnw+ZOvvngKOLRn7sie+SN75g/vmT+8Z/7ovkXA1/sWjx1YAgCxxblNcuIrycnD0lNHZKeOyM4clQPOfq04dwwgP39Ccf646vxxVWRPzQntNye1+ad0+ae1+ae1F8/oXubSWX3hObjwHFR4Dio8D10+r798Xn/lG6goHy7Kh4sL0OIC7BdAiwvQkotoyUWs7BJeVmgov2wov2Isv2KsKDJVlVhqSqzVJdbaUltdmb2h0tlU5W6qdjdWO5tqnM217tY6T2uDt73R19ns72zxd7Ysd7Yud7b6u9oCXW2B7vaV3o5gf1d4oDs00B0a6AoO9oQGe8KDPeHBvvBgX3ioPzzUHxoeCA8PhEFQuzoUGhsKjQ+FxofD40OhieHVSK/j6PrEaKRJZGrs5+mJ59MTG9MT69MT69MTG9OTG9OTGzNTz7cobWpjenpjanp9anptemptemptanptenp9dnaz8Hjj2vOY0m7d3Lh1c2PiH1Iag1Gfmzu2M+/Ozrxvd+V9986O79/Z8f2uvAe78oC9vt2Z9+2uHSCrxYLa/R053+7IuZeXfSc3Gsuys29nZd3IyrqRnX0zO/tmVvaNrOwbWVnXMzKuZWRcS8+YTU/frBmmpk6lpk6lpLyIWDwhFk+IxBMC4ViEaEshjzfG54/yeKOxSZJg5H9kCBZzgMHoZzD66YxeOr17E0YPPboFm0rrTKa2JUZ3zURm81PqKeQ6MrkGrBwDB1QvnzyRSBUkciWRUkkkVxLIFVHKCOSyBGJ5Aqk0gVQSgVhOIJYTiOVEAKmCSKogEMsJhDICseQlexVttVSM4gRC8W9SGvFSAvFiAjF/K98kkC689PJFiIR8EukCkXSCQjn63rtVY1fVDvvfAoH/5ff/uz8Q8vl8/mVPOOxbX/evhX3hoGdlxeP3u3xeh9dj9/kcK353yO8JBSIE/e7AssvnsXtdVofVZDagKKTTa1RalUKvUYEiJBjDb8JRFNKp5BLZ0oIBhUF6AyntV5QG6fUwpMeiN36NGGYyGswmo8VsslosVovZYjZbzGaT0WTADAgMqZTK+bn5h9//ePP67fv3vlPIVEBpSPQ2MQwhMATrtbBWrVfHKU2j1scXHg2I0YiazZhVsaSuKK5iJHHffo3IpglE3AwxN1PIzRJws3nsjFTRzozUd9NEO0X8XB4jnZMkZiWJmElCRqKQkSSkJ4voVBGNKmImCzhUgZjGTWPysumsXAb3PbboPYbwnWTujiR2biIrNZEjIDLYJDaLwmVThTxWupify2OnE7fT3nyNxOekFxaUPnzwRCnTK6QapVSjlKqUUqVSqlBKFcBn6jilqaSqJz8+Hhu+WlFSXnqleKhvYO7xM71Gp1GoF57OS+aXUAh5lc8iVUcMjR5eIrgRNZhxo9lgshotdrPNbt4Szhx2h8vudNudDqvTZLTq9bhCqZdKtZIlrVSqVygQuRyWSrWLiyqFHNFDFgS1Q4hND1t0eqtGa1apzTKZeXHRtjDnffLI09OmOnFoYu/u8QOfzu776Na+D+/t/+j7fR/9uO+jR3s//HHfRz/t3/3T/t2PD3z85MAnjw9+8vjgp48Pffbk0GdPDn/+9MgXz458MXfki7nDUasBjuxdiFktprTo89KJr5ZOHpKcPCw9eVh65qj8dFRpUeTnjsnPfi07d0wOxHbumPLcMeWFE+oLJ5UXTiq/OaUG5J9S50efvzmlLjityT+tyT+tKTituXhGC7h0VnfpnC6yv+Y3c/k8dOUbpAiQjxbno8X5aEkBVnoRLy80VFzGKwrxikK88rKhpiiy4bq+wtpQaWuostVX2RpqHA01jsYaR1Odq6Xe3d4AVlR7OppcHc3ujhZfZ+tyZ6u3s9XT1e7r7vB1d3h7On193csDvctDfYGR/pWr/cGr/cGx/uDYQGhsKDw2FB4fXgVMjKxNXd2Yuro2NbY2NbY+Pb4+Pb4xHQltW5n6eXr65+np51PTEclNTW9MT2/MzDyfmd1U2uzM6rXZSEq7fev5xITjHyg80hn12dlXd+Te3Zl3b1ekXz/Crh0PduZ9uzPv3s68eztz7+3I+RYUG/Oy7+Vm3c3NupOTeStrs5XjembmtYyMa2npM2lpM2lpM6mp0zFviVMmxeJJkWhCIBzn86+C8VEvw+UOcblDHO4Qi90fZYDFHmDGRkYxeiITEenddHo3jd4dnWffGRuNH1lmndSSmBRd2pLUnJjUnJjcmJjcQEmuj0FOrKNQaigUEKcqSeTNSiBxKyRSGYlcQaRUEMjlwGQEchmBXEIgl0R9VgzYTizeTiwmEIoJxBIiqYRALCEQSxIIxZtpjHQlAlAa8dKrKEwgFr70MlJUjPtYEH25VVek36o0IvE8iXyMxztbUDCjUq17vX93e//iW/7Lst/vW/YGAu5QyLu2trwap7Rln9Prsfu8jsCyK+YzoLSVZZff6/C6bS671Wkzmw0YrNMoZUvypQWNUmbEYKvJYDZgBhRGIZ1aIZUsPAO1x1jhEUcgBNJBOi2ki8lMD+nA8hc9rNehEBSZ14SiRgNuMuJmE26xGC0Wk9lsNJsNZpPRiOMoAmvUasmi5PGjJ3dvf3v3zn3JogyBsIjSYByF8ZjSNGq9WqWJoVFrdRq9XgshEILBmAE1GDCTCbdolPrWpg4Wjf/GHwgsujBFmJ0mzksR5op4OTx2ZopwR27Wn7LS309P2SXkZHFpqWxqCjNJBKAlC2hAaVQBhyYQ0rkiOjeNysqgcnJo/JxkXk4SNzuZm5XETaXyBRQOO5HHTuZzGClCfnZa6jsCXjZhO+PN10hiYU5Zce3jHxdVClgp1apkWqVUpZSqovVGhUah0irVGrlGq9BqFVqNXK2QyOafzP343cNHD3+ULkh0ai2ig1Qy5dzjp7JFCYagL1UdXzhIw3HUYEBwI2YwG0xWo9lmiijNZrFFio0Op8PucNudLrvTanHgqFGlgiQS1eKCanFBJZFoZVKdVKqVLGmkUp1GbSI3ICAAACAASURBVIARG4o5YNSmh806yKTSGuQKg0RqXFiwLMy5n/7kHu6FTn899cUHwwc+nd6/+3ZUaT/s/fCHvR/+CNi/+6cDHz858PHjAx//dOCTnw5+GnHbV1G3Hf7y2aEv52Ic3jN3ZM/80b0LILQd2790bP/SsQNLx/YvHT+4dPzg4omvlk58tXTiK8mpw9KThySnDstOHd4S2s4clZ79WgZkFqtMnjsuP3dcfv644vxxxfkTivMnlPFsqu60Jv+0Jv45ZrjfyKWzusJz+svn9FfOQ5cvwJcvwEUX4OJvEEBJPlqSD5fkw2DvaOkltPyyobLIWFVkrC42VZaYqkrNVaXmqlJTVZmpptxcV26pqwCY6ystdVXW+mprQ42lvtrSUGtrqrc11duaG6ytTfb2Fmdnq7u33dvf7utv9w10eAc6ff1d/oFu/2BPYKgnMNy7MtofGh0IA88B1U2Ork1cXZ8cW58a35ga35gaXwdMTmxMTT2fmn4+Pf18dvrn2Zm/TE8/n55+PjPz88zM89nZ59dmn9+49vO12fVrs+vXr/188/rzWzd/nphwnjz1m1NacnJtRsZIbtbtHTl3d+Tc3ZF7b0fuvZ2593bm3svLvpOTdTs78xYgKz1CZtrNjNQbGanX01NmUze7M6ZBzBIKxwXCMb7g6gtzDsFoRzZ7kMka+KXB8JGhvfQeKrVrC7SOZGr71o0tbUnJbYnJrZTEFkpiC5nSTEkENFESGymJjeTExhe3aybVkRJrXtgrTUmsBpkMhDMyuYJMLieTy4mkUmAjAJFYSiSXEl6kmEAuTiCVbCcVbSNeASSQihJIRS9HsdjZGJF8hUC6TCBdjirt4m8GqCj2sSCBmB+12v+h0kjk80m0k3/+oG5yErHa/uZy/5fLs+7xrnl9Xp/fA5QWDnvDQc+m0padXo/d7bYt+5wry66g3x2z2sqyy+9z+tx20OJot5gMKKSSSxefPZEsPNOplTiiN6AwjkAopFUrZJKFZzq1AtQkrSYcKA2FtLBOC28qDdJr9ZBWD+v0kFaL6HRgNFNMaSYjZjbhZnMEk9FgNOAYiui0WplU9uzJ3Hf3H969c39hbgmM5Y2IDcJgCIH0kF4La9Q6tUodj06j02v1kB6K9kQYjbhZp0F6uwcF3LS3XieyGMI0cW5W+jupojwBN5vHzkwR5uVk/hFYLYWfy2em8xhpbGoKK1nMTBbTqCJqspBGFTGoAhaVz6dzBXSuOIklTmRlJHGzk/m5VGEuXZRDF6UxRCIqn0sVcGhCHjtNJMxNT39XwM9J2M5463VyesrO6ormZ09kaiWslGnVMq1apgZKU8mVwGdAaTqVXqfSa+RqjUKllqs0CpVGodZrdBiEYhCqkinmnzxTyhQ4ghkwg8lgMuLGWJNIJKJFG0MMmMGIGcy40Wo0W41mm8nqsNgdls2WEJfT5XQ43Xan02o3Ga0whEml6vl52dycfH5esbSolkg0ALkc0ulMCGJHMQeC2fSwSaPDFSpUJsclUsPCvGn+mfPZY8/oAHz668nP/zy0/9Op/bvv7PsIKO3h3g8ffvnnH7788w97Pvhh30eP9n30076Pfty/+9H+3Y/2f/zowMc/AYDbDn7+5ODnT7764umhL58d+vLZoS/nXkhssQO2YwcWjx1YOHZgIU5sS5HTtcOy03FKO3NUFhfdFOeOKc8dkwNAhouUKKNcOKm6cFIVE1v8x4LTmn+Ii2e0hXFbti9fgIvOv4C++Buo+BuoOB8qLoBLL6Gll7CyQqz8Ml56GS8rMpQXGcqu4OVFWGWxoSqeEmNlqbGy1FBVZqguN1RXGGsqDTWVhppKrL7G2Fhnbqm3tdbb2+vtHfWOjgZbZ6Ojo9kJ6Gxx9bR5eto9vR3e2KSrgW7fcF8AjLMaGQyODAZHhlZGh4NXR0JXR8NjY6tjY6sTE+tT4+tTk88nJzcmJzcmp55PTW1MTW/MTj+/NvvztdmN2ZmN67M/37z+862bP09MuP4BpZHJlSmpA5np118gI+1amngmTTyTnjILSBNfSxXNpopm08SzYuGUWDglBgMV+eNghi/QWHQC/QCL1Q9EFb8zBSxS2dwCEyU5uo0s+nHLarGk5JbYns9kakts+RklqYkcsVcjiQIeGsibHRk1wGGkxFpyYi05qYacVP0ClMTNNncgMwCJVEYklW6BXEaklG+ljECORbQiwDZi4TZiYQKxkEC6QiQVE8kRhxHJV16AQLr8qs6OOMBR2S/+wC8rjZifQMwnkAp+HRKpgEQ6x2SdvnBhSqkIezz/7nT+q8ez4vEE3F6n1+cMrDiDIXc47F0NeVdD3mDQ6/e7fD6Hx2N3uawej215OWI1QExpbrfD6bA6rGaLEYe06qX5Z09/+mH+6WO1QoojkBFDUEinUcikc8/UcpnZgIEzNhOO4jCE6vWwTgeAtFpIqwfAWh2q1WE6CNNFlYZhJhw3GbGIzEyY2YwbDThQGqTXq5XqpQXpjw8f37/33fyzRXCBGoEw4DYYQiDdi0pTKVVAaTqNDtJtURqkxUaGxrPSd25/O5FJ56eJc7Mz3k0T7+BzsnjsTBEvJzP13ZzMP2Vn/DFdvFPMzRawMnmMNA49lUVNoVFF1GQBNVlASxbQkwXMJDaHyuUncXiJ7DSqIIshzmGmZrPSs1kZGZyMNFYan5nCY6by2BlCQW5a6js8blbCdsbbb1JyMt9rbuhcmldqVEhUaVqNXKuWqTUKtUYB1KXSKrVAaVqlDrzRqTR6tQ7WQRiE4DCmlMoXns5plWojajCiBhNuNGKRKGZEDTiC4zCGwxgGIeClxWACPgNKc1rBsVmk6uhyulxOl9PutJptOGrUqvVLC/JnTyRzT2Xzc/KlJbVUqpVINFKpVqlE9Dozitpx3ImiVj1kUqpRmQJakqBLS/jCvGn+qX3uiWu0X3/m2MSBz8YOfDq5/+Ob+3ff3f/Rg31xEQ2w7yPAD/t3b/osktg+fXzws4jSImdsr1Ja9HRt8fjBCL+utFNHJKePyLbWJGXxxAwHAA4DGot32z/qsxeUdumsrvC8/sq5GFDRefjKOV3xhajVCuDiArjkIgKWlxYXooCSy1jpZaT8Cl5ZFN1HU2yoKjZUlESoLDVWlZmqygyVpXhVmaG20lRXZa6vsjRUWZuqrE2V1qYqc3O1pana1lxja661N9faW+ocLXX2lnpHa729rcHR1uDsaHJ1tXg6Wz2dbd6eTl93h6enw9vbtdzX7e/rDfT1BQb6g8PDa6NDa6PDa6Mj66Mj61dHN8bG1sfG1ifHNqYn/gIuus1O//X67L/cuvEv42PeEydv/lalEQhlfH63SDDxMkL+OCDykTcZJfKVgDfGi8zj35zMy2INMiMzc3tfWAZGo3dTaV1UWterlNb+q0pr/g1Ka3iF0ig1pMRaclItKfEVPvvtSiORykjk8peUVk6klBPIpQRyCUhsBHJxAulyAghhpCKgNAIp4jAypRhAinjuCoF0+WVXEUiX4pRWGP+eQCqMcolAvEggxV5ejEEkXyRSLgHIiYUvQ4q+p1AKEynfpKUVtjQ/Mxn/1e3+n3b7X10uv8u17PY6vT6H328PrDhDITdQWijoCwTcyz6nx2N3uSwul8XrsS97HTGfAaUtex1AaU6bxWY2GlBYrZDOPfnppx++lyw8g7RqE47iCKRXKxVLCwrJogGF7BZjpD0EhhC9HtZqIa1Wr9EApenVOkirh7V6RKMF22EwCDKgqAFFDRhqwFGTEYsRUxoMQTqtXiFXPX089/2DH54+nteqoZjPEAiDdPCrlKZWKVVakNJ0EJisAa4NIBA+PXnj/Xd3kxKo9GSuWJidm/V+Ztq7oPAo4uWkinZmpb+fnfHHzNR304U7xNwcYDUuI41BT6FRRclJfGoSj5bEo5OZDAqTQ2EJkrjpdFEOO30HJ3MHL3snPzdXmJvNzxbzsoScTD4nS8DLFot2sFnp27fRCdto7+3a3ds9opDqtCpUI9drFXqNXKdTwlqlVqvUgIimVap1Kh2wml6t16k0wGeQ9v/j7a2f4zzbRM0/YndmPohlYbfUIDWIWTI7tgxJbCdmZrHF3GImi2zLMcYxJGbLYqn5ZWrmbpHtfPPNzJkzu7VbdXZ/eN5utQw5mZ1TW3WV6+lXLbB+8OX7fm7AKIzQkQxD0Gq5cm5qBtHAekqnp3XAZ0BjDEEzBMUQlO+ljmQMjB7sRLUYTCBKY5VmZaM0h91hs9iMegOBUWqldmZKPvF2dnJ8fnqKVZpSiarVOAzTBG6iaRvD2EnCBMO0Uo3NK5G5eXJunpmbM87NOGan3Lev0yX5D08fvnfy4P0T+385se/Zyf1vTuyfOL5v8th3k8e+mzz67QQ4HPtuYlVm/iHavjWBmtdqkycPTn+qNJB4PHdsDgRqQGwXTsjPn5CDMkhv2Yji8mnF5dOqy94QDSjNP1DL9vMZiNJANvKjcO1/odJ8UVppDlqWi/6+0sqLqcoSsqqEBqtEaz9SWjlrtZoKpq5KJ6vRy2r09TX6xlpjU62pmV2rZmitMzbXmX20yCzNdeZWmaWtwdzWYG5vtLQ3WjqarB3Nts5WR1e73Z/Odntnh6On2321n51QPDS4MjS4MjT4bnhoZXh4+frw+xvX3l8bWhy9/u7W6N/u3vrne3f+fv2a/fz5P6y0oOBiaXR7bPRIjPRajHQ0RnrdR7RkJFoyEiO5FiO9ESsdBcRIR2MkN6Il16Ml18FqNLAURiwZFnt3mHkHwH+839JPbB8rzZda/C9EaZ9VWoPvpS/ZyAmv50TU+SuNrQ1hxVbLZe/VqjicKo63NoQTXhv2Wbi1oZyaVbiVIZyKME5lGKcqjFMTxqkK41T6y9Lfmp8SxqkMC6sM45SHccrDwirDwirCOOVhYRVhYZUcbtXq53KrOBzvy/A1hIfXrBJREx5R9SUE4dWR/LIdXzfcuUW67P+32/FvFvMHh83jtC+4XXaP27a8aFlZsq4sWcEitHcrHl+FiMtpcThMLqfF47QsuG1LHvuix77osS+4bB6nFXRVW00Gq8lgNekZElMr5qfGX09PvFErZ2kC0VEEjmjVijn1/ByNIla9zqJnjDSpw3EKQVmlQSj4hxiDUAJCCQTcqOEURoBgi6EphqZ1tE6v0+l1jEGvM+jZlmGKoUiSIjAK1qJzM/K3bybGxya1apTAGJ/VcJQEo4phLQoqHrWgPMRbIeJdNKNjJx+Shl8evziw7yg3LJIXLk6Mz9yQ/nVG6rak+A2x0oxYaUZS3Ka0pG0ZqV9npGxPT9yWErcpQZoZK0qLFaWKBIkCXjwvIpYXHs0PlwrDJJEcqTQiOk6YkCpJ3Ri3cVvitq3J27ckbduSvH1T0tb0xM3JcRsTYjbER2fGR2eKIxNDgwTc0Kid27+7NnwL0pAIRMFqDNUQLFoM1aLAYRgEDjgOo+A3RqI4hREURoKoi8Yp5ZxCPjOPwxjwmc9qXrFRNE4Cq4GHBu+abxClOSx2p9XutNpdNgfwmcPusJosDEFDWnR+VjE5Pjs+NjPxdn5mUjU3rVXMIRolAWtJHNFRhJEmLRhq1GhIlQqbVyJzckQhJxRyZn7eOD9rn5txPfnZ2Cx7lXfh0eXTDy8ef3b+6IvzR96cOzJ57sj0uSPz547Mnz0k9zJ/5uDs2UNzZw7Onjo0e+rQ3KlD86cOzYEi/lOHZo8fmj7hren3+Wy1DPLI3Nkj8+ePy31WAz47d0J+/qTi/EnFhVOKi2cUl88owEXa5dPKS2fVl86qL5/TeFF5WX2ecw4USWpyL2izz6tzLmhyL2pzL2rzLkGA/MswoOASUngJ9QP5HaUVZaM+inOx4lysmL1Xw0vyUEBpPl66qjQcUFbEUl6EVxYRVcVkVQlZXUpVl1K1JVRtCVVTqqsu1VeX6avL9DXlhupyXW0lyEbq66oMsipDQ7WxqdrUXG1qrDE11Vo+wQT01iozt9abgNhaG61tzfb2Fkdbk7292d7R4mhvtrU1W1tbbG2t9s4OZ3eHq7fT3d3l6ele6O1Z7O1Z7OtdBMHc1d6Fof7l4avvRwbf3Rh5P3DVcurkHy4PWRdQIBK3SMSDUvGwVHxNKh6Rikek4uFoyYhENCgRDUpEQ1LxSLTkGqsx8TWJ+JpENCIWj4hEwyIR2LoJdp341poM/L7ShJG9wkhfrMbupP6y0joBAmGn99wBJBfBa/W3mldpzb7LM25Eo991WiM3ooEbAZQm4wLCAfXc8Hquf4NzeB03vIYbXuM9y7jhMk4ES1g4oM5HKLc2lFMbyqkN5VaHcqvDONVhQIRc8EVqueG1HG4Nh1vD5bIvudxabnhteETdGsC3i6jlRoBvXRsewc4BAe8HPw8oZuGG14VHyCJ4n1IP4PEbeHyZH3U8fh2PXwsOkfxasbDimz1tvzwyL3n+h8vxrxbjO4fV7bR7PC7Hose+smgFvF92fnjnfr/iebfiebfsWVp0LbjtTofFYTc57WaXw+Jx2Xy4HBanzeywskrzpR/ls5PTk2/mZ8Yh9TyOaBCNUi2fVc3PELDWrKMtep2BohgcJxEEh2EMQVAIQbQICqEohOIQisMYDmM4gpEYTuIUibPD+XWMTq9j9DoaWA3cBlEMTZIUgZEwhCnmVeNvp8beTGhUMIHRJM4QGE1gNI6SGEKiMAFAIBzge4KjJI5SBE5TpI4m9Tra+OrF+Ilj53lcUXhYZEJcembaGqUlxm1MSdyanrw9PXl7etK2tIStSXGbEqIzY8VpImESUBo/PIbHlQrCJEKONJoflyRJyYzbsDV52860nTvSs75Oz9qavnNz6teZKdvSkrYkx29KiMmMlaQJeTFAaV9v/eb6yG0UohGI/khpYDc3UBoGYzjM6p/CCD8/0TqSoTBSMadQzilIUMEPqkIoRkczDEnTOEnjJIWzn6UjGYakQbmjn9JswGcum8PlcLnsTrvVbtQbcQRTKzSzU/MTYzPjb6Ynx+amJ5Tz01rFLKxVEghEE6ieJkwEblSridlZzdysVq5E5UpUoSCUCkY+b5TP2eZnnK+eOm5fR7ualJVFr/MvvMo9O5Z7Zir71Fz2KXn2KXX2KU32KW32KSj7FJR9Spt9SgOeXD6tvXRKe+kUdOkUdPm0FnDxjPriGfXlM5pLpzUXT6kunlJdOq3+iMunNZe8odiFk/JLZ1SXz6pZzqmz/Yo+cs6rs89rcy74gHIuaLz4nkC5F7S5FzR5F7V5F7W5F7V+SvvYagWXkcLLSOFlpMBXG3kZLrwMX7m8erhyGb6SjVzJRop85KBFOWhJHg4AGivJR0vzMUB5IV5eiPuUVl60SsUVvLKIAGKrLiari4nqYrKqmKoqocF9W3WZrqZCV1uhq6vU1VXq66r09VWGhipjY5WxqdrUWGNsrGGrS5pqzU215sZaEwjjmmqNTXWmJpmxWWZsqTc115tbGq0tTbbmBmtLg7WtydbaZG1tsrY0W1ubra3N1o4We0ero6PN0dnu7OpwdXW6ujvdvZ3Ovi5XX5erv9vT370w0Lsw1L/Y3aU7euQPT+L/61d5kVFNosh+cdSARDQkEQ1JRMNS8WC0ZEgiGmARD0olQ2LRsEg04sMvwTj40frKyKirn6xp7v+c4XoEwi6BELiq46Pco9dt7Ic+qQ3p+DRQA7EaJ7zZpzFOeJM3emvhhDdxwhs5ESAb6Uf4R0/qvNRyImo4EXWcCJnfRxtB3zT4UqwjfV8z3O/Avl/G5clWVeq93uNGNITzGsJ5DRH8lt+Bx2/h81v4/BYeryU8ojmc1xzOaw3ntYZHtISDVgR+6+c+q5XPa+NFtPJ57Xx+q5cWPr+ZL2jk8xsAkfzaKEHZ/n1dY69c75f+H5ftny2GZZfV47Z5PE7nosux7LECVhbt71dcH94tfFhZ/LCy9G5pYdHt9DjtbofVYbc47Banw+py2lwum9NpczgsDqsZdJsBq1mMOh1FIJBKPjc5PfF6fmZcrZjVKGbV89PKuWkUUhsY2qzXGxiGJggChVEYQmAYhhAYYsMmX/yBwwiBot62a5KmaB1D63W0jiF1DK3XMTpax9AMRTMESWE4ASOYUqWdnJp9MzahUmgIjCJxHYExBMbgKI2jNIZQKEyikB8wC4ZQOEoTGEPiOhLXMaRx8u3s5YuF/AgJJ0QQK01JS96SnrI1OWFjXHRmrDQjMXZjSuLW1KRtaV5SE7cmxm2MkaSLvUrjhcdEcKJ5YeLI8Oi4qOTU2A2bUrduz9yZtXHXzk17d2zcs3XDri2ZWZvTd25M256RvDkpNjMmKikiTASUtmPbN6PX7qIQjcI0osY/VRoO4yC0xREMKG3VZyBVSzE4gs3PzWu90x1BPQhN0jRFUgRBYRiJYSSKkhhG4zhDUDROMQStp3QmndGsZxOPvigN4LDYDLQOUmnmp+UzE3NTYzOTb2amxuZnxhXyabV6HkHUJI7qSdxIESYYomZnNVNTypkZtVKJq1WkUkUpFLRSblDKrYpZ+9hz6y8PmEd3TANdmvKisYLLr/MvTuaen885p8g5C4oyIO+MKyTvApx/ge2ALriAF1wgCi7ghRfxwstEwWWiIBvzUZiDX8klinJJf67kEoU5eGE2fiWXKMojr+RiRXl4cT5RlIf7QRTlkUV5+JVc7EoudiUPK8zDCnLQwhyUfeIjB7+SQ1zJxQpz0MIctCAbYdWVjeRnQ/nZ2tX4LBspyEYKc5DCXLgoB76SDX0B7ZVsbVEOXJyLFOciRTmw71yci5TkoSV5WEkeVpqPl+ajpQWrlBdi5YWYz2ofUVlEVBeTNcVkVQleVYxXFZOVxWRlCUt1KVlXTssqGFkFI6tk6qv0DVVGQGO1obHa0FBlbKg2NtQaGmoN9bUGcOXWWKdvrDM01hka64xNMnNzvaWlwdrcaG1qsLQ0WFdptLY22QBtzfaOFntHi72zzdHZ6uhsdfS02fs6nX2dzv4uV3+X+2q3Z6h3sbudPnLw5h9XWm5kVKMoqk8iuioRD0lZBgBgmxc4i9cuWRaLB0VsZMZW2IvYy7Or/xmldfsr7XMJyTUfWms1NlD7VGmccBCctXAjmjnhrdzwVm6EL55r4kY0hfN8MRxLOK8pnNcUzmv0A1gHPG8O57VE8FsieK2rvQH8Fh6/FYwLifAeWPxe8oWt/oNFeAL2JV/QJohsEwg7BMIOgbBTGNklEHaCASXgdwIQCgBdAjZC7fajC2RiP0Ig6ODzOvi8diG/UyjsAEQK2Zn9AkGLQNAsEDSL+A1Rgor937W/fmZfcf8Pp+VvVsOK0+J2Wd1uu8PjsC86LYtO66LTuuixvVtyvl9Z+O398m/vlt8vL4LxV26HzW4zg2HEdrvZ4bA47Ba73ewbFGIx6i1GvdnAGHUkRUBa1ezM5OvpiVfyuQnV/JRydhIoTU/TJp1OT9MMQZAYisIQDEFAaaBdDIEwdI3ScALHSYIEu651NKOjaYamGZqtPicpGidIFMMRFNNo4bl5+dvxiblZBYLgOM4AMIzGMBpDKAyhfDLDYAqDKfAQ+MynNJo0zM+qykqqo4QxIYERUlFiUvzGtOStKYmbE2IzYyRpsdK0pPhNyQlbUhO3piZuBVZLit8UK0kXRyYJefER3OjwMCk3VBIRKhHx4hOjMzckb9u+cdeurd/u2fbd7m37srZ+u2PLNzu2fLN94+4tmTszkrfES1OFXGlQQER4mCg8TLRrx/5bow8QLY1ANKIhUQ2JaghUg6NaHIdJHCYJhMRhnEQJEsVJjACRmZ5i9DSjp2kjwxgZPQajCrkCQ3G9brXJmqEYkiAp8B8BFCNQjMRwCsNBrlJHMXpaB0I0q9FiM1t9MnPZHC6rw2ay0BipnJmfeTs9/XZ6amxqamxm+q18dkKpmNFoFSimpSncQOMmHNYp5qCJt/LpKRWogdRqKLWaVqlolVKvVlqVc7YXv9AP7mjHnrmfP3a2NirzL73Ivzied3E+97wi56wq56zaqzQ49zycdxHJu4gVXMK9EOwhGy/MJgpzcH+K8sjiPApQkk+XFNDF+XRRPlVcQJUU0iVX6JIrVFkRXV7MlBUz5cVMebGuvFhXXqwvLzaUFzNlRUxZEVNWzJSxZ7q8WAeelJfoykt0FcX6imJ9ebG+rFhfVqQvK9KVXqEAJVeIkit4SSFZUkgWFxDFBURRAVFUgBcVYMX5WHEeypKPrCEPKs6HS/LRkgKsJP9LoCUFWEkBWlLIUsqClBWiZYVY2Sd6qywiqorI6iKqshirLMYqi7DKYryilKgoISpKiKoSoraMYpVWwdRX6uqr9A1VhoZqQ0O1vqFaX19trK821tcYG2qM9TWG+hpDQ42xoVbfWGdcqzSbj+b6Vav5lNbaZGtvtgGrAbpbHb0drr4OV1+nG+zCHuj2dLbSRw/9J6K0nKioBrGoTyK+KhUPSiVDUsmQVDLgh2815eogeTBFXuQXnInEA2Jv9xhQ12pR/peVJoxcVZpA+FmldX1Baav/mnv7pv2TkGxAw41oDY9oj+C1R/A6IthmNa9++C1gJghgjZDWyImdd8UTdHjTnr6fs3NVQpGdwsguH6yWwMOorkhRd6Soe/UNUV3CqC5hZJffw54oUV9kVC/A99cXCsGM455IQS9bWSPo99InEPZ6fw9rEPA7BfwuAb8zUtAdKewEeBekdQoFbUJhu1DYLhY0R/Er9+5qfHSf9lj/L5f5n21epblsDpfN6raZPHazx272OK0ri853S57f3rFKe7e0sLzgWnA5HHZ2vr7NarLZTDabyWY12cxGr9J0Jj1j1JEGBmcoBEMUivmJmanXczNj8tlxxcyEcm4ahTRrlYahMPyR0mAIQ9iU2mp9P6s0ilnTHUzSFEkTJOlTGgQjCqVqcmp6ZlauhTAMZzCcQTEaAHyGaImPQjT/KA1AEQalXNsga4mLSQ4J4okj4xNi+7qVYgAAIABJREFUM9OSt2akbktJ3BQrTYsWJ8fHZCTFbUpO2OIL15ITNsdJMyRRyZH8BH54DFAanxMdHZmcnrRt28Y9Wdu+27PjwN6d3+/ZcWDP1/t3bd+3c+u3WzKz0hI3x4pSBFxx8DpuwF/CBBHRERzxvm+O/HT3KQoxCEQjahLVUF6lEThM4TBFICSJUr7gDNQrGhidUaczMozZYDDpDIgGUsiVJE4aDUaDzuCL0kiCJHGSQHEQ4ZEoTnorJMF1mrcpzWy32NYozeawGEwEhM5NTE+9npx8PTn+emJqbHr6rXxuUqWchbQKDIcYGjcSsE49j0yNySffKhRyRKMmtFoS0lJaDa1RMxqVXqOyqOTWZ0+wm9em3r5wqGb/ZXREdyX3Zc65N/kX5/MuKnLOgiYwdhJx7nkk9wKcewHNu4gBfPP4Cy5jH/nsI6UV51ElBXRRAV1UQBVfWYU1VjFTXqKrKNVXlOorSk2VZebKMkNlubGy3FhVbqyqMFVVmKorTDWVZvAnoLbSXFthrqm0AqorLeCdVRWm6gpjTZURvK26wlRVbqwsN1aU6cpLmYpiuqKYKi+iyovJ8mLCn7IrWFkRXl5MVBSTFaDEo4gqL6LKisjSQoLlCl56Bfsca5Tmg1XaFbLqildpxVhVCV5ZRlSW4hWleFUpUeOnNFklU1+l86euyiCrNvrTWGturDM2yUw+pTXJrC0NdtDi3Vxva663grhtbZRma2+2+lutq9XR0+bsaXP2trv6Otz9Xe6r3e7OFvrooT+8L+2rdblrlTbo77M1eylXlTYkkXysNLFXaWDc1Bd7zrxKi4zqj4wCl2rdAIGwB9yx+dHDxi6fKyfxBnAgyungCz/+l50v6OILuwXCXmFkL/heAmEvEKcwsgekPYVRXcLITkFklzCqZxXwI7FnvytAYb+PyKir4IeMjOoTRvWBg/dv9EXY97Bv6xFG9oAnn/ieFZhQ2BspYBEI+vx89ntKEwq6Pp73z+8QCjqEgk5vrNYeKWyXCFvEgsqd26tvXVfbDf/htv6r0/TBaVlwWRfcdqfLanVZjU6L3m0zeJzWRY99ZdHj25EG5jouL7hcrtVAzWoxspgMNrMRzNc3MJSOxnU0xlAohUMIJFfMT8zNjM1Nj8mnx5VzM4hWraMok05nYBiGJH9fabhXaQSOkQRBkezIR5/VKJImCZIgcZzACYzAUAyGEY1aMzc7NzungCAUwykMp1CMwlASR0mgNFhLrFrNZziYZMM1hCFQHYnrlHKovaU7NTkzNJgfKYiOj01LT9m6IX1HesrW+Jj0aHFyjCQlPiYjKX5jUvzm5IQtKQlbkhO2AKVFCRIEEXERQGnhMfHRmVsyd+/ctm9X1vd7dh3cs+uH3Vnf7876Pmvngc2bdifGb4wUxHFDRQF/5fz5HwID/sqNEsTxuJLDP5x++mQMR/QIRMNqEtVQGESiGgKDSBymSISkMJLCSIogSQJnaErPMHqdzqg3GPVGg15nMhoNOp1GpZLPy0mCMhlNQGnAZ2CQJo6wd5a+YhwapxiS9rZam6xGi917lwbSjw6LzaQzohp4dnxq4tXb8ZdjE68npt7OzE7I5dNq1RwMKTEcYnCYUs1pZ8bnpyfkinlYq8EhiNBqcQjys5raoFIYXjyFb42Oj7+y4vB/f/iTraL4de6FF3kXp3IvzOacU+ScU+ac1eae0+aeg3IvILkX0P/vSstnlVZUSBYVkiVFdEkRXVpE+5TGxl6lxopSE+uzClN1pRlQW2Xxp67aWldlra+2ymrsshqHrMYhq7HXVVsBshqLrNYiq7HV19plNba6GltdtbWuxlJbbaqtNNZWGmvKDTXlBv96+tpKfW0l40VXV2nwVW3UVuprKnzoaipoQHU5BagqI6vLiZoysraMqi2jqkvJqhKiupSsKaVqy6iaMqqmhKoppqpLsZoyoracqC0nq8uJ6nKiupysqyDrKqj6KvoLMHVVelmNXlatl1Xr62tA4tHUWGdokhkbZfommaFJxgZqTTKW5gZLS4O5ucHc0mgGrdytTbZ2X+Kx1dHRYmtvtvp6AAB9Ha7+LldHC3X4hx//E0oTRtWLRX1iUf+nSpNKrv6O0vzxrrgcEIsHxeJBsBLMj9X3+xQoEg9EifqjxH0AENj5AT7UGynq9oUvPqJEfVHiHoBI0gsOIBiKEveIJb1iSa9Y0i+WXJVIhiTSId8eTrGkXyJl/woS6YBE2i+R9kukA9LoQR8S6YDvie+v4BvA7+N3usU/VxHjE3m/X5Da84X4lW14WKu0/v+K0gT8VaVFRXZERXZII1slkdVZX1ffHFFadf/hsf43t+Xvbtuy27bktjtdNpvbZnLZDB67we2wLLhtywvud0sLYAA/cNu7pYUFj9PlZK1mtRjNJr3JpAdXaGaDTk+TOopgSJQhEZpAaAImMDWsnVPMj89Nj81PvVXMTcMa1ZeUBmmh31UaThKEb1MliM/AHRtOYARJgKH+KIxqNVqVQjU7p1CpIZBRQzESQwkMIT6rNFhLwH5xG44wOKIjMZ1WjfZ1D27I2MIJEQgiJLHS5PSUrZsyd6anbAVRWrQ4JVaaGhedkRCzITFuY2LcxqT4TV6lJQoi4sJDJdxQSSQ/IS1p29db9+3O+mHP7oN79xzau+fQnt0Hs3Ye2LRxV3x8Jp8XExzIX/8V969/Cv3rn0JCgwSSqEQeV3Ly2MWXzyZxRI9CNKalMS3tUxqBUCRC0hjJEBRFkgxNgctFo8FgNprMRrPRYDAZjXodo1Iq5HNyEKXpdXodrSMJEuw9wBAMh0E0jPraJyiMAHdpRp0BjA7xj9KcVrvdbDPQOkihnh6bGHv+avzFm4k3E9NvZ2Yn5MpZrUaOwipCK0fl08qJN9Mz4/NqBQJpSEhLQBCh1WIwTMIwDWlprUanVRvUSsPUOPPqOaqeX2bw/+PpE1dt5Xj+pRd5FydzL8zknFPknFPkntPmXYDzLsA55+Ecr9V8bvsvKq3kE6WVlxgqSk0VpfpKb3wG8PeZrMYmq7HV19gaa+31tS4vzvo6hxdbfZ0NnMGbZTW2+lpbfZ2todbWyGJtrLPU15jqq40NtebGOktjnckPS5PM+hHN9SCtZ/HRJDM3ycxNMlOTjG0pa64zN9WamutMLXVmH6111pYaS1ONoanW0Fijb6jRNdSyNNboGmt0DdXMZ6mvov1K/H0+M7EXaTJdUz1QmglYjaXB0tJoBgCltTfbO1qcfkqzA6V1+Sut09Xf5e5ooQ4d+MN3aSBKAxdmvnoQr89AEnIoWjocLRmSiAdX7eWVhI/omBHf4bP43imRDkkkQ/67nllnSIYkkhEv7MPVz5J8/B29X2dQGj0UHTMijWbP0uhhMLXkk9klnyN6RCIdkkhGfPNNpNHDUqnv5TW/H2lELP6IoajVAplBv+4FFmHkVaHQD2CpyD5h5FVfRaj/G1Z1JewVCHv5/B4+v0fA7xHwuwX8LvDSj25vx14Leznng10Q2iIQtPiKQXi8Bh6vkS9oFAgb+QKZQFgvFlRHRxXv31t370etVf8fHtt/W3T824Lj3YJjZcnpWnTaF53mBafJYzc4bXq30+hxWZcXnO8XPO+XFnzLrN8vLy4vul0uG8hAms0Gi3n1Cs3AUDqKoAmEwiEKhwhMS2BqBJKrFFPy2fH5qbfymUlYo6QJDMRzDImTGILCEKTVsr1iGkSrhr1KA4XpHyuNIimKJAEkgZME7tsjCpQGQ4hWo1UoVWqNFjScYQiGwzgOE/4O88f3HNESKEThiI5AGUiDDQ+Obt28M5wjFPLEMZKktOQtmzdkZaZtj5WmSUVJwGrR4tRYaXpcdGZ8dGZCzIZYaTqI0kDikceNiZGkb8zYtSfr4Le7j+zdc2TvniO7sg5u37YvPX2HWJzC5UjXB/C/+kt4wF/D13/FDVwXHsERx0hShbzYi+cKxl7NskqDGKA0EKIRCIXDBIkSDEH5+UxvMZtsVovNarFazFaLmaEppUKhVCgpggI+owgKR3HQXY7BoAcAAYEaBqEEitI47ovSvqA0q55iNArVxJu3r569ePXs5fjriZmJufkphXJWq1Vgqjl4+q387avJidfTqjkNpMYhDQlpKRimYZhEEHBgYEgHaw2QxqhWmlUKMw5/YMh/f/nCKat+c/ncw8tnX18+O559FhSJaHLOavPOw7nnkdwLaPZ5GJBzHvlfojT/WK2smCkv0X9WaTWfU1pDjQ2EaEBpshqbrNb+JaX5ycxLnaWh1uz1Geun5npLc73Vl8RrabD709pob2m0tjba2pvta7G2N9u85nACWwA6Wx1dLa7OZqd/0q+92dreYmlvMbc3m9ubTO1NprYGo4+WekOzTN9Up2uS6RpluqZ6vY9Gma5RpmuooxtlTKOMaqoHHzU2yYzNDabmBpNPZl6lmVqbTO1s0aO1o9Xa2WbraPVTWoett8Pe2+Ho63T+p5W2LiBfJG6SSgaipUMx0pHYaMBwbPQwOMfFXIuLvR4Xc23VT7HXYmKvx8YBbgDi4r2HuBtx8Tfi4m/Ex48mJLDEx4+Ch+BtcfE3wPM1D+NGvdOKR30PY+Oux4GvuRbvd78en3AtNv5abNz12LhrsXEjMbEj0TEj/os6/fX2EX4Ou7Yqv+gRabR/5/iIWDwiEY9IVk027IXtw4uMGvhDShP2edOJfUIhG5MJBGvg83sFApB47BEIegSCbuAzAb+Tz+9eSxdP0Mnjt0bwm9fAawqPaIqIYLdXh4NOAHYdqAwM/Yrg1fJ4tUJuqUR45cSRjmePabvx/wRKW3Z/WHa/X3F7VjyulQXbsse65LJ4nCa30+h2WBactmWP692i5/3SwoflRRC0rSx6Fj1Ot8sOrGY1gypHUBUC/smEcVSLIWoUUaGwAoHkWvWscn5yfnp8dmpcOT9LYrCBoYD/KBz1V5pWDWtXozQcg1ECRQkM8ymNJEifz7xKI0iCJDDQSY0BpUFaSKPRQhAMhl1hCIbBOAbhn8oM1hKQhn2OsElICoVoDKEhDXbzxp2sHd/wuJFCnjhanOhTWkJshlSUJBUlSaISpaLkaDG7biZGkh4tTpNGpYgEiYLwWB43OkqQmJywZfuWb7/bc/S7vcf27j6y4+sDGzJ3xcduFAoSwkLFQeuF6wP4AV/xggIEwesFoUHCSH5cjCQ1UhBXkFcxM6kmUSMGMzjM4DBDgOgXoQkEXKSRDEEDpRn0OrPJZLWYbVaL3WYFAKVp1BqKpHS0jiIpAifAbwmBURhCUC2CahE2SoNRAkUpjFWayVse4q80u8VmMZoYktIoVOOvx148ff7y6YuJsam5KbliRqWa0ypmtVNjc29eTE6/nZXPqDQKWKtCtRoChigYphEEwCAwg8B6DDETmJ3EPDSxxBB/R6Hfnj21Nta9vXjmwdnjT88ef3nu+OTZY5Nnj86cOzZ34YTi4inVhdPqS2c0l89Bl89BYL113iUs/xKWf3lNrSNgTcVjHlmcR3mVtnqX9qnSyor15SWG8hJdRZnBX2n+SUiQh5RVWWVV1rpqW121XVZjr6u2+RKPddWWuhqzXx4SKNDawGJrqLE0gCit1ly/VmlNMnNTvWX1XqrB5zYbUBqoHmRNBgTW6uxsdXS2OjvbXF1trq42V0+7E4Q+PR2u7g5XT4e7t8MDZnywdLh6Opw9nc7eDmdvh6O3w9nX5QL1h31drt4OR3c7Owerq93e1W7rard1ttk626ydbZb2Fktbs6mt2dTabGhvNXe0WjpabCCd6E97i7Wt2dLWbG5vsXS0WDtb7Z1tNpZWW0ervavN0dVm7+mw9bTbetrtfR2O/i5XRzN55Ps/nHhcH3hFGt2WGH89MX40Mf7HxPjRxPjRhLgba4gfTUi8GZ/4Y3ziLUBC8u2EpNtJSXdSUu6xG2G8pKTe800u/iKp91JS76Wm3ktJvZuccjs5+U5S8p3ExNufkpD4Y0LizYTEmwkJN9kD+3I0Ph5wIx54Me56XBw7DdknvNi41fnIrI9Zn41GR98AGpNIRiSS677p/j7E4hGx+FpU1LBINCwRjUi8JhOJh0RfCMt8Lz8KvLz26hewJgMXaewgFb+Ocl9zQieP38mLaPUnIqI1fA0t3IgmLs+/66COE1EXFl4bymG3AYSGVYeElnsnVZb7Bv9zORVcTkV4aF4kLyfn4tDUmM1m+O9u678t2P910fl+xcMq7d2i/f2ifcVjW3BZ3E6jy252O6yLbufKguvdgvvdomdl0b2y6F5ecC15nAsuh8dpA6s+fbX7YHIjTaA4AiGwGoIUavWcRjOvUc8r5dPzsxMzk2/ksxMECvmURhMojsIwtKo0b+4RRSAEzKnCURxc/BA44Q3LcIokACRJEDgBlAbiDzDpSqvRwhCCwCjKAvqsgcbwLwA+SsJaCoFIrRr96d6j/d8d5EdECXgSqTgxJWnTpsydG9K/TorfECNJlUQlSqISxZEJ3ogtOVqcKhWlsEqLiIvkx8dKM7Zu3PvNrsP79h7bs/PQ9s3705J2SKPSIsJiQtZHBa4TBgVEhgaKQgNFYcESboiEz42JFiWLhPFRkQmVFY0qOUITJgxmQOkKhTIUyhAISSCkN/FI6xkG7CgAPgNKczrsdpuVIkmNWgVDMElQoMqR9RmEQFoY0oLhI4gv94gjCIVhDEkaGB2o4LcaLQ6LzW0HLRt2m9ViNOgJHFPMzb1+/vzZk+fPf305/nZqblqumFHNTcrfvpp88/zt5NiMfE4tn9Mo5jUqJaLRELCWQiEag/UAFNJjsJFArQzhpEkPQy9Q+HutenHsjaOna+7S2XvHDj44dvDJse+fH9737PC+l0f2vz66/+2x78ePH5w8eWT6zLG5s8fnz59UXDyjAi3P2efU2efV2ee0Oechtl3sIpx7Ec67hAB8Zf2FuXhhHnGlgCwqIIsKSX+xefWmKy3WlxUzIFDzsZqBrDDXVpjrKi31VdaGKqvMj9VrNkCNua7G/NHD+hqbrMoqq7XIai31dRZZrVlWa66vs9TXWRpk1gaZtaHe3NhgATQ1WJr8zs2N1qZGa1OjtbnR2tJsa222t7bY21qd7W3O9jZHe7u9nRWPravd3t3h6O5wdHc4gcP6ujx9Xa6+brc//T2evm53f7e7v8fj42rvwtVez9Ve92Cve7DXfbXX3d/j6u91Xe11D/R5AP29rr4eZ3+P/Wqvq7/Hc7Vn4WrPoo++7oW+bndfj6uvx9nb7ertcvV02ns6HT2d7p5OV0+ns6fT3tNp7+1y9HTaezpsPR223g57X6ejv8vR0Ywf++EPR2khoaXxCT1pKbfTUu6kp9xPT72XlnI3LeVuavIdcEhLuZuWei8t7X5K2v1kLynpP6Wm/5SW9lNGxgOwU+Yj0tMffIm0tPs+UlPvpaTeSUm9m5xyd+2iGXY7WmLi7cSk24lJtxISfkxMuuUjIZHd8wnEFhc/GstGbze8ESQbNfqm/nuVdi06+lp09I21SrsmkfgOrMzE4pGoqOGoqCGRaFgiGhaLvJGZiO1eiIwaiIy6Koy86u1bYBFGXvUrJOkDY5cFwm5vlObrxuvi8Tt4grYIXks4D4xabmYHnUQ0c8KbOJx6LreBy23gcOo5YbLQMFnIx9SGcKqCwyr8CQotDwopC2YpDQouAgSHFAWHXAkKKQwKKQwNKQoLKeIEXhKGX7ySNyqf9tgM/+6y/MuC/V+WXO+X3e9WPJ53C673S44PS453i/ZFj9XtNLkcFpfD7HHaF52OJZdj0e1Y8jgX3c5Ft2PB5VhwOTxOu9vBWg1MD7EYdUYdpaMIEkMQWKXRzCuVsyrVrFI5o5BPy2cnZibH5mcmMFirp0lw8eZVmgbSaiGtVquBIQ0MaRBIiwAhfUlpayEIHMdRDENQxE9pkBaGtQgCoQiMIjCGwDisxSENDmmwLwFrcUhDQBoS0uBaNfr44dMjh04K+RIhTyIVJSTFb9iYsWPLxl2pSZtjpakgShNHJkiiEn15SKkoWRKVLBIkRvETosWp6Snbs74+sG/vsd07ftiYsSs+ZpOQlxgWJA4OiAwKiAwOiAxZHxUWJOYES8LDYvjcWJEwKTY6XcCLEYsSZXXtWjVOEyaQCCUwhkQZEmUIlCJQisQoGlQn6tl8o91mc9htDrvN6bC7XU67zUoShEatRmCEwEkSJ3EUQ2AYhmB2viU7T4uN1XAE8yYeSQOjY7OOZpvTanfbXW67y2mzWy0WvU6PIujs1NTTJ0+ePn767MnzN6/eTo7PTI7NvH729uWvbybeTCtm1PMzqtlphXxOrVFjEEShMIMjOhwxEKiJxEwkZqYJu4506kgXTbgI3IlCHrXCOTXpvj4CZV+4/8N3tw58c2//7offZf383c7H+7Ke7N/96/49zw7sff7Dt68O7nt9cN/rIwfeHjs4cfLw9KkjMyePTJ08Mnn66OzpY7NAeOdOys+fUgAunFZePqsBqsu5COVeRvKy0fwcND8HLczDruTjAJCQLCqgigsZcMcGyiB91Y+V5caq8k+VZquvstVX2WTVtrpqa221n9KqzbXV5hp/yVVbZdVWWZVVVmOR1Zgbas0NdRZAo8zKUg9MZm1usDY32pobbU0N1iZwbrAByTU3WJsbrS1NtrYWe3urs73V2dHm6Gizd7R9qjRHT6ezp9PV1+Xu63J9oq4F3wEw0Lc40Lc40Lcw0OcZ6vMMeR020O8ZGlgYGlgYHlgcGVwaHlgcHlgcGvAMDywODyyPDKyMDL5jGVgZGVwZGVq+Nrw8MrQ0Mrg8PLg0eNU9eNXDjsW6ujR0dXHo6sLQVc9gv3ugzz3Q6xrsdQ32uof6PF0t5IlDt/6o0jjciuSUqxsyftqY+fPGzEebMh9tzHy4IePhhoyf2T/Tf87M+Dlzw8P0zJ/TvKRveJie+fCzMvt9n6WnP0hP/yk9/ae09J9S0+6npd1LTbv7OaWx0/293E5IuAX+ZNdVx9+OZ7kZH38TzP6P8x78iYm9ERPjp7SYEWn0l67KhsTiYZEImIwlMmogKmpAFDkgivINRvlcNYdwzeqA1fSgoIvH74zgt/H47XxBJ0/QGQHiMEFrBL8F9GuHhcvCuLJQTl0opzaUUxMSVh3KqQ0OqwkJqQwJrQoJrQoJqQwOrggMrgwMrvKxPrhyfXD5+uCSgOCigKAr/qwPurI+8Mr6oML1QQUBgbmA9UG564NyAgKzAwKzg4JygoPzwtafiYw4X1QwqpYvOcz/4bL+fcH+92X3uxXPyrsF97sF57tF+4clx/slx/KibcFtcTotDrvJZbe4bRa3zeJcxex2WN0Omxery2512Syg6BHcqNEEisAqtWpOoZiRy6fm5yfn5ybmgdKmJ1FIo6MIr9IwHIVgWM3OWwQq8lMauAzDMfx3lcZux8YQNuvIWk2t1aphSIvCEAYA3tKq0Y8AD71iIyANoVVjGhXy5NGzY0dORwpihDypVJSQEJe5MWPH1k2705K3xEWnAaUBQB5SKkqSRCWJI5Oi+AkiYWJi3Matm/bu3nkw6+sD6SlfS6JSwkOjg9YJA/7CC/gLL/ArQWigKCxIzA2RckOkEWExUYKkuOjM+PjMiHCpVJrU0tIDwzQFlLbaM8eACWEUASYs680mo81qcdhtTofD7XK6XU6P27XgcdusFhxDNWo1iqAETuAojsKI75es1WghDZjlD3+kNB1FGRmdxWCymaxgdAirNKvdbLLoGD0CIRNjY48ePHj84Mmvj56+ePbq+dNXvz58/uzJy/HXU7OT8tkJ+dTE3PysSqtGUZjCUB2BGSjcSGJmmrAypFVH2vWUW0e6aNyBwRZYa4LUdpXSPj+/+OhnfUnhk++/vfntrlt7d9zbs/3e3u0/793+896vf97z9aM9Ox5/k/XLt7t+BX/u3/P8wN4X33/z8vtvX/zw3YuD+14f3v/myIG3R78fP/r9+LEfJgDHD02eOjJz5tjcmWNzZ47PnTkpP3dafv6M/PwZxaUL6ksX1JcvqLMvavKy4bxsYDvWcGxOskRXUWaoKDNUlhkqywzVZcaacmNthVlWaWmotNZV2mRVdlmVXVZlAwFZDcBb61/tK/r3v42rNtfXmBtqTI21Zv9KkOZ6m+8uDVyeNdfbvIUh4OVqF3Nbk72jxdHZ6upsdXa1OTvb7EBmAK/S7D1d9p5OBzun4w8obbB/aaBvYaDfM9S/MNTnGexfGOz3DF51Dw14hgY8I4OLwGojg0sjgwsjg+z52tAKmMR/bWjl+vC7G9dW/Lk+snB9ZOnGyLsb1977sXJ9ZPn6yPL14aUbQ0vXB5dvDK30d+pOH737R5XGj6jNSBvenPlwy4bHmzc82bzh8eYNjzZnsmzKfLgp4+HGjEebMh9nZj7MyHyYkfkoM/NR5obHmRsegW2f/nxZaT9/RFrag5QUkKi8m5xyNznlLthhDeKzJL+dNYmJIFy7k5h4JyHhdkLC7YSEO2ADQFzsj3Fxo3FedcXGjcbFjcbE3PC/S4uJvREdcz065vraKpURgEQ6LJEMgypNsXhQJB6MihqIjLoaGemtXYzqEQp7ooS9kcIetqkgslMQ2ckXtPOFHd7hk22+yR3hEc3c8CZOeBOH2wgI4zaEccG26wYOtyGMW88Jr+OE14ZyaoPDqoM5lcFhlcFhlUGhFUEhFUGh5YGhZcFhFYEh5UFBJYDAoKL1gVcCAosCAot9rAssWhdYtC6oYF1Q3kcEBLKsD8oHDgsIzF4XeHld4MV16y+uC7wUGHg5KCg7bP0pEf98adEopFpyWv7dbfubx/Hbsmfp3eLKu0XX+yXXhyXnh2Xnb8vO5SX74oLN5bTYbUaH1eSwmOzeTmqTnjHqaLNBZzUZHFbWbS671ZeBBDvSGBJDYJVKNSuXT8/OjoN23JmpsemJN3NTE4hWDSb0g1oSHNV+rDTvJrNVpaGfVxqBYwCGTPS4AAAgAElEQVTQuwb6tkGop1FpFfNKpVwNSighLQppWYFpVMhHrDUcplXh4PzLw2fHD5+O4sdERkilUfEJsekgSgNKixYn+1vNR5QgXsiLk4qSM9O279j27dZNe5MTNgl5sSHrBQF/ifjrn7hf/Ymz7s/c9X+NCA2M4oZKwsOkoJBEKkpNSdiSEJfJDRPHxqZ2dw9hmJ4ijTjq7zOGxGmK1Olog0FnNBpMVosZBGcup3PB4/ZhMZthSKtWKcGvEYFRSKtd/SWrIUgFwWoYKA2DUQLFSQxnCEpPM0adwWo028xWUL6/qjSDSUcxkFr7+sWrn+7cu3fr/qOfHj/6+cmD+48e3X/y5vn43KR84vXUq2djM5NyrRLBEYrEdCSupwkTQ1kY0qKjLDrKpqccDOmgMBuiNaiVtEpJq5UmpcKiVC2NvXG1NE4e+eHWN1k39n59L2vr7awt93dt+WnXlgdZWx9kbft51/aHu7c/3LXt4e6vH+35+vGeHY/37nzyTdaTb3c9+W730327n+3b/ezANy8A33/z8vtvXx787tWh/W8O7x87cuDt4QNvD/8wfuTg2yOH3h47PH786MSJY1OnTsycOTl77vT8udPyC2dVF89psi9qci9D+blofi4bz+XnoAV5WEEeBmaOlBSQpYVU+RW67IoOUF6kB/dwZcX60mKmrERXVmKoKDVUlpmqys1V5eaqitV7uLoqiwxQba6vMdfXWBpqLY21lsZaa1OdrUlma5LZm2WOZpmjSeZoqnM01Tma650t9a6WemdLg6O10dHa6GxvcnS0uDpb3Z2t7q42T1ebq6vd1d3u6mpnb9S62l3d7c6eTmdPp7uva6Gvy93fvdDfvdDfs/D7ShvsXxi8ujAMlHZ1YfDqqtKGBxaHBhZBlDYyuHBtaOna0PK1oeXrw++uD4Pt2O9ujLBKG73+zsvy6PWV0esfRq9/+PHGbz+O/u3H0b/9OPrhxxvvb41+uH3ztzujv92+8dud0X8e7recO/HgjypNyJdlpl/buuHxlg2PN2c+2Zz5mJVZxkPfYVP6o03pjzMzgLEeZWQ8ysx8nJn5yH+Ntb/VPqe0h/6kpT5ISfkpJeWnlJT7wGcpqfeSk++Dndf++AVqdxMT7yYk3GFDNO+qa18NSEzMDSC26OjrH9WG+NV9DHurK9kVoyLxgEg04Nssyu4KEPTyBWCzaDdP0B7Ba+PzOni89nBeazhvzRo273CshlBuXRi3LowrCw6rCQqt/oTKoNDKoNDqoNCqoNDKoFCQHqwIDKkIDClbH1K6PqR0fXBpQFBJQFBxQHDR+uDS9cGlgUFFXpkVBATmrwss/AxBeeuCcj/CF5kFBuUHBGUHBGUHBGavW39pXeBFQGDgJaC0WEm2rOY+jrx32/7d4/zbguu3lYWl90sr75c9H5bdf1tx/23F/duy692Kc3nZ4XZZHXaTb8yV2cAYdZS3TB9jSMzAkFaT3mkzu+wWl93itJm9SqMYEkcRtVo9J5dPzUy/HR9/OTH+cmr81dT467npCVij9CmNImDMT2m+hS/+SvNZDcdwb53IZ5SGoQiGoDAEg7JJlUIzNyOfn1VoVJBWg2jVsFYN+2tMrYR9rDUcqlFiGiWiVaNPHz0/deysiB8TGSGNjoqPj07LSN2+eUOWrzXNP/Ho57MYIS8mVpq2KXPn5g274mPSIzjioADeV38O+8s/hf35H0P+8k+hX/2Zu/6riJD1Qm6ohMeJ5nGiBRFxsZL0lIQtCbEZnJCo1NTNw8O3CMJIkUa/SV2++Mxg1JvNRovFZLHbrEBpHrcLxGeLC54Fj9tkNGg1aqVCAWkhBEIgLaTVaLQaNas0JQSrYFgNIxoEgxAcwUiMABX8BkbPdqSZbS6bE/jMpzSGpNUK1fNfnt0a/fHmtR/v3rr3072fH//8y6unbybHZsZfTb745fWb5+NqOYTDFIXpaNxAk0YdbTHobAbGpqetOsrGkDYKs+KwSaukVUpKpaQ0KrNGZdNqV+TzH0YG4ROH7+7NurZ7252dW25lbbmfteWnrM0Pdm55sHPLg51bH2Rt/XkVILmvH+7Z8fOeHY/37Hj8bdYv3+16yrL76b49z/bvfb5/73PWc9++OPDdy+/3vfx+/8sf9r/6Yf+rg9+/Pnxw7Njh8eNHJo8fmTxxdOb0ibnTJ2bOnpo7f0Zx/ozi3Bn5udPyC2eVF84pL5xTXjyjuHRWmX1eDYYUs/nMC1DOBSj7IpRzGcm5hORcgnOz4bxsLC8bK8wjigqoogK6+AoNVFdZZqhmMVaXGWrK9bUVRkBdpUlWba6vAW5zNNU5fTTLXC317tYGd3sTwNPR4u5ocXe2egBdbW5AZ6urs9XFvmx3dXe4ersW+roW+7o8/d2L/d2Lfd2rgZp/xOZLPA72Lwz0ez6rtKGBxSE2SvtUaR+uD3/4nytt9G+3WD4An92++dudm7/dGf3b3Zt/H7lqO3/y5z+utNoNGSNbNzzcsuGRv9JWA7WPlfYZ/EO0jAwQh/kE9iAjg30JdJiW9jOrtNR7Kan32BBtLUnJd5KTvXdp/tUiCbcSEm4mJNwEhSGg4jE+4UZs/Ehs/EhM3EhM7HB0zJC3w2woOmZIIh0QSdgWN1/7mjAKBFsdgsh2vrCdx2/l8VsjeC0R/BbvZMgmTngDl9fIiZBxwuu43HpuuCwsvDYsvMZvq/XqPuvgsLKgsLKgsLLA0JL1IcX/M4rWh1zxngsCgvMDgvP95QSe+MwUsD4nIDD7U3V9jpx1wZcCgi4HBGUHBF0ODM4OCLrEEnhp/fqLAYEX1gWeD1x/PjjwQuj6Y6kJ+d1tT3XkbwvOf1twvl92v3u3tPR+efnDuwWWFc+7Jdfysmt52bW44HA5rUBpZoMOVHP4VnriCITCGhKDjTrKbjEBbGYj6E5jSAzHtFqtXC6fmp4ae/P62auXv755+ev4m5dgjxpNoP5RGgJrYHbXC7SaFtNCMASz5eZsLzAGCvp9YmOVhhE4igH5IRDiVZpqZmpmbmZOpdRo1TCkgmEV/KnMPsJfeFo1+vLX1xfOXJZGxgnDJV6lbQNFj4lxmSBKA0oDVgM+43Gl/PDoGElKcsLGWGkaJyRy3V/C/vKnkD//Y/Cf/iH4T/8Q/Od/DP3qT5yAv4YHBQg4ISJuqCQiTBrJi0+M3ZiWtC1Wms4Jidy8OWt09B5B6inKQGAMgbG7TH3xmclgspgsVrPVaV+TbwR43C6DXqdSKuTzc1qVBtXCsAbSqjVqlVqj1mjUGqA0RM1upcERgsbZlWkmb/m+zWR1WNgozWVz2MxWI2OiMFoxq3jy85ORgZHBvqHbo7cfP3jy5sWbsZfjr5+PPX/y6sUvr6fGZrVKBIcpGtMxpFHPmI16m1FvN+ndBsbBkHYSs+KwBdEYtCpaq6FhSIdiVhR1wMiSVvvPd29TZ07e3b2zP2vraNbWm1lb7u7cfDdr84Odm3/aueUnIDZ/q4GIzcc3O598m/Xrt1m/fJv1y7dZv/r0tm/Ps317nu3b+2z/t88OfPfiwHcvD3z3/Pt9L3848OqHA68Off/6yMGxIwfHjh6aOHpo4tjhieNHJo4fnTx5bOrU8enTJ2YAZ07Onj2xypnjM2eOz/k4fWLuzIn5MyfkZ07Kz51WAs6fUV06r718HgaeK8hFC72hXmk+WZpPlhWQ5QVUeQFVXkhWFFFgk2dNqaGu3CwrN8vKrbJyq6zC2lBpa6qxt9Q52+qdbfXO9gZXe4Ojo8nZ2ezubHZ3tXi6Wz09rQuArhZXT6sb0Nvu6e9c7O9cvNq1eLXrY6UBqwGT+VmNvUsb6HGDi7TBqwuDVxeAz4b8Eo/XhpfY5KEfXp8tr4VV2s0bv9288RtQGvAZUNrt0b/dGf378IDp7Ok/nHj8Q0rLAEpbq7FPlOa11wN/paWl3fdFaRkZj3whWnLy/VWBJd1JSrydlHQnMfF2UtKdpKSPHPYjID4eMBofPwpKGaNjRvybo8WSq2JJv0gMJkv1REb1RIp6hZFgqhbbkszjt0XwweisZt8A4lBOfShHFsatD+XWh3BkIWF1IWF1oZy6UE5dSFhVSFhVSEh1cEhVUGhlUFh5YEgZICisLDCkNDC0xB8gqoCgIsD64KIvK63IX2kBQXnrAnO+Csz5KjDno2BrHcgcBuX8J5V2CSgtMDg7MDjbX2nBgReCA89zgo5nbau7fWPerP/XBee/Lbreryx8eL+8/GHFp7TFDysL75bc71Y87GaZBYfbYbNbjEYdzZA4TaA+SAxGITWiVWGwlsIRhsQNDAWyjmBdNYFDMKRUKWdnZ8fHxp6/eP742a8PXz77ZfzNS5V8jiFxk57WMyRDoSQOYygEw9BnlYasURru7zM/qxE4hgOloTAKlKaUK2enZ2enZ5VypVYNQUoIUkLAVSo5pFJAvyM2n97GXkzkXSqMjkr4stLW5BsFEdE8rpQbKgoPEwkioiM4kuD1/L/8U8if/iHwT/8Q+Kf/PfAf/7dAoLS/+imNEyLmhorB3VtS/KZocXJYsHDnzu/u3n2EEzqKZJUGdt/oaIOeMZoMZrPJYjVb7Va70+EA8ZnH415c8ABcTidFEvNzs3MzM2q5ClZrIJXGpzS1Ur1WaThQGtj/ye5IM9tAbYhPaQ6LzcgYSZSST8vv3/6pt7Pvas/A3R/vPXvy7OXTV78+evrk51+fPXn59tWkYkYFq1Cf0gw6i8ngMDA2PW2nCSuBWjDIiGiNsEaPag0oaiBwM0W7SMqN4u8w9F+f/WrPvvgwa3vPzi3Xdm2/mbXljk9pOzbf37H5/poozU9pIEr7ZucTH8BqADZo2/vUpzSfz3448Org968P//Dm8A9vDv/w9sjB8SMHx44eGj92GLht8vjRyeNHJ08dnz51fPrU0SnAySOTJ49Mnjw8ffLw9KmjMycOTR0/Mn3s8PSxwzPHj0z7OHF05tSx2VPH5s+cnD97av7cafm5M/KLZxTZ58DWUE3eBY13uZom/6LmSjZUlIN4V8kQZfl0WT5dmk+XFzKVV5iqYl1Nqb6mVF9XbpBVGOorjQ01pqZaS4vM1lZvb290tDc6Oppcnc3OjiZnV4uru8XV0+bp61jo61js63D3dy32dy/2d38+OPtIaX5R2sLg1UWfz3wMDyyMDC5eG1q8vlZs//8pjS+oztgwtHnTg80bH2za8POmDQ83bXi0MfPBl3m4MfPhxoyHmekPMtPv+5Oeejc97X566k/pqffSU++mp95NS7mTnnYvPe1eavLt1JQ7aSl3UpPvpibfTUm6lZJ0KzlxNDlxNCnhZmL8zfjYm/Gxo/Gxo3Ex1+Jjr8fH3YiLuRYbPRItGQJIxIO+UVveJuU+Hr+bx+8Mj2jnRrRxI9q44W0cbiuH28rhNoHhxWHcBh+hnHq/c11IWG1IWA3IBAaGlAWFlgeFlgeFlQeFlQeGlgeGVLDZwrBy8KHA0DI/J135HQKCCwOCCwOCC9YF5QUE57HGCs7/f2l7z6+27nXf94+4Z6+dxAbUJdQlenMj7nZcYju2wb3ggimm9967DQY3cO82rnRQb1NtqveGhCjOym7n7DP22ffFffGbEgKctZJ17x3jMxhTE0xG/CKffJ/f83ueZXthc8OxOQAU+joKfT0CnbucyVA5oFoYFnEtHJ0Vhs4KA8XDYN5awTWktIhwLfS7EZhrKFQWGp2DRmdHoK6FozIjUJkoVCYOfQUTnkEmnD93qm9izOp2/K85z7/5vUvz/qXgHergoJBFv2/RP7fo98/P+/xzs3Ozbo/TbjUZDFq1XqPSqhUAYDWVXApJhGIBT8znyqUiWAlpVHKtWqlVK9UKSCETS0UCIW9memL0y8f3w29ePXv68Pnzh+Pjn3Q6pdmsNRjUOq0ShiG1WqZQSCFIDMmkMqlEKhHLpFLQ5SGHFMrAKjW1QqVWqmFVsPtRg/Twg6qjUqFUyOUQBMkgqUQqEoh4HB6XwxXyhVKxVCKSSMVSiUgmFkoBEpFsLSHfkkvFivEvU9ezCmJZiQxydDQjIT5mw6aUbVu37N6ycUdi3KZoViKbEc+ix7PoCUxaPI0cE0lgEXFMHJqGiSCjwkhhP+C//wvmu7+gv/sL+rt/Qn33F/R3/4z+/jvsD9/j1q8nRIRHYjBUAp6Jx9GJRBaDnpAQnxobs4lKicVgqAf3HX398gOoN8IqvVat06l1Bo3RqDWZDSYQoexWu8PmcLlcbo/bM+uZ9c3O+ma9vtk5n9ftcqpVypnpKc7MtFDAl4rFkFgMiSVS5O9BIpVIISmkkChUMhUsU8MKDVLPNCDXq502h8vu8Dgcbrvd43AEBvCbYQUs5ApfPXvd3d7df3PgzYs379+9f/Pq7cvnr9++Hh75PM6ZFoDjSZVcC6v0Oo3JoLMY9Vaj3gqrTUqlQaHQK5UGpdIEq206rUuvdxoMLoPRq9XPKrV+pea3qem5qsrRAz917tnet2/3nb3bH+7Z+mDP1se7tz7ds+3ZypT2GrBv1wqrHdzz5ue9bw/+9PbAT28P7hsG/Lx/+PDB4SM/A6V9PHZktdLSEaWNnjg+ejJtAsQ1kNhOn5g8fXISOOzsicmzJ6bOpE+dSZ86mz69CmC4VZxNnz5/knPhNBeEuYyz/EtnBZfOCS6f518+z79yQZCZIQouY8u6LMm+Isu+DGVdlmVmSK5dkgSX2oA1bNevyfOyoIJcRdF1VdF1FZj9WFqoKSvSVJRoq8r0VWX6ylJdVZkerECrr0ZmkbTW2zqaXJ3N7u4Wd3dgvmJP2+yNdu/NDl9f13x/j7+/xz9wY77/5vytAP29C/29CwO9iwN9iwN9i/29/iB3+v13BubvDszfvT1/78783YG5VVYLMnhvcfAeIrmh+wsAUHh8MPj14eDXh4N/fTj466MHfx3oN2Vc+MNjiynUqs1bgNJerlVa6ubnWwKkIrxI3fxiy6YXmzc+27jhyUZEVI9Skh8lJz5ITnyQnPgoJekheE5KGEpKGEyMH0yMv58Qdz8+7l583P342MHYmNsxUQPRUX3RUbei2f1RrH42s5/FuMVi9DHoN5j0m0z6DQath04Dt4y7aJQuCrkTua1F7iSTO4HJCKQ2AqmZQGzGE5rwhCYcvhGHb8DhGzC4WgyuFoOrRmOrvg1yuFWBwpahsKURmGIACluCwpagsKUobFmAkghMcQS2BIUtjsAWgoAVjskLkB+BRQQWgQXPecE3oJYYjskNx+QGKopAcjnh2GxABDo3Ap0bjspeQUBpYRHX1qOugYdwVOYyiMwQn0WgswNkRSDvr4Wjr0WgsyIislCoHDQ6F4XOQWFy0JhsLDaHgLmKjciIZWVVlg4roCWgtHnf0oJ/aWnetzTvW/R7F/3eoNUWfL4Fn29h3rfg94KLaB6n3WEFWU0F1osBsQGrSYQ8IXdGyOOIBTypiA9JhHKJSCYWykQCiZAv4nO505NjXz59ePfm6ZMHDx7c/fjhDQxDZrPWYIC1WkVQaTKZSCYVy6RimVSyQmkyhQpsUPujSpNJxBKxUMTlcGemZwQ8vkQkDiAVCyVrkK4CKE0mVk58mSrMLUmITmFRY2KYCQkxGzalbNuWuid1886k+M3R7CQWI55Ji6ORYymkKAKWjkVR0OGR4esI677DfvdP6O/+CfX9X9Drvset/wG//gf8+h9wP/yAW7cOHxZGDA8joSLIGAyVgGfgcQwSkc1kJMTHbYmO2hBJisJgqIcPpr19/QmsBQgoTW/UmoxakwUozWp32BxOuzOoNM+sZ9aLKM3ldMikksmJ8anJCT6PKxGJJEKRVCiWCMQSkQQgk8oUUoVKpoIhNazQ6GCDUW+2GK0OiwOs/fQ4EGZdbrfdZTNZdWq9ClILuaJXz173dffdG7j/+vnrZ0+fP3zw6NmT5x+GP06MTc9M8sVCSCpWKCGNWqnTqI062KTTmHWwWa02KpUGWG3Waqw6ndNonLWY5yxmr8XiNVl8BvOcWj+v1PzKFy12d4mO/dK7d2fvvt0De7cN7d32YM/Wx3u2LStt7/YXe7e/3Lv9VVBpQYDYDu55E1Dau4DS3h86OHz45/eHf37/y6EPQGngUC3t2EjasZH0YyPpx0cDYhsHce1U+sSp9HHAmfSJM+kTp9PGz6RPnkmbOpOGiC1Ub9/0GfL+5Mz5U4jYLpzmXjjNvXB65sLpmYtnOJfO8a5cEFy9KARkZoiuXhSDW3eZGaLQ94Eto5Kcq5LcTGlupvR6lux6liwvG8rPhvJzoMLriqI8gLKkQFVaqC4v1gDD1Zbr6yuNjdWmxmpTY7WxqcbUXGsGu6rbGhydTa7OZmdXi6un1d3d5unpmL3R6Q3gu9k919vj77sx33dj7tYNpNG/v2+uv29u4BboePTfHZgLWi3YzbhSbCCrLQzeA1Zbejj4deje4oOA0h4/+OvAgDHj4h9u4idTKzduupW65Wnq5udbNr0I8GzzxqcAJG9teALUBQiVFridjeSqmLuB+SN3YqJuR7MHoth9Uey+aPataPatKHZfFKsvitXHYvYwGd1MRieT0cWgd9GpXTRqFw1RVzvY9UWObCFHNkeSmiJJTZGRTSRiY2hHBngAzYSBDngkeGHx1SHGKv8dkJrhqtSFwhWtKiSuPBsriMDmBYIXksCWs9cK8sLQ15FKIDorDJ21HnUtLBC5wjDXwjCZYZjMMMyqjLWCsIhrYahrYQGlrSIctSwzFCZnJbnAlGhMHhqVh0EXYDGFWGwBBpePw+Xh8XkE7BUcOmPHlvI7fRKT4d+d9n+bm/3XRf/XxfnFpXnv0rx30e9Z9M+C2cRL83PzXu+Cz7fo9y0Erlf7vW6v2+m0WawmPbh2plHJNSo5rJSrFZBSJpGKBBIhT8jj8DlTvJlJAJ8zJeDOCLgzfM7U1PjIyKf3L188GRy8/e7tC7VaZrHojUZYr1NpNJBaLVEoxBAklEqEMqnom0pDdl4rVEGlBay2rDSFHChNKpWIxSIhZ2Z6cmKCz+OKRUKJWCQRiyQiiVgoXsNqpYmFUqkQkouV02OcssLKpNiNTEr0aqUlbI5mJTLpcVRyNAnPxKKoYT8QwtcR1n+P+/4vmH/+HxF/+b/C//l/oNZ/j0OFkbAoKhZFQYWRwsNI4eGkiPDIiPBIoDQcjk7AM8jkaDY7OS5uM4uVRMAzMRhq2tEz79+NhCpNDxvMOrNZZ7YazQ6L3Ql85nS53CFKC6Q0h90mEgrGx0aB0sRCoUQgRhAiVpNJpEqZXA0pNXKVTqU1aIwmndlqtDqtLrfdFViQ5vY43F7XrNvutBjMGqVWLpHzZwQvn7662dV7s6t3oO92X++toftDb16//fJpdGJsamqCK+BJZBKlAoLVSh2sMmjUJo3arFGbNBqjVmPS65wmo8ds8lktfrtt3mabs1p9ZovXaJnTGBeUmgUxNP/gIZxx8d5Pu3sO7O37aefgTzse/rT9yU/bn605RXuDsOt10GfLcW3v2wMhQe3n/e9/PvDu0MFhILZfDn08duRTaFYDYkPcdmw8UIEcD5yxjZ9OGz91fOzU8bHTaeOn0ybXEmq4ZdKmzqRNAaudP8kBVlultIyzXBDXAFcvIkq7elG8SmmBJCfKuiLKvioOuu36Ndn1LFleFpSXDeXnyAGF1+VFeXJguOJ8ZVmBoqxAUV6oLC9UVhSpKorUlUWaymJtdYmutlxXX2lsqDQ2Vpmaqs2NNebGWksjMrnR2lxva210tDe7Olrd3e2eno7Znk53T6f7RpfnRpent8d766ZvoA9cU/PeGZgLcndgLnjYtqphZOj+0tD9pQf3l4buLz0a+vXR0G+Phv765OFvt2/rL2YM/lGlESNLk5J7UpIHk5OGkhMfJic9Sk56lJz0IClxMClxMDlxKClxMCnxflLCvcSE+wnx9xLi7ybE302IuxMfezsudiAmuj86ui86qi86qjeKdZPNusli3mAxb7AYPUx6N4PWzaB3MhnLMOidDHoHg95Oo7XSaM00WguV2kImN5MjESIjGwEkUj2JWEci1pKIdURiLZFYG7pFOoQaHLEa7JLGEioBoH4IqoW/AzgDKwoEr/wABYE3QYoiMMgBGMheAY3lrnTYio9h6GC7R/ayydYoLRz7uz4DbYrLD6jsFZXJ5dtm11Ho62hM3gqwBShcIRpXiMYX4XDFeHwJHl+Cxxfj8IUEfCGJUEjCZ5LwV9OPdHx4a7fb/6fT8dvc7F8X5hYW/fNL896lBe+ifzaotEW/b8Hnm/d6F+a8fq9nbhZcr3YH7lbbnTazxagDt6SB2DQqBayUK2QSsYDLm5manhibGP089uXj+MinidEvU+Oj3OnJ6YnR8ZFPb18/Hxq6/ebNM5VSarHoTUaNwaDWahUwLFMqpBAkkklF/5jSgNW+pbRxHpcbktKWlSYSiAJIEFYoTSYTyTkTvMrS6pT4zSxqdAwzflVKi2IlMGixIUrDh/2AX/cdFijtu39C/fDPmIj1RDyGRsQxCVgGDkNDoygADJqKwVBxOAYOxyARWQx6Qmzspri4zQx6Ag5Hx2JpZ89c/vhhHFYb1Cq9Rm3QwQa9xmg2WMwGi9VkcVjtTrvT6fi20nzeWbPJyONyRr58nhwf53JmhHy+mC8S80USAfKvH1QarFDrVRqDRm/UGS0Gs91sc9lcHod71glYbnc0641qhUomknKnuE8fPmmqa6woqWiqa7zV1//y+cvhd8Pv33348mmMMy0QCWQKCFYptLBKr1EZYJUBVhs1sEmns+gNNpPJY7XO2W3zDvuC07Fot/vtdr/F5jVZvRrjnELjlyrm376zFBe9PLj/xv69Pft339+/68H+nc/273oZKi3QxH9wz9uDe94e3PPmYKDkeHDPm4N73v68993Bn94d+OkdIrP97w8deA98hljt4DCoQB49/On4L1+CFUhEb0dH046OpR8bO3F8bLkaeTS67o4AACAASURBVGz05LHRU8fHTh0fP3V8Yi2rDBf6JhjUglntm0oDX69eEF69IL5yAYhN+HtKy7oiyr4iXo5r12RAbEhoy5EX5EKFuVBBLpSfI8vPkRXlyIpyZMXXoZI8eWmevCwf7A5VlxcENl8Xa6pLtNUl2qpSbWWAqjJdVZmutsJQV2WqrzY31llaGmwtjZbWRmtbs62t2d7eYu9sc3R3OLo77N2d9p4ux40u541u180e162bnv6b3oG+udu35u/0L9y7PQ/urt27s3D/zsL9u4uDd5cG7y48GPz6cOi3Rw9+e/zwt9t3jBmX/sT0kIK4+Lb4uIG4mNuxMXfjEG7HxgzExgwEHvpjY27FRg/ERg/ExtyKjbkVE90XHdUbFXWDzepmMbsAAWl1AGi0dhq1jUZtodFaQwD7Jxsp1AYKtY5CqSNT6snkBjCQMDKyITKyDkAi1RCJVSRSNYlUTSRWEYlVeNK3wRErAFhCOQCNLwGsjVwhFKFwhYF8lhcgf83ZWFE4ujACs6y0MHQu+OHQE7Iw9P8PSlsuKuZEoHMj0HlrQaHz0ZgCDLYwhCIMvhiDL8ESSrGEUhy+lEiqIBDLCYQyAr6YRCgiE0vIxKxoZmFh7jMR7zen83+6nH+dm/26MDe/6PcvzXu/LvqW5r+hNDD1KjgoBDDrsrsdVpfd4rCaLEYdOGDTa1RgCJZMLBTyOJyp8fGRz18+Dn96//bDu9ef3r8d/fxh7MvHkU/v3719+fjx/bdvX6hUUqtFbzJpjAYYHKcplTIIEv8ppa0tPCrkUFBpErGIy5mZnBjnzMyIhcvVNsRnQrFQIAogAYgEy0VIiUAqFcq4U7ya8tpNSalsWkwsKz4hFjlLS928MzFuE1AajRxNIUXhMfSI9USQ0tZ9j/v+nzE/fIdd/z0eHR5JwDJIeBYRxyTgGFgsDYOhYjE0HJaGw9HxOCYBz6ZQYqKiUuLjt8TEbKTR4gh4Jh7HuHQpZ2RkGoYNapVeqzbqtUa91mgyWEwGi8VsddgcTsey0oJWA4XHWY9Hq9FMTU5+/vRxfGyUy5kR8HginkDMF0oEYolwufColMk1CrVBpTVq9Wa9EVyvdtudwd59rwtRmtNqN2j1CplczBdOjo7337xVlFdQkJvX1tT6YOjhi2cvXj5/Ofzuw9TEjFSsUMo1YIf48npVtV6jMWm1Zp3OajS6LWavzeq32+cd9nmbbc5mm7PavSbrLGycVWh8kGp+bMLb2jp+4vidn/f3HNo3dOinR4f2vjq09+2hfcOH9g0f3v8+yJH9gVbGAx9Cv3vkwIcjBz8ePvjxyM8fj/z86cjPn3459OmXwx9/OfTxl0MfAEcPfzx6+OOxXz6vkNmxkbRjI8d/GU07OpZ2dCz92Gj6sZETx0dPpo2BiLZKaSePjQe/rlVaUHVn0qeQ2uNJzvlTCEBpoHkyqLTL5/lXLgivnBddOS+6euHvKA2wHNQC5GWDuCbLz5HlZUvBQ2G2rDBbVpQrLb4OleRBJXmK0jxlWT4MKC/QVBTCgPLgCrdCNXgoL9ZUlGgrS3XV5braSkNtpa6mUltXpa+r0tdXGxpq9Y11+qZ6XVO9rrnB0NJobG0ytTab2lstnW32nk73jS7vzW7vrZve/l5vf69voM830OcbuDV3d2D+zsDcvTsLg/e+Prj/9dHQr7dvGzIu/eEZj2ERWezohujo7ij2jShWXxSrN4p1M0BfoFR4M4odeMnuiWL3sNk9LFYXi9XJYnYwGO0B2ui0tuA6rgBgKnyQVgqlCZkNT6klU+rI5G8qrR7M2AXzdsEDIXIFeBLgH1ZaaFFxOZOhcEUobPBQrSQCg3yNwIA+xuUhHWGo/DB0fgSmMAJbGI4JvMfkh2Pyw1D54ej8kCO31QQNisL8HSKw+SggKmwxBluyhmIsLpQSHL4MRyjHESvwpCpCZBWBWEkiVRGJVURCBQFXSsIXRxKKqMTsLcm13e0zBs3/cTn/fdb167x3YdHvX/T7QOHxd5TmCQlnDo/T4XE4gM/cDqvbYXXaLHaLEXQ5GrSwVq1QyWWQRCTic7jTE+Mjnz8Ovx1+8/LNy2evXzx98/LZ21cvXr948vjhvbdvnqtUUpvVYDIhKS2kPUTyjfYQMLEJUqw6Swuy3MEvV4Ax/FKJVCKWcDncyfGJ6alpoUAY6rPfU9qy2wJK403zWxvbUjdsQ5QWk7Ixeev2H/duS92TkpgazU5iBpRGxDHQ4WRUGCl8HSFsHSHsB3z4OkLEeiImgkzA0ok4JgAkMCyWhscxCHgmAc8kElh0enxc7ObExB9jojbQyDEkPItMZF/LzB8b48KwUaXSaWGjQWsy6s1GvdlstNostlClOV1OoDRgNa9v1uN2wbBqfHz044fh8bEvXM4Mn8sVcnlCPl8sRP4qQHuIClLASrDMWmfWI72ObrvT43TNulyzLrfXjeCwWnWwRi6BBBz+5/ef2pvbivIKmuubhu4NPXn89Pmz5++H389McaRiSKWAQ1fTgTFjCrlGodAqlTqVWg/DyFmaweA2mTxGg9Ns9pitHqNlFjbOKrU+BTwvFC8ODomvZT49frT3+OHHxw8/P3bw7fFDH9KOfE47PJJ2eCTt8Fj6kbH0I6PpR0ZPHB07cXQs/ZfRUE4eGwfnYSeOj59MmzyZNnkqffLUiYnTJyeDnDqxXFcM5UTaWPDPgpS25mdATXKZtSlt1RugtJWFR04wogGlIZwTXjkvDFQghf9vlJaXLQWsVBpUfF0eQqjVAOqyQjU4hwsCrFZerCkvhitKNBUlmvJiuLJUW1WqrS7X1lToALWVuvoafUOtoaHGUF+jb6wzNddbWxpsbQ32tkZ7R4ujs83V3e4Gk01udrpv9XhvdLtu3Zwd6Ju73T93d2Cu76bm4sU/nNLWhV1lsGpZrA4Ws4vJuMFkgFMuwA0W8+aal8EqYgeTCTTWGsJapbWvUhqV2kIm15PJ9UGlRUbWB8bG1wciWj2JVBeQWS1g1XzewJTev6+04MdVfFNvKFxxoEOkFIUtjcCUBNogV985Q9r0sUUr/iwueOesEIX7XdD4IgyhGEsoxv0+WFwRBleExhdhcMU4fCmeUI4nVKyhHE8oA+DwpTh8GZ5QgSdW4klVhMhqQmQ1SLpEYhWJWEkklEcSSyMJRTRS7r6d3Y8HYYv+v93Of/e5f13wLiz5/Yt+36LfE1CaN7jqc9HvX/D55n0rleZAlBbEZbe47EBsJotRBzbFqBUQJBGBlpDxkc+f3r978/LZi6ePnj4aevxgcOj+7YG+niePByFIaLMZTCaN0Qjr9SqNRq5SQUqFLDBDZHVKCw6MV33LasisfYVKERjDL5PKxCIxj8ubmpyanpwW8AT/gNLEfAlvmn+zq3d76q5oRmwcOyGotJ3b9m1K2RbNTmLQYmmUGBo5JpLAxqGp6HBy+DoCIGI9ERUWiUVRgNIIWDoBS8fj6CCfEfAMIoFFIiIRLTl5W0ry9ihWMjUymkxkU0hROTnFk5N8GDaqVXotbDTqLQGfOWwWGzhFA1ZzuhxBpbk97tlZj8vpUCqg0dFPHz+8Gx/7MjM9zePMCLlcsUAQPFAMKE2pUap1aq1Bq7cYzSELP50eh2PW6QQ+8zgcNrNZB8OQWCrg8D+8He5q62yqbxy6e//ty9dvXr358ukLj8OTiiG5DJkQDWaMLV8ElCjEYoVEqpRIVVIpLJNqIZleDhnUKgusNut0Nr3JabR4YKNXpZ9Tahfkqn95995QWvL+ZHp/+i9PTx17feroxzNpo6fTxk+nAU9Mn01f0XkRfA4EIO6FM7wLZ3kXzvIunuNnnBdmnBdcuii4dFFwOUMYQHDpouDiOd7Fc9xQzp+ZOXuKc+bkzKn0qdD2kFPp4wG9LSsNOXI7Nn7q+ETwzCy0MST4JpjPQs/S/qzSANf+pNKA1YDSVvpMXpyrLLmuBpTmweUFcFm+qjRkd3Zw6TZQWkWJtrJEW1miLS/WVBRrKks0laVwVZkGLCOtLtdVV2hqK7W1VbraKl19taGuylBXbWyoMjZUGxtrjc31YPuMpaXR3N5k6Wp1tDabOlqt3R2O7k57T5e9ow06d+ben1AanVnDZHQChwXs1Rl408WgdwQqil0Melewrsigt6+UWSud1kqltlKpbTRqM43SEIRObaRSG0Eyowb2dUWSa4iUKiKlmkiuIZFrSJHVoMYYFBiJVBsZWRf6cY3PqgmR1UGf4YjlOGIZANTcgmD+nsxCnFSCwpaicaUYQimWUI7GlwXbTNDYciy2Aosrx+LKQsbbV+DxVThcJQ5XicVWgIdV4AnVK8BXBZ+JxJrV3/0WBCJSeiUSq4ikilAIxLWSqyAQq4J/aeD/CYjEGhKpikQsI5NKIgmF9Mjs44cG3r8y2gz/x+P4V5/r64J3YWHOuzQ/tzjvWlrwLC14luZnQbtjUGx+/6zP6/bOunxej3fW43G7XU6Hy2UDBLeA2m1mm9lsNRqNOp1OrYaVSoVMJhWJRDweZ3JyfGTk4/Dwq+fPHw8NDd2+c7uvt7Wp4UZXG3dm3G41WIwakwE26NQ6WAUr5Sq5DILEECSWSYPDRJZRyeUAtQLZCxq8dh1caAnuZQOlScQSPo8/PTk9OTHJ5XBB7fGbShPwlhEKJAK+WMgXi/kSMV/CmeT2dNzcuXVPFDMuNjoxIXbDxuStW7fu3b59X3Lyj2xWIoUSRY5kU0hRZCIbj6GhwiJB+TFiPXGV0gBAbME31MjoaFZySuLWLRt3bUjaFhe9EaQ0OiWusLByZkak0ZjUar0ONiFKM5ltFttapdmd9uXyo8fldFhlYuGn9+8+vHszPvKZMzXBm5laVppYJBGLpBKxXCZVyeUapUoP64w6g9VoBncDAlZzeByOWZfLbbdbjUY9rFPJlUBpw2/edXd09fbcfP381ecPn0ZHxrgcnlgkkclkYJ2CVAxJRDLkLzPwVyoUSIRCSCiEhHy5gC/n8xRCoVIqgSFIq1IZYZ1Vb3LpTHNagx/WziuV/8Lh+Lq7xOfP3Uv75cGp4y9PH/t0Nm3ibDrn3AlukPPp3AsnuBdPci6c4lw4zUXujZ2ZOX+GEzCZIOO8MOO88NIF0dVLksuXRaFcuSJeRfDl1auSq1clVzIlVzIll68ib65dkWReFgOuZAiBIC9dFGRc4GecX+biOW7GeX7Ged7Fc9zgHe3Qy9rg/cVz3IvnZy6cm75wbvri+ZkQOBkXeOBXXboouHSRB7iSwc/MEGRmCDIvCa5dFoaSfVUMjtNyM6XXsySrWKW0ohwIUJy7Qmmg9ghSWmmB6pspLSSraQJK01aWgLXaiNICa7gNNRX62kpDXZWxrtpYW2loqDE11ViaasxNNSZAc525rcHa3GBprre21dvbG+0dTfbGOmH68f4/oTQao4pB72AwQErrXqO0diajI9DZ0cmgtwdoW6s0JKVRW+jUxmWrhSiNQm1YqbQqQmQ1EZEZiBS1K61WG8ht31BaaEQLWK0cR0Qmevw+pRg8AhpfgsaVoHElYPYHhlCGJVTgiOV4UiWeVIUnVeMINXhiDY5YgyNUEQjVBGI1gVgVZK13SaQ6EgmpnUZGrnj+JqDzZQ01ofGURKoJ+L6aFFkZCpFUtWw7hOrQPxso3taQiJUkYimZVBJJKGCQs8+kDY59tDst/+11/pvX9dU/O78451v0exfnXYvz7qWF2aV5b1BpwGp+/+yczzPn88z5kAFL3lnPrMfpdjvcbofbZQdWs1lNdovFZjKZ9XqDRqNVqVRyuVwqhcRiMZ/Pm5mZGB39/P79q2fPHt8fvNt/q7GuprG+6vOHN1aTbpXSlJBULkdup4UihyA5BIUqTa1QgMMzILZvK00k4fP401PTkxMTnBmOWCj65kGagC8IVRpAJJCIBYjS+npu7dt9MIYVHxedlBC7ca3SIomsSAKbhGcFm/jR4WR0OBkTQcZEUHBoKh5DA7VEMpEdSWABKKQoCimKQY2Pj9m8KWXn5g27khN+jGGngMttTFp8VVUTnyeDNUa1Wq/Tmgw6s0FnMpsQq4H2fYfN4bA57A673Wl3OO0Op93lcng8LrvNLORzPrx9/XH47cToF87UBG96SsjlCvn8YPOnTCqRgyXTSpVOrV1WmhUZVQx85nW73Q6HxWDQqmCFFJKJJPwZ7rtXb2929dztv/Px3fvxkTEuhysSiIJzSaRi5HqfUCBB/keBLxbyxQKeSCiERCK5RKQUCRQCvlIoVIrFKolELYd0cqVBBVtgnVujn4O1fpXqXyDZb8+fOa7nvko/+vDksRenj306nTZ+Om06aLXzJ3kXT/IyTvEyTnEvnuaeP/UnlLbKZFevSjIzpZmZsuAD4Oo1hGvXoKxrUPYqMr+JLOuqNDtTlp0JZV2VBrl2RRIK4sVLgm8hvHJJeOWS6Mol4dVLoszLwszLwquXhVcuCa5dFiK9jlfE2VfE2VfFwabH5dbHEJnlXhOHig0oLVRsxbkrUlpZPlyWry7LVwUj2lqxBa22nNuKNZWlmqpSbVWZtrpMV1VuqC43gOtxVeW66gp9TaUBKK2xxtxYbQR7tINWa6w1NdWaW+psrfXWtgZrfY3g2C99f1hp4ZdpjEoGo43J6AAOYzI6mcx2JrOdyehkMNoZjBYGoxXUGBmMNgajJQid3kyntYT4rJ1Oa6PTWunU5hVKQ7Yq15PJ9cFTNFJkNYFcSSCHKC2ykkiqWP5vN/KyOpJcAyCuhESpIZJrQFZbBZ5U+XcJDrXCESuCM64C9boaErmORKknUeqJkQ2RlKZISlMkuZFMbqJQQmmmUlsolGYKpYlMbiKTG/8GIYeFKyCR6r9F7beo/mPUkkh1JGI9iVRPItYTiJUB1ZUTicWRpMJIQh6Lmplx9sHMuNttB0pb8nv8i3Ozi37Pot+zND/7dcG3NO9bmp8PAq5az815/HOz/jmvf87nn/PN+bzeWdesxznrcXrcDqfT6nRYQUozGwwmvd6g1erUarVCoZTJFDKZDFhtenpqbOzz8Pu3z188Hhpsbqirqy57++qZyQBbjBqjXm3QwXqNSqOSq+Syf0xpwcJjcP8nJIMkYqmAL+TMcCYnJmamp0RCgUQsEq0uOa5RGl8s5ItB4VEikHImubf7bv+870h8dFJCXEpiHKK0nTv2b9iwjc1KJJPZRAKSwPAYOg5NxaIoADyGRsDSCVgGEccgE9nUyGgaOYYaGUONjAbPdEpsbNSGlMStP27em7ppT3LCj1HMZBo5hkxkRzGTGuraRQI5DBvVar1WazDozUa92WQ0mU1mi9lit9oBDpsDbPtE1sq47bMep81s5E1OvX/1+uPw8MTo6MzkJG9mRsDling8sUAgFgnFIiEkFiukUiUEwQrlNwuPwGdet9ttt5v1ehWklAjFYoGIN8159+pN/81bD+4NjXz8PDU+gdR1xQjgIFMikolFMnDJTyqGkBmbMpVUppJBaqlMLZXCEokaAMm0MrlOoTaqtDZY51ZrfSr1r2r1v46OLlRXfzqV/ujEsaenj384kzZ69sTkuRNAafzzJ/gXT/IyTvEvneZlnOFfOM0/f4YbBCjt4jlBxnlBxnlBUGlrk1mo2AJIEcNdk129JsvMgq5dg7Kz5NlZ8uzsZXKzFdcDgDFXgILr6vxcdfBjKMEfy8tV5eUor+dA3yBbmZutyM2GcrJkOdekgOxr0uxMSW6mNPdaSIExK0DgTW6mNPcaIrNVPgumtBVZLRcqzlUU5yqLc1XFuaqS6ypEafnKkgJVcb5yldKCVlvuGQnNaiXayhJtRZm+ssJQUaYHVFYYqiqNNRX6+mpjwGoAU2O1qanG0lhraa6ztgaVViVOO3L7jyptfcQVOrOKyWxjMkOUxmhnMNpAdREojcFoY9DbGPQ1SqOHdjO202htNFobndpCpzbRKU00SiON0kijNFEojWRyA5ncQKE0UihNZEoDmVxPJNcQyLWEyDoSEllqSZE1q0IMmVxPJtdFAigNZGpDJIBST6Y1RFLrSeR/EGJkHTH4kVIfGYBEqY+kNlJozRRaM4XWQqG2UmntFFobhdpKpbbSAoeCtABUahuV0kqhtCxDDl5LaAoS+TuQSI0kUiOJ1LCS+sBpYh2JFExy1X+MGiKhhkBAAh+eUE4kVhKJlURCGRFfQCJcjyTksOlXsq48lQj8s47/9jr/1eta9M/6F+eQ3n0wDWtpYW6N0mb9fo/fv0JpoBQJxOZ22cFia5vZZNbrjTqdQaPRqFQquVwJQUoIkkskEqFQyOVypqYmRkZG3n949+plT2d7U331m5dPDTqVGVEaktLUCkiBKE0GZsZDMikkk/0BpSGAnke5DJJD8lClTU9NioQCsUgoCpGZUCAS8IUrlAaKYwIJaOKXCiHOBO9u//3DB44mxCQnJWxKit+8KWUbUNrmTTui2EkURGkM5KgMQ8NjaHgMnYClk/DMSAIbhDMKKYpOiWVQ45m0BCYtnkGNY9ETYtgpSfGpWzbu3pb604+b9yTF/8iiJwaV1tbcIxEpNRoTDOu1OmNQaRaTxWK2gumOiNXsQaXZ3S77rNtpNugmR0bevXj56d3w5OjozMQEd3qaPzMj5PLEAqFYKBQLRZBYopDKlDIIVqhWKM3qcAGlOZ2zLtesy+WwWg1arUIKCbl8AYcPlDbQ2/9o8OHIx88zk9MCvgCYLDjMDGwIksuUCkilVMAqpQZW6zRqnUZjhBFMMGxSq41qtVGlMiqVBoXKoFSbFBqrWutSa2dV6iVY8xuf/29dXdzzZ56eOP74TNr7sydGz56YPJs+c+4E99wJ3vkTvIyT/EBKW62082d4AavxL57jX7ogupIh/qbSQkyGEMhtq1Na1jUo6LOcHEVujiIvRwnIz1UVXIcLrsMFeXBhvqYgDw6IDaHguhr8AFg9GkBVmK8qyFMV5qsK89UBNIX5cEGeqiBPWXB9BUV5KoTrqqLrqsJc5SoKchQFudBqcmQFObKCXChQcpQVgob+XKgoFyrKVQSDWmmeujRPVZqvKslXFucri/MUwGqhYltdeyzRVJRoKoOUairKdZUV+opyXUWZrrJCX1VpqK401lYa6mtMQGlNK7A01poRpdVZW+st9VWi44cH/qzSWpmMdga9C9wbo9Pb6PQ2Oq2dTm+j05vp9BY6PRDF6M10enNQaQxGK53eSqO10WjtADqtnUFrY1BbGdRWOrWFTm1hAOFRWwIN/W00ahuN1kamNZOpzWRqK4XaEmjuR6DRWoIsv2S00ZhtNEYbld5KpbfQGG00RiuV3v4NaG1/DnoLld4aoIVKb6MxOgBUWicCtZNO66TTOmnUTiqlIxRwPTwIObI1ktTyxyERm0nExm8QCG1EQh2RUAeqkX8QQuABTygjEMpJxAoSoYSIzycRsiPxmdGsyyWFr9XyX33u//a6/sXrXvR75xb9oMA4+3UBDCye+7qw8HVhYWl+HnwFw4vn573zfh9Qmn/O5/O6gdVAVnO57EBpFoPBqNPpNRqtWq1WKIDV5BKJTCwW8fkCLpc7NTUzNj7+5fPDwXt9Nzo/vHup1yiA0vRatQ5WIre2FTI5BGKZLDSi/R2lBUaHgOkhwQEiQoEIKG1yYkLA54lFQvHqiPYNpYkQpUEyoZw/LRq88/DYobTE2A0piakbk7embtoJlLZly66YmBQqNZqAZwRlBsRGwrMiCaxAMoulkWMZ1DgmLSE4sz+KmRwXvTE54cdNKTu3pf60LXXflo27EmI3M6hxoD0kmpXc2dYrEak0GhMMG1YozWy1mK1Wiw0cqtmtdrDGOpDVbB6XQ6tWjnz88Pb5i8/vhqdGViotcDsNEkvB/k94ZXvIqrM0l91uNZn0MCyXyAQcHn+Gy5vmDL9+e7tv4PHQo7HPI9xprlAgkoqlMqlMDskVcoVCDtaRa2C1Tqcx6LVGsDfAYrKZLXazxW4yOUwmh9FkNxoBTq3WCmstsNai0tpUWoda61bB87DmKyT/z0ePNbnZ706lPzqT9u7siRGgtLPpHFB+vHCCd+EE98KJmfMnuedP8kA4u3CWtzKorVAasNpajQVlFuRvK21VSvuW0r5NUb4WrNIuKtAWFcBFBXBhvrqoAC4u1BQXakqKtCVF+pIiXUmRtqRQU1IE3mhLirSlRdqKYn1liaGiWB+kvEgXgra8SFterAVNHEFAkbCsUF2OoCzNl5cVKMoKkHtpZfmasnxNeQFcUaguL1CXF6jLCuHfS2arUlp5MVxeoq4ohSsDVJRrg1RW6Koq9TVVhtpKQ121sb7a2ABaRaqMgaxmbqgxN9dZW2qtzXWWlj+ttPBMOrOayehgMroCvSFdgdOyDnBmFnJ+hnxkgq59ehuD0RHSMNLBoHcwGV0sRieL0cGkI7BBeySjk8noYjG7WcxuJqObxexmsLqYrG4ms4eFEHrFrYuJPAeDYyeT3c1i9zDZ3QxWN53ZxWR3g+e10Jl/hK4QOunMThojSMdapdFoQaV1rFTaCp8FRp+sthqJ2LzSYUGaiIRGIqGBSGggEBoIhHoCoS6EWgKhBo+vxuOr8YQqAqFyFfi/Bw5fjMUVEQnFBHw+AZ9NxF8ioM8mxV9taxozaH+b8/yX1/3XOc/8vBcMCkE6Hn9d9H9d8H9dWPi6MB/Av7DgW5j3Lcz7F+b9837/vH/OP+eb8836vB6f1zPrcc96XC6nw26zWE0m0B6iVavVKqVSLldAkEImk0skMpFILBCIeDzBDEcwPcOdmnz3+uWjB3c/fXij1ygsRo3JgCwC1aiUaoVcJYeUcgj549K/rzRgtW8pTSoRi0RCIbiaNjE+xuNy/m5KAyXH4PQQSKSARIonQ8/Tj55JiN6wITF184YdW7fs3bFt/67tB37csicxfguDFkfCM/EYGhZFwaGpBCyDgGWCWEaNjKZTYpm0eBY9AWwHjWYlx7BTYqM2JsRuQmQCoAAAIABJREFU2ZC0LXXT7m2p+3ZuO7Bj6/5NKTtiozbQKbGgLBkbtbG745ZUrNZojGqQ0nSmFUozW20BqzlsNqfd5rLbXXa72+lwO+wKmfTj8PCbFy9H3n+YHhufmZjgTE3xZmYEHK6ILxALhBKhSAYKjzIIVip1MGzQ6iwGo81ssVusTpvNZbO7bDaXzeawWs16vUalgsRSoDTO5PTw67f3Bu48f/x0cnRcyBOAK25ghQ3SkqqG9VqjQW82GSxmo9VqttutTgf4rXa33T5rt8/abR6bzWO1uq1Wj8nk1BlsWoMN1jtUWodK41LCPrVmXgX/r89fHFUVo2dOPTh1/MXp9Pen07+cSZs4nTZxOm3qTNr0ubTpc2kz54KnawGlAautUlrwLO1vmywkvUmvBs7VggdpOVnyIKsKj/+fKK20SFtapC8t0pUV60qLtWXFurISXXmpHlBdZkLW0FSEUG6uLjfVlBtryk015aaaClN1uQn0aNRWmuoqTXVV5vpKU32lqbbCWFthrKnQV5frqst11WW6qlJ9damuZg2Bq9aaihI4lPISuKxYXVasLi1WlhWrykvg8hL1KqWVl2kQn5Vrq8q11ZW6mkpdTYW+tgppFakPoaHa1FBjWqW0P1F4DIu4xmDVsphdLGYPm9XLZt1gs24E1bKKYAd/8JnF6gKw2T1sdk8U+0Z0VG9sdG9s1M0g8bF9sTG9sTF94Jo2IC62Pzr2VkxsP7jTHRszEPxWTPStKHZvdFRvFLs3it3LZt2IYvew2d3sqN6o6L6o6F52VC8r6iY7qpfFvsGKusli32SxbwCYrB7GH2aV5GiMrgCd31Qag95FD4iNTuv8PaWtslqowNb4rBnIDI+vD1CHw9XgcNVBsNgKsNU62GwZCgZbisGsBo0uQaNLkGdMARpTgMHkYTHZOMxVLOosAXN63+6K5491Tut/et3/6fP86vcuLPh8S37v1wVwL8336yLQGFAa0Jt/aRGwsLS4sDg/P+/3z/v9/jlfoE/E7XG7nA67zWqxGo0Wg8Gg1WpUKoUcBCwZJJHIRCJpQGkiHk/M4/Fnpj+9f/v08eCnD280ashq0pkNWrCATaNSIq4K1C2VEKQI+OwfUBoYIAKUNj42ypmZFgkFwpVKW9XxKOSLgzMepUK5VCiXi5Uvn7w5dfx8LCspOX5z6sZd21J/2rF1/85tB7Zu2ZuSuJVFTyThmeAIDY+hEbBMEj4KaIlOiWXSkFgWG7UhLnpjbNTGxLgtKYlbwdK1ndsO7Nl5aO+uw7u2/7wxeQc4SKNTYmnkmPiYTTe7b0MSWKMxAaXpdUa91mjUGy1mq9lkWaE0q9Vps7ntdjBf2GG1SoXC4ddv3r16NfH5C2diYllpXK6IzxcLBBKhUCoSySUSpUwGKxQ6GDZotRaDwWY22y0W8AudNpvDarWaTAatViWXS0USIZcv4PCA0gbv3Hv57MXMxLSYL5JKpMBnSrlSrVJr1BqtRgeuHFhMNpvF4bC5nHa30+62O9x2h9vp9DodXqd91m6ftdk8NpvHYnEZTHatwabW2RWwTaF2yJVuhcqr0vwHVzDf2SE6d+ZB2pFHx4+8OHbkTdqRj2lHPiGLPQ99ST80cuLw2MlfJs+mc8DY+7OnZgIPnGAdMuO84NJFUUaGICNDcClDuKr18ZsgXY6ZsqxrUFam7JtK+0bhMVBaRJ7zNasI8dmy0kJ8pi0t0pcV68tKdGUluvISRGYVZcaKMmNNubm20vItzLWVptpK5Ls15eCjqa7KXF9lbqi2NFZbmmqsjbW2xlpbQ625oQZgaaixBtNSKA015vqV7qmvNtZVGWoq9JVIAoMry2HQ5VhVpq0uR6gq11ZW6ABV5brqcl0NaOivNNRWGmqrDHXVxlU01Jiaai3Ntdbm2j+vtPWoq3R2DZPdzWT1sNi9AOQ/+swbLHYvMxohOro3JroPmRvC7o2N6YuLvRUX2x8f1x8f158Qfzsh/nZiwp3EhLuApIT7iQn3UpIGU5IGkxPvg7n7yYlDyYlDiUlDCQlDiQmDiQlDiQlDSfGDyfH3ExPuL0/birkdH3MnPvpuXPTtuOgB8M8Fhoti97LZN6PYN4HtwFoZdtQtdlQve1lv4N/iJp15g8G6yWD2Mph9IfQymDcZjJtMei+TcYPJuMGg9TBoPXRqN53aTafeoFODz910Wjud1kGndtOpnXRaO426fM0ucHj2jcYQMJqSRGwKHowRCXV4fB2RUEfA1xEJ9URCAxFfR8TV4gnVwXb/4CUBdOBWHLgYB7aDotBF4REF4RH5K8kLi8hdRXhEDioiB42+jkZfR6GyUKgsTEQmBnUZizqPQ6XTyGcuXejizczPzf6X1/3vvtnFea9/cW5u0T+7NO9dWvB8XZz9uuj7dXHu68L8r4vLfF2aX1r0f11CHoDV5vy+Wd+s2+N2uV0Op91ms9qsFrPJbNAZtBqdRg1rlGoVpFRIIZlYAiYKingCEY8n4nLFPI5gemrk/fDzR0Of37/WKKR2k96i15q0sAFWaZVKjRxRGgzJVRAygDioNGAspUKuUMjlIShUir+hNB6XMzkxMT42OjM1HYxooEE/iIgnEvFEIq5ExJWIeTIxXyYRQFKBQipQSgXK4VefL5y+HMNMTIzZ9OPG3dtTf9q19eCebYe3b9m/KWlnDHsDuJGGQVGwWBoBzyQRo6jkOAo5jk5LZDKS2awNMdGbYmO2JMRvSUnaviFlx+bNu7du3bdr56Hduw7v2XNk795fdu44nJK8k8VMIUfG0KhxNFpsbOyGW333IZlGB5s0sEGvNRp1RpPeaNIbrUaz1Wi2maw2k9Vutjis1lCcNpvZYJiZnHzz4uWHt++mRkaB0gKFR644oDTQHqKSywMpTWvS621mc+D32B02u81iMxlMWo1WKVdKxBIBj8/j8KYnp9+9eXv/7v2XL15OT82IhWKJVAbJFXK5QqlSwxqtVqfXG4wGs9lks5ltNqvDaXO67Q6P3TEL3Oawuew2t83msdndVpvTZHHrjQ6dwa7WWuVqs0xplimskNIJKV0q1V8Vyr8O3VdmXLj78/4b+/fc3rdr8MDupwd3P9+368W+nS/2bn++Z9uzAztf/rz39eH9w78cfH/s0MfjRz4dP/IJzNoPrIwZO31i4uzp6fNnuOfOcM6enj57Zvr8mZlV19EAGef54NZa5mVJ1lXZNaRlUbaq3RFY7Xq2Ii9HlZejzstR5+fC+blwfq6m4Lr2mwDVrVUaAFituFBTWqgpK9KWF+sqSvSVJfrKEn1VqRE0EFaXG0D2AiEMPCO2qESa5oMghT5wglVrbqxF5vE31Vmb6ixN9ebmBmtLo621yd7a5GhpcrQ02VvAgKtme2uzo6XJ0drkaG1ytDc7AW3NztYmR1uAlkZ7U521qd7aUG+urzPW1xnq6gx1dYbaGm1NjbamTlddq62u1VbVaKprtXW1urpaXUOtvrHOsIq6WkN9rbGp1txcb2puMNVVC4/98oeb+MOxWVFxDTFxfTGx/TGxtwHRsf3R4GPc7ej4/uj4/piEgYC07iYm3E1KvJeSfH8tG1IGQ3iQkjS0IeUBeEhOHEpJGkpJepCc+CAx6UFCwlBigDVKuwuUFhd1N5Y9sFZpwGd/RGkM5k0680ao0sBiGjrjBlAag3YDyOzvKo1G7Qy9Mx7wWfM3eheJ9URCA5FQT8DX4/G1eHwtyFt4fA0OV4XDVePxdXh8HQFbjcdUgQSGwZShMWVoNAhYxch6a3RROLooDFWIEJ4XFn59FevDcteH5YSyLix7/fqssLBrEeFZEeHZ4WGZ4WFXI8KuoMIz0OFnsRHHY9mXaiqf69T/2+/9L6/nP3yzC/M+/+Lc3NK8L6A0769Lc78uzoX67G8pzTvr9rgdTofFZrGYzSajMeAzjVqhUkIKpUwBur3BsY2QyxdyuUBpvKmJT29fP7jb//bFEzUkthm1Fr3WpIENapVOpVqrtFCCSlMqFQrVCoI+UyrkipVK4/O401OT42Njf0xpUjFPJuFDUqFcwldI+ApIpHr/+vOF05fZ1Lh49satm/bsSN23e+vBPdsO70g9kJqyJz5mE4UUhUVRMGgqHkcnEliRpCgaNYFOS2QxU6KjNsXGbElI2JqUuH1Dyo4tm/ekpu7dtm3/ju0Hdu38GShtz54j27f9nJiwjcFIIpNjaNQ4Oj02Pn7TnTuPFJBOB5u0MNiRZjTpjRaDyWIwBZVmM1vsFgTgM4fVatRqJ0ZHXz17/vHd8NTI6PTo2MzkJHd6ms/hCLlcEZ8vEQqDSlPKZGqFQqtS6TUag1ZrNRrBb7NZrFYz2Pyq18AaRGl8AY/Lm56afvPqzeC9wTev3nCmOWKRGJLLQYOOSg1rdXqD0WQym41Wq8Vut9jtVofD6nDZHB67YxaUH0OVZrE6DUYHrLMq1Ua5yiBVGCSQUQKZpZBNCjlk0LxK/dv7d4783Od7drZuT+3ckXprV+r9XalD27c82L7lwfbND7dverBzy8Pd2x7v2f5kz/Yne3c8+2nn8707n+/d9eKn3S/27311cP/bg/vfHkImOn45eujT0cOfjh7+BNZ+gmFXaYGRV8iatJOTZ09NAedlnOdfvii8miG8ekmUeUkc6jYkq2Upg0oDD3k56rwcoDd4rdJWWg0uLtQElQa+lhZ8y2pl+lCrfVNpq3wWVFrAZ4jSmuttzfXW5kZLS6O1tSlUaY7WFntbi729xdHe6mprdXe0uDta3GBHdmebp7NteVl2dzuyRLuz3dPR7mpvc7S12lvb7K1t9tYWa2urtbnV2txqbWqxNLVYGptNzU3mliZza5NlFS2N5sYGS1MDcv8aKO3okT/cxI8m5MUndyQm3UtMup+U/HAlQ0kpQ4kpQwkpQ4kpiJw2bngYZEPKg5Tkh2D5GSA4qn8VoT+TnPggOeFRStLj5IRHyQkPk+OHkoHS4gcT4u4nxN1PiL2fEDMYHz0Yxx6MZd+Ji7oTE3U7wEBMVH80+1ZUgKDSWOxeFhtRWmhpkcboojN66IwbK2B20xndDFoPg97NoHctjzihtFEp7VRKO4XcTiG3UyntFEorhdJKISPN+kFAXz6JVE8k1hAI1Xh8NQ5XicNXIWEr5FI2FleGwRYD0JgiNKYIiy3FYEsx6CIMujACVRCBKohA50Wg8sIjroejcsIissMisteHZ61iXdjVtfyw/sr36y8H+WH9lR/WX/lh/eV16y+tD7scFnY5PPxKWNil8LALEeFn0BHpWPThjSmZfTc/Wcz/Oef5zzn3v/q8vvk536LfGxiF5f266Pt1ae7XJf+vi/O/Lvl/XZoDAJmtUppvzgvymcVmMRj1er1Or9NqNVpYBSMbpQM7PKViiUQgDiiNL+TxhLwZ7tTE8Mvn/T2dT4buysV8q0Fj0cMmrdoIq/UqpU6l0CrlaplULYPUkFwllytCTRZEtVppoBS5qmgpl8hkIomIJ+ROzUyOTcxMTgu5fKSh8W8ojS+TCCCJABLz5QGlfck4m8mkxETRElNTdm3fgqS0HakHUjfsiY/ZTI2MwWNoYPMZicgmk2NAPotib4yN2ZIQvzUleefGDbu3bP7px9T9W388sG3bwe3bD+zccXD37sN79xzbs/votq0H4+N+pNMSQpV2d+ChAtLoNGYtbNBpDCClWQwGi8FgMRptZjNgrdJ0avXIp08vnz79+O7dxOjo9Pg4Z6XSxAIBqDoGlaZRqXRqNQhqFqPRYjCYDUaD3qDVaMFwFkgGLSttcvr1y9cPhh68f/eex+VJxVIFpFApVSo1rIY1Wp3eaDJbrDazzQaUZnO6QlOa3epy2Dx25BTNbTLZtXqrXKmXyLViuVYM6YRSrVCqE8mMIqlRJHHKlf6ZaW9j44cD+5u3pTZuT+3cvrl/++aBrZvv/Ljp9o+b7m5FuLdt8+C2TQ+3b360I/Xx9tTH21Ifb//xya7tz3bteLZrx9NdO57u3vFs365X+3a93L/75f7dLw/seXlgz8uDe1/t/+n1/r2vft7/9tCBd4cPIjvVjv78Ie3I5/Rfvpw4OnLq+NiZ9Amw9vPC6ZlL53jBPWdXLwozMyRZl2RZV+W5Wcqsq/Ksq/LsTEV2puJ6dtBtmj+ttIJQpWkrA1vQgNIAq5QWjGjIBecQpQVpqrM31zua623NDbbmJmtzk6W5ydzcZG1usrY021qaba0t1tYWa1urra3V0d7mAnS0uzva3Z0d7s4ON/jY1enp7prt6vR0dXq6Ot1dna5QOjtdXV2ujmUcgM5uV0+3p7vL3dXp6Ayho8PZ0e7oand2tTu6OxwtTZLjx/6w0vCRxcmbbmzc9Chlw6MNG55u2PBk48YnGzY82bDhyYaND1M2PkwOsHHjo00bH2/a+HjTxkfLVvt9pQU/hv5AgEcpSY+SEx6uUFrcvYS4ewlx9+Jj7yVE34+LuhfLvhfLvh0bdTt6mYHoqP4o9i02uw8hqo8d1cdk32SybjBZPUxWT6BDpCuk46NrGXoXjd5FY7TTaB10aieYrRy4W9ZIimwgkZpIpEYisYFIbCCRGonEOiKxjkisJxFXXKkGXYU4fBUOX4HDlWOxyLEWGlMSOMoqQWMQh6Ew+REoRFoRqLwIVH4EqiAi4npEeG5YeO768Jz14dnrw7PXh2WtD7+2LixzXVjmD2FXV7P+8g/rLwX5fv2l79df+m5dxnc/BFiX8d26S9+vu/zD+kvr1mcA1q+/tG59RnjY+YjwM6jw4xjUoZ3bC54+Fric/7fP9R8+97/4vL75OdDuCO6i+X5dBD5DlPbXr/6/fvX/9tX/69eFUKstLszP+bwut8tmt5mtZr1Rr9FpYLBPOnDNGZyjgQ2cUpFEIhCLeEJwACPgcIHSXj990tZY23+jUyrgBJVmgFU6lQIoDYZkMCQHSlvrM5VSoVQqltv2VQql8g8obXRianxSwOGJBRIhXyxeyZqUJpMIoJCU9uXKhSwmOZoRGbMxYeu2zXt3ph7cs+3QjtQDWzf9lBSfSiPHELB0HJaGxzOIBFZQadFRm+LjfkxK3J6SvHPzpr3AZ0BpO3Yc3Lnj5927Du/ZfXTP7qM/pu6PjdlCo8ZTAkpLSNh8p/+BXAbrtWYtbNBrDUadwagzmPR6s8FgMRqsAJNpldUcViusUHwcHn759NnH4eHxkRFwkMaZmuLPzAg4HHA1DaQ0cJamlsthpRIENaNOBzBodVpYq1aqlQqVHJJLJVKxUCzgC3ic/4e19/yKOtv2vf+M524lVM5FDiqSM2YBBXMg5xwEFCNBUVEUTCDmLJKLonLOOeeCAkN373DOuc8e497njufFqvpRoN3bPvuO8Rk9VpVI936zP+M711xzshYXFt+8fvt4bHzq0xSLyRIKhFKJTC5TyBVKpUqt0eoMRqPJbIEiGlCaxeqy2twOm8tudUJKMxhsGo1ZrtCLpBqeWMUVKrlCFUeo4oo0XKFOIDYIJU6h2MXlrY6NCYuL7mdn9KQn92ck3U5LHEpJGE5JGE5JGElJuJeaeC818UFa4sOMpMcZSY8zk8czksfTU8bTU8bTU59kpo1npo1npD3OSH2clfo0O+1pdtoTiB0ZT3MynmZnPM3JfLYj6/mO7Bc7c17uzHm5J+fVvp1v9u96m7v7Xd6e9/l7P4CqZmHe5OED00cLZsFIfrA77dRR2qnjjOJT7OJT7JLTnLJibkUpv7JMWF0hqq4Q11SK66ql9TWyBnDxVi9ralA0NSiaGxXNjXIIqE+kvUnZ3qQ406zqaFF3tKq7/JTmLzN/pZ3v0q5Tmu/K6pKfzy6fN/ZctPRctPRcNPdeNvdcMUFK6/NT2tU+89V+y7V++7WrjgEvzoGrzuvXnNevOb0frzmvD7iuD7gGrjkHrjmuX3fcvOG8ecN584bj5k3nzZvOwUHXzVuum7dcg7fcg7fdg7ddt4bct4eWhoY8Q0PLt2+7h4aW7txZunNnaWjIPTS0fGdoGezRHrm7fGNAdvzoT9+lofFn4hKHEhOfJya+SEx4lZj4MjHxhZekJwlJT+J9JCU9S/by1C+o/TiW/UFKWx/XHgOlxcU+3Br7YEvs/S2x97fE3N8S9SA28n5MhDeWRUSMREQMe4m8Ex5xB5QWwyKGwiNuh4Xf8uv18OvsCOkjhvQRyYBe8GYAT+rBk3pwxEt44mUC4Yp3Lgn2HAZ7FoM5i0J3olBnkahOJLIDiexAoTuRqHYkqh2J7EAiz3jPqHYkqt0XvFrhiGYYogkGbwJz8YNhjYFB9VDqCgwGqWvdqrOAoKqAoKrAwKqgwKqAoCpf5KrYHFj+h5RuDvKyKbAE8JeA0r9s9rImvM0lmzYXbw4o2RwADsWBAaeCg47DggpRiLzc/eemJhRLzv9v2fmPZddvy0vLq56VLysr0KCQb59X1uqNvpT267cVSGbAbZ9XPG6X02w1G4wGrU6r0qjkSrkc3GP5njlLxb7uEKEIKI3P5nk7v+kMDoPGoFJeP3vS3dHad6mbx1z0KU2uV8m0ip9V2vf8ntLEfCGfzWPRGNS5hYVZCovG4LF8Avsen9L4bJGALRawJQK2VMSVTX2Yqy5rCCVEE9ERcdEpqQk5GUl7ctL2Z6Xuy0zZE78tI4QYi0WFopEhaFQIDhdBIsaAiLYlNm17XFZCfE5S4s7UlD1en6Xvz8zIzcrMy87K35FzcOeOgh05B1NT9kRFJhEJsSClkckx27Ym3x8ZFQvlGrVeq9brNDpQeDRqtQat1qTXmA1as0Fr1ussBgMU10BKk0skH9+9e/X8+dTHiYW5OfrCAkhpLDqd41d7FPH53qAmFiukUpVMplEotCoVQKNUKmQKmUQmEUnA02mgNCaDuUBZePni1eOx8ZnpWR6HJxKKpDK5QqlUqtQqtUar0xtNZpPZYlyrOnrv0uz2JYfdDSaGWi1Ok8mh01mVSqPMqzQNV6jiidR8iVYo0wkkeqHUIJLahWI7T7Q8PWvq7v60f+9AWvLltMSB1ITryfFDKYl3gdhSE0dSE++lJd5PTxrNSB7LSB7LSBlLSxlLT32cnvo4PXUUwluu9CMrdTw77Ul2+pPsjKfZkNuyX+zKeu7Hi93ZL/fkvALxbv+ut/l73x/Y9xFwcN+nwtzpwgOzRwrBMhrKscPU40cWTxylnT5BBxR5R2ExSosYpcXMilJ2RRmnspxTVcGtquBVVfBqqwT1NaL6WlFDnbipVtJcJ2mpl7U2yNuaFGCHJ2jHP3tGc+6MZi2xeeuQWkhp0PniOT3A7zrNdOWCqeeiueeisfeyqfeyCQxa9JUfLVd7Ldf6zNf6LAP91uv99uv9jnVcdVy/6hjos/tHN6C0gQH7DWC1m/bBQcfgoGPwlnPwtguYDHD7ztLtO16l3b27PDy8PDKyPDKyPDy8dPfO8vCwZ+Su596w5+H91aFbqqJTj35WaUhse1zCUGLS08TE534+e56Y+Dwx8WlC0tM1pSU+8/EUVB0TE8YT45/4rwZN2P4kIX7cy4+U5tt8DRjbvm10+9ZH27c8jIu9vyV2JDZmODZmODZ6ODbybkzk3ZjI4aiIociI2xERd8IjhsLCb/lFscFQXy8+KWQAQCRfI5L7gbdwxCtYwgUs4QIW7/2n3ySt82jcWTT2HAbbjcZ0rXkL1QZHtMLhrTB4SzCsKRjWBEc0B8MbguENwbCmYFhjEKz+O+rWROXT1eaAykBYTWBwdUBQdUBQZUBw5eag8s1B5QFB5QFB5ZuDyjcHlm0KBBGqfFNgqY8SCGCjDWwKKNoUcHpTwOlNgac3BxYBNgUUbdpcDPD9WMmmzUV/2VQEfRMQUBwcdBoWfBwWXEDCHyo+dZ25aPa4/o/H9Q+P67eVJc9nj+fr6srXVfAWbWX9FZoHpLRfv6388u0z4NvX1S+fPctLLrvNqjfq1Vq10ldolEgkErEYjKGSSWRgajCwGig88lgcDoPFojNYdDqLvkijzL5+Nn6mua6ztYFOmTZpFUaNwqCW65RSP6WJwV2a7N9TmlQoFvOFfA6PTWcuzlMpM/MMKp3H4vFYXB+/ozSWiM8W8VkSPksi5MhmJih1lU1hxGgcIiQqNC4uJiUlfkdm8t6slH2ZKXsTt2eFkbeiUSFIJBmDDsXjokJDtkVGJMbGpMZty0xK3JmctCs1ZY+35Ji+f4PSduQU7sgpSE7aFRmRACktJCRm+/a0h/cfiwQytVKrVeu0aq1eo4OUZtSpTXqNSa/xV5rNaHKYLXazWSoSvX/z5tXz51MTE5TZWRqF4qs9LrLoNDaDxmUxBFyOkMeVCPlSkUAmFsolYoVUopRJVXKZSi5TyeUKqQwqI/O5fC6Hy+Vw2Sw2k8Gcn51/+uTp2Ojj+bl5AV8olkgVSqVao9VodVqdXqc3AKUZLBZ/pdnsS3b7ssu57HYuO+1LVovLYLRpNCa5XC+V60USrUCqE0i0IpleojTJVGaJwiBWGCQyq1BsFUiXuXzPo0eikqKHmemXUxL6UhOvpiQMpSbd8flsJDXxXnrSg4xk7x1bRspjn8++U1ryOrJSHmeljmelPclK95Kd8WxH1kvfzdwPrLZv55u8Pe/y9rwH6S1/z0T+3on8/Z8O5k0dzPNusSnInyk8MHO4ADB9pHDmSOHc0UOzRw/PHjsyd/zI3MljlJPHKadOLJw6QT19klp0ilZyml5WzCwvZVeXcavLuDXlvNpKfn21sLFWCF5MtzRIwCbP9ibZmWb5mWa5b+eL8uwZVXenes1t53QXz+nBfEWf0ozAZ72X1pTmu9CyAK71Wv+l0q73b/DZOqXduGH3Wm2d0ly3hly377hv33EPDS0PDS3dvbs0POxlZGR5eHh5ZNhzb3jl/sjK6IPPd4fUJcU/vy8N2x6XOJSU/DQx6TmUz5KSngMSk55BSktMeJbk5Q+UNg6u3BLiH2/w2fZtj+O2PY7bOgbtwgbNjVsiiy/ZAAAgAElEQVRjRrbGjGyJHo6JHoqJHoqKuh0VeTs64lZk2GBk2K3w0BthoddDQm+QQ2/4P6Ymhw4QyVcJpH4CqZ9A7MMRerH4HizuChZ3GY29gMJ2IzFnEZhOL+hOOKoDjupAoDsR6E4EugOObkeg2pGoDrCfBY5oAc3u66NVrZ+xagOCvOlqPV5dbQ4q3xxYDp0Dgit8lAcElwUEl4Fo5ctYxZsCizYFFG8OKNkUWPSXgNMb2LTZy+aAojUCT33Pph/9sL/SQEoLDj4Fgx2Dwwpio4rOtDyRCD1Lzv/lcf19xf3b52VvRPO9sF7ZkNJ++7by61fPr767tF++ff76ZcXjcTsddpPRoNao5Uq5VCaVgNVk0LB8iQyaRyURS0RCsYgvFHD4XCabRWcyaTQmbZGxuECdm3r74kl7U01N+enpj6+NGrlRo9AppVqFRKuQaRUytUyikoiVYoniO5/9UGY/qzQKdX56jkahcplsHovDY3H+hdJYIj4LpDT5zASlsaY1nBSDgZFC8NHRoXEJWzLTE3dnJu/NTNmbFJ8VHroNhQxBIsgYdBiREBMeFh8dlbxta0Ziwg5IZlA+A2Rl5uVkHwBKy8kuSErcGRHuUxo5NjQ0NiEh49GDcRFfqlJoNCqtVq3V+QqPBq3WoPUqzaTXmvV6UH60G02gg1DA4bx+/vzV8+fTExPzMzMLc3MLc3OLlHnG4gKTRmXRF7ksOp/DEvO5EiFfJhbIxAKZWCjz7oARK6QShVQqEYrAwEZwhcZmsVlMFpPBZDKYM1MzY6Njj0cfL1CooNdRoVRBPtMbjEaT2WgyGywWs80GKc3hWHY6V1yOJadjyWFbspqdOp1FqTDIZDqp3CCR6SVKk0RpkqstSp1NpbMrtBa5xiRX2CUyq1i+LJF9nZ2xnT83nbf/RlpST1pSX3ry3dSkOz6fjaQl3gdKA1aDlJaWMgb5LMPXVJKVvEZ2ynhW6nhW2rif0p7vyHoFNAZMBvBFtDe5u99uVNqeidy9H/P3f8rf/ylv36f8/ZNAb96VbAcmCg58KsifKjwwWXhw8lDB1KGCqSOF00cOzRw5NHO4cPpw4fSRQzPHDs+eODp/6sRCyUlayUla6Sl6ySla6Sl6eRG9qpRVXc6uLmfXVnIBdVW8+ipeY62wuV7U0iBqaxKfaZF1tinA67FzoJ++A6x98RYkL57Tb0hpP6m0G1edN646b1xz3rjm3KC06wOu69edN9YKjz9UmvPWkPP2HdftO66hoaWhIfedu27IZ4B7I54HI6sP7q2OPvxy986fURoK1xaXeCsp+VlS8vOk5BdJSV4SE58lJj1NTHqamPQEkJT4JDHhSWICyGGP/dT1OD7uMdTZGB83Fr99NH77qK+/cQyksbWGxi0Pt8SCLaPDMdF3YiIHoyNvRIUPRIQPRERcCw8fCA8fCAu7GhLSTyb1k0n9JFIvnngFT7yCI14GcxdxxMs44mUc4RIGfxGDO4/BnUdhzyLQXXAUUNcZOLIDhgSrq9thqPZg5FoDYRDcuyANhmyBI1rgiCYYvBGGqIch6oPgtUHwmsBgf2P5NBZcGRBcFhBcvA5YcUAwsFSJH6Wbg8oCgssCgtcZbnOQ9yZsc2DFpoDyTQHlmwKB3or+b7E5qHhzUPHmoJLNgaUBgWWBQeWBgeUBgaWBgSXBQadgsGNIRGFacu2t63M61S9uxz89rr+vLv31y8rK19WVb59XwBwsX28I1BKy4n9/BhpDVjxul9NmMZt0Wo1coZBIZWKJVCyWiEQisUgiEUulUplU5rtRk8qlEplYJBbyBKA3hEVn0KlUxgKFsTC7MPPp3cun7U01Jw7nvXr6SKeSGDUKvUqmV8k2Kk0sgR6i+T9H28CGP/peaQIOj8tkM6g0ysz84vwCi870We2nlCbmyecmqc11Z6JCt6JhJBI2MoK8NS46NTV+p09p2ZFhcRhkCAJGxKDDQshbIyISYmNS47dnQ/0g6Wn7IJkBsrPygdJ27jiUnXUwMWFHRHgCAR9DwEeBlJaYmPnowZhQIFYqVGqlWvO7StOZ9XqrwWAzGO1Gk9tqc5otXAbz5dOnkNIos7OU2Vnq/BxjkcKkUdkMGo/NFHDZYj5XKvKmNEhpMrFQKhJIhEIhj++bh8kFPmMzWCw6k0VjTH389Oj+w6ePn9KpNKFQJPEpTaPV6fQGndFoMFsMFou/0qwOt825bHd6HI4lh2PJanWbTA611iKX6+VyvRSYTGtT6Wwag11ndOqMTo3BrtJb1Xq3SueWK5flyi8CwbeHD6VFpx6kp/WkpvZkpgylJ91OSxhOTxxJTxxJT7yfkfwwM2U0M2XUKzNA2lpWy0gb+2HhEao95qQ/zUl/uiPj+c6MF7syXwF2Z73anfV6d9brvTve7Nv5Jnf3Wwiv2HZ/zNv9MXfvRN6+T3n7PoHd2QdyJw7kri0aLcyfPJQ/WXjgU8GBicKDa2Lz53Dh9JFD00cOzRw/PHvi6PyJw5QThyknj1BOHp0/fWyh6AS12MtiySla6Wl66Wl6WRGjrIhRXkyvKmXWVHDqqrh11ZyGWl5jLb+pjt9cL2yuF7Y0itqbpWdaZB2t8rMdKkB3l/rCWd3Fbt3lC7orFww9F009F819ly39PdarvbaBPsdAn+1ar82/3RH0N9646gLtIWv9IDccN2/aB286BgcdN2/a/WqP9lu3HLduOYDSgNVuDbluDznv3HHdvesaHnYND7uHh90jI0v37y0/GPE8uLf86MHKnSFlcdFPFx4R2BagtOSUF5DSEhOfJSY+S0x6kpD4JD5hHAA5LD5uDDwygw4QPm/d37rlnvdizHc9FhM1Eh05HBU5HBlxJyJ8KCJ8yDsxJPRaKLkvhHSFBEb1e1sKL/svUfNt+zyPwnSjMN0ozDkk+qwXTCd4vxW01vve4ju3AAJhzYEwsJbT+00QoikI3hgEawgKrguC1YH90YHB1YHBVQHBFQFBlRvTWHBFQHBZAKxoI8HFPqUV+6QC3XiVrQW4oHKf0so3BVT8ZXP5XzaX/yUAlBn/rLF+l4DgkoDgkoDgssCg8uDgShisKji4Mji4PDi4DAY7DQs+isUcydvf/eq53Gr6T6ftfy47/7a69Nevq6vg/dm3L57vrbZBaV8+ezzLLofdYjYb9DqtSqmQyuTeYCaRgnCmkCnkCqVcoQRrzBQyhVQiE4skQq4AVB0ZVDp9YYE2P0ebn6ZMT3x4/byrvbEgd9eDuzeVUj5QGkhpUIeISiL9SaX9nuTkEolMJJUIREIun8tkg6ZH2sLiHysN8pmALYYKj3OTi21NXbER2zFwMgEdHkaM3RqVkrQtOz1xd0bynuSEnOiIBBw6HA4jYjHhoSFx0VHJ27Zl+N+f+csMZDVIabt2Hs7KyN+2NSM0JI6Aj8Hjo8jk2JCQmISEjIf3RwV8kVKhVPmUplNpNyjNrNeZ9XqbwQgpzWEys2m05+Pjr1+8mJ6YmJuaAlajzs/RqRQ2Y5HHZgp5HCGPIxHypCK+VMSXiQVSkQCcJUKekMcRcLl8LpfL4YJ8BpTGYbBYdCZjkf7p/cfR+w+fjz9jLtLFIrFcKl9LaQYDeI5msKy1h1gdTrtrye7y2Jwep2vZbneZTA6d3qpUm+RyvVJpVGqsGqNTb17Sm916s0tvdhnNLoMFnD0647JKu6JQfZHJ/j416W5r/ZiTfTU19UpW6lBG8u2MpHsZSfczktZ8tqa0tMepqWNp68uPmSmPM1PGfqy0NK/Sdma88Ffarkyv0vbkvAFVR8D+XW/+QGn5uRMHcicO5E6sbdDO/VSQPwEp7YdWgwLc0UMzxwrnvADJHZkDeA13nFp0nOo9nKAUn1woOUUtOb1QcppSWrRQXrxYUbJYWUqvLKVXlTFqKlh1Vez6ak5jLa+xlt9Yy2+qEzTXC1ubRO3N4jMt0s42RdcZZXenBiS5KxdMPRdNvZdNfZetvkdpDqh9/4dKg0zmO9gHB223btlv3bIP3rYP3raDlAbcNjTkunPXOTzsgrg3snR/ePn+yNLD+56h2/Ki0w9+VmlwdPO2hJtJyeNJyWuZbHv8Yx9jcfGPANvjHm6Pe7ht64O1S6/viIm+C96QRUfdiY66HRl5KzLyVkTEIJg2QiZveKfcQyReIREuEfEXCL5B8r6VK+ex2G4s9hwGcxaN6YI2n61fe9YKR7fC0E2+DdGNQYiGIGR9ILwmEF4XCK8LgFUHwmsC4TWB8FrwjR81gfCaIHhNELw6CF4VBK8IglcEwsoBoFToVzysCAguCwgu+b+lNC+BoBT5L0T18wQElwQElwYElwXBKmGwGji8DgargcGqEPBqNLwMATsRFlpcUzVCpThctv/XYf5Pt+OX1eVfv6ysfPsMBLb0y9elb1/cv3xd+qHSvn5Z8frMpNfpVGqVQiGHeg1lMpkcGn2kVKnkawumgdLEAg6fw2AxFxkMKo1GoSzOzVJnpucnP0y8fd5zsaMwf+ftG1dkIqZRI9MpxVqlSKMQaxUSrUKilonUMolK9kOHSRRS8R8jl4gAYMikkMvlMpksGo1GodAXFpiLjN9VGovHZwu/V9r8FK2ztXtbVCIOGUrCRoYRY2PDk5K2ZWck7clM3puWsGtLZDIeEwFSWmhIXGxMakJ8TnLSLiil+fsMKC0n+wBUeExN2Rcdk0YkbcPho3H4KJJPaY8ejEFKU6s0WpX295QG7tKA0mwGI22e8mR07NXz55MfP85OTs5OToIbNSaNymHSIKX5UhpfIuSJBVwx3wtQGo/D5bB9+YzFZtKZzEUGi86kU2kf3rx/dO/By2cvWDSGWCRWyBQqpUqrWac0v3ZHu9XhtDmXHO4Vu2vF6Vq2WJ16g1WjNSvVZqXarNZa1Aa7zuQ2WFYMFo/evGS0LpssbqPVpbc49OYlg8Wj1X9Rar7IFb8yGF8GB1mHC4cy0s7nZNzIyRjMSh3JTr2fnfogM2UMyAmQmTaenj6elrY+paX+bkoDVstJf5aT/nyDz/yVBtogv1da/p6J3L0TPqutUxrEwf0TBXkTBXkfCw78a7EdLpg+WjDrYxpYDQBZ7dRRCuD08fnTx+eLTlCKT1KKT84Xn5wvOUUpLVooLVooL6aWFVPLiqkVJYsVJTRIctXlzOoKZk0ls6aSUVfFqa/mNtbyW6E81ybvaJOdPaPo7tSA5snL5w09F829lyz9V2xX+2z9fbb+PtvVfvvANeeN687Bm65bg0uAwZuuwZuuwZvOwUHH4KDz1i0XALSH3L7t9rU7gtrjv600GKopJu5aXPyjuPjRbdtHt8WNbosbjd16P3YL4F7MluHo2OGYLUBad2Oi70ZF3gZTGX3Ts6AhjYNhoTd9m0JvhIQMhIRcCwm5FkK+Rib1E4l9BAJYwtKDx13BYS97V4thz+Ox3TjsOe/AeGw3FtuNwXajMWdB7wYK3fHDndRITBsC3QrHNMPQTTBUYzCyIQhRHwiv9XNYze8ordZPaVVB8MogeEUQvBxSmk9sG+7DSn9HaWUBwaWbg0o2BRb/sdI2B5VvCijfFFDpJbBsc1DZ5qCSgKDSgOB/n7IgeHkQvDwIXhkMr4bD6+DwOhisFg6UhihDwE5sj6vr65mUS//mtv3TbvqHw/LZ4/rl6+rqty+rv3z1/PJ1GfDbN89vvpYQoLQvnz2fV5eXl51Oh9Vs0uu0Ko1aoVIqlAqFQqlSKFUqtVqlUoH/q9WoNCq1RqlSg9fWYLW0SCjisTgsOpNBpdMo1MX5+YXZmbnJidlP7yY/vLx9o6f4ZMFAX7eAQwU+0ypFwGd/VmlKmQTMO/4DpfFYLBadTp2fB0rjsTjgDfhPKo0yTe9sPb89JhlSWnRofMKWzPTEXZnJe9MTd22NSibiosBdWljo9q1b0hMTdiQnr+sK2aA0KKVlZx5MTtwTGZWCJ27ZoLTRh49FArFKqfIpTaPXaEGH/Ual+e7SnGaLQa2ZnZwcHx198+IFUNrc9PTC7Cx9AWwBpfM5XqWBoCYR8kR8rvcbLlvI4wi4bD6bw2OxOWwOGBfCZrKZdCaLxmQuMmiUxbcvXz8cefDmxWsWjSkRSxUyhUal8SnNqDeZjOsimsPmdDuXPK6lVaA0q9VpMNiA0lQas1Zv0xiAulYMlhWj1WOyeSy2ZZPNbbS5jFaP0bqiM3iVxuH++vSppr7uzZ7d/TuzBvfk3N2TPbo7a2xX5uiOjCc7M5/vynq+I+PZjoxn2RlPMzO9ZHlbGcez08dz0p/kpIP2/XFAVurjrNTHIKLtyHi+oeroX3jck/Maag/5odJ+mNJ+T2k+Pn0vtsOF00cKZ44VzgGl/V5KO31sAVB0ggKCWvFJSskpCuQziLJiankxtbyY6m+1qjJGVTm9qpxWXc6oqWDVVIIkx62v4TbU8BpruY113JYGYVuTBPJcV7vyXIe6+6z6fLfmfLfmfLf24kX95cuG3h5jX5+5v99ytd/S32vu7zX395mvXTUPDFhv3LANDjpu3fK2Pt6+5QZWu3PHPXx3TWkjI0v3h5cf/DeUFoSsC4++HB17Jzr2bnTscEzsvejYe5HRd6Bny+GRg2BAcHj4TTDOMTRkAJqmHwIWypCugsUr4OCjj0Tq9T35urR+VeYl8EgZi+3GYc5iMZ04bCcG04HGdGCwnQA0pgOF9vbNg0C2ASS2BYFtgWMa4ZjGYFR9MKo+CFEbiKgORPjCGaLKC7zaT29rfwTyWSCsPBBe+gM2JrYyX2XPn9INPSB+AquAHkT7depX+r2erg4Mrg6EVQfBaoLhtf8+MEQdAI5oQMAbEIhGOKweCa9BI2uxyAosqmjPrvPPxyUO8z+X7P+0m/5hN656nN++rKyAwuNv31YAf/1l7fzL19VvX1c/ry673Xa73WIxG/Q6tVotVyqlKqVCrVKBxjaNVqfReEda6LV6rVan1mi1aq0KvGSSyIQCEWgMAUqjzs3NT0/PTU7MTLyb/vh67MGthpriG1cvCDhUrUL0I6WJVDKvriBpfW8vf7H9rtJ4PB6bzWYwFikUGoXCojN5LK5PaRv7Htcpje0dIEKZpp9tvxi/JQWPCiFjI0LxMRHkrXExKSnx2Zkpu9OTdsbFpoYQY8DokPCw+O1xWUlJO1OSd6em7AG1R8hk3ystMyM/IWFneEQCFh+NwUVh8ZFEn9LGRp+IBGKQfVVKlVal1qnVG5Tm6+bXWwwGq8lkN5uVMtmHN28eP3wIlDbz6RNldnZxfp6xSGUzaKAxBFKaiM8V8TgiHkfM44h5HBGHLeKwhWyWgMXmsdg8Fgc8kwdpm7nIYFDplJn5l89ePBx58P71Oy6T41WaWqXTeS/SvHOwvI+s7Tan0+ZyO5Y8zqVVu2vFbndbrA69warRmdVai0Zn1RudBvOSwbJstHqMNo/R6jHZPWaHx+xYNtndJtuK0erRGlaVmlW58heh6K+TU47eHtrxY3f37R7av2s4d/d43u6nuTuf7dv5av+ut4Dc3W/37nqze7ePnS9373y5a8eLXTnPdmdvZGfW051ZT3dlP4PaQHZnvd6T/Qac9+S88sf3Rhso7e33SsvdO5G792Puvg/53uu0n1Wav9UgpfkKj7OQ0k4emT91lALJzMuPUpq/2L5Xmlds5fSqchrQW3U5s7qc6XMbp76aXV/Nrq/m1Fdz66u5DTVcULFsrhe2NAlbmoUtzcLWFvGZdmlHh7yrS37urKL7nPJitwpwoVt54YLy0iVNT4+ut8/Qd9XUf818bcB6fQAUKh2Dg87bt1xDQ66hIeedO67hu+57w8sPRpYf3vcM3VYUFz38WaX9JaiCHH4uMnowImowPOJWeMTtsIjbvnfK4IEXWObSHxoCNnxeJZHAerBeMBSKQOiF4hd0BkVFsCYN2um8YfWzd78XpguD6cT6lObjDArdjkK3I1FtSFQbHN2ynlY4uhWBaYVjWuCYJhi6MRjVGIxsDEI2BCHrg5C+NIaoCUTUBCJqf1B4RNQGwmuD4LXelIaoWE9lMKIyCF4ZCPMRXB0Iq9wQ4wJh5YHB5eAGLhBWFRhcGRBcGRBUFbDWYFLj1zlZ6zuvPQAIhtcHI+qCEXWgP+WPgSMa4IjGPwCBbAIgUU0oZCMa1YhCNqIRtTh0HRFTFRVWU1YyQp11LNn+t9PyH3bT31zWLyuub19WVr+trv7y5fOvX1d//bry27fV376t/vp15devK798Wfn2ZeXz6vKS22m3mc0mo0Gv1WhUapVCrZJr1CqtRq3R6nR6vU5v0OkMeq3RoDMYdAadTq/R6sDkJIVMIRFLBTwBpDT6wuLiPGV+emb208T0x3fTH988HR3uaK0dutnLY1FUMr5GIfyR0kSQxiCl/cuq4/dKE/F4fJ/SFufnWXQmWK3yL5TGEQs4EgFbIuRIKdO07o6LiXFpBHQoGRcRio+KIG/ZFp2cEp+dkbwrI2nn9i1poaRYDDoMi42IjEhMiM9JTtqdkrwnJXmPv9X8+x4hpWVk5MXH54SFx2NxUWhsJBYXRSTHkskx8fHpTx4/Fwula0pT/0BpZoPObNBDs4atJpOIz3/57NnjR4/evHw5+fHj3NQU2JfGotO4TDqPzeBzWAIuG7DmNhDROGwBmyVgs3gsJpfJ5DBZADaDyaTR6VQabWFxdmr66fiTR/cffnz/gcfhSiVShUyuVil1Oq3OoNebTHqTCRrtaHU4bS633bXkcHsc7hWb02O1Oc0Wu95g1egsGp1Vq7cbzS6TdcVoXTHZV8yOVZN9xWxfMTtWzI5ls2PJZFsxWDwaw6pc5ZFIV4Xi3xZpnx/cV1RXPzuQO5K7Z+Tg/mcF+18e3Pf64L73Bfs/FuyfABzcP5Gf6yVv/4e8/R/y9r3L2/c2f+8auXve5O19m7f3bd7eN7l7vE+q8/a8z90N8H7M2/M+d/c7f9Z6Hb18PLBvIn//RN6+CRDR8r7z2c8ozd9t/kqD6o0/VFrRcSqktKIT839OaWX0yrJ1SgMFydoqdl0Vq66KXesDBLiGGl5DDa+hjtdYx2us5zXW85saBc1NwpYWQWursL1NfKZNfKZNcqZNcqZdfOaMuKNDcvasrOucouuc4vwF1cVLmsuX9Fcu63uuGHp7TVf7LdcHrNev227etN8adN655R65s3R/xHP7lrK4aPRnlfY/AkuIYR2hEVdDwq5BGgMOI5LBU+UrRPIVAukylLp+Yl/zJb8FnpegfZ4b1jRjseew2LMgkPmHMzSmA41tR2PbUZg2FLoNhW6DY5rX4bMauEuDoZtgqJZgZHMwsjkI0RiEaAhCNAYhGgPhdYHw+kB4A0QAbN3HYFhjMLw2GFEdjKiGIWpgiBrfuRaGqAtG1HqB1wbD66GfXAe8JhheHwyvhyEaNhyC4Q3g8TUM0YRAtsAQTTBEExzRjEC2rAPV9LMgv/u760GiWgFodDMG3YRFN2DRDThULQFTF0lu2JF16cqlKQnv1yXr/3Hb/sNp+ZvH8e2z+9vn5dWvq59/+fIFdO3/9u3zb98+e4c6fl75vLK0tOS026wmo8Gg12nUKpVSqVYptBqlTqvR67SgS9tgNBkMRoPOZNAbjQajTm/Q6vRatVapUMqkcpFQJOAJoMIjg0pbnF+Yn56ZnpiY+vBu8v3rZ4/vXehqvTt4lbk4IxOx1TKBRi7UyMUQIKX9jMB+UmlcJpNOpS7MzTEW6aDwKODw+ew/SmkCthgMx6JML3Z3XkyOTyegQ8m48FBCZDhpy9aoJK/SknfFb00PJW3BYiJw2KjoqOTkpF0pSXtTkvYmJ+1JTtoN4hqoQEJ1SEhpaen7tm3PCgmNw+KiMLgoHD6aRN4KlPZ0/KVYKFMpVUqFUq1S/1hpvndpQGlmvZ5Fo42Pjj5+9Oj969cgotEoFMbiop/SmHwOCwC5DQC+5LGZPDaDw6SzmAwWk8FmMZkMOp22uEhdoC5QPk1MPB4bGxsdnZr8xOdxwSYEoDS9QaeHNsnYbBa70+aVmcex5FWaze4ymW06o1Wrt+oMdoPJZbYumWyrRuuq2eHDDg4rZofHaPNoTW6VziNTLonEywLRLzz+Xz+8d3V2fio8cD9v30hB7tNDeS8P5b09lPv+UO7Hw3mTgEN5kwX5/kwVHPhUeODTofz1HPCRP3kof2oDYCAWAMwKgYqBgCMHZw4fmAY/dujgdMGBqcIDYIDkZMGBqYJ8qIl/qtD7OycL8ycKD3wqPOjlUMGkt4l/PUfXKw0qOZ48+rsp7fTxeX+llZ72+axoodxPaRusBhUhIaXVVLKAw+qq2DWVLEBtJauuil1XxQEXb/XV3PpaXn0tr76O31DPa6znNTXwmxr5TY385iYBoKWZ39IiaGsVtraJW9slZ85IOjtlZ7uU586qu8+pz3drz3drL18y9Fwx9faarvZZBvqtN67Zbt90DlyVnjj204XHTYEVxJAuckh/SOi1kJDrZPIAiTRAJF8lkvu9kEAg64WGHPr7DGyFxuMhLuJwF/H4C3jCBa/JCBdwuPN4/EU87iIeewGHPY/DQfuXz2GxZ9GYLjSmE43tQmO7MNguNKYTjelEY86gMR0odAcK3YFEn0Gg2xDoNgS6EYFuRKCbEKhmBLoZgWpFoFoRqBY4qhmObIEjW+DIZmCOYDigERAE8xIYDD42BMEagmDANw0wRD0MXg9D1MORDd4khPTzB7oVgW5FoFrhqBY4qmk9LXBUCwzZAke2INEtSFQrAtXqmy3SikC2IpAtcGQLAt2KRLch0a1I72EDzUh0M5AWdPh9mv1oQqAakchmJLIFiWxGIptRXprQ6AYMph6DqcNganGYOhymNn5Le2nRwyfjMq3qP13W/+12/N3t/JvH/XVl6Qt4Zw0N3f/16+qvX73nr6vLy26HzWI0GfR6rVajVioVMqVCrlYptd7lV3q9QWcw6o0mo8FgAD4z6A16nV6r0akUKrlMIZFIhQKhgIMXtv8AACAASURBVCfgsjlMOpO+QKMvLFLnF+ZnZqcmJiY/vJt4+3r8wXDPha57QzcYCzNSAUclFaplQhDO1DKhWiZUSYUqmUghEymkovXGkihl0u9RSCUQcokYIBNJpEKRmC/w9fEvLs5TaBQqm87ks7kgpXGZHB6LA2Zi8dl8PlvAZwn4bKF/XKPNMwf6bu7M2kvChpOw4aGEyDBi7JaIxOTtWRnJuzJTdiduywwnbcOjo/CY6Jjo1NTkvanJ+5KT9iQl7kpM2JGYsCMpaSewWmrK3rTU/RnpuVmZB3KyDuZkF2Rk5G3fnkMmb8PhonC4KAIhOoS8NYQckxifMT76XCSUgYj2M0qzmkwmvZ5GoYw+ePBkdHTi/fu56Wnq/DykNA6TxmMzQFDzt5r/R+AzLovOYdLZDAaLQWcxGEw6jUGj0anURQrl04eJ8dGxp4+fzE3PCLg8hVSmkiu0ao1BpzfqDSaD0Ww0Wy02m91utztdziWXy+N2e1wuj8u54rAv2+1uk8muM1r1Zrve4jDa3Gb7ssnuMdk8IKVZHJ/NjhUIo3VFY3ArtW6pwiUUu/nCz3zhr1Tqt+vXmaeOj+fnDhfkPgFKO5w3cTgPmGmyMH+qMG+qIG+qAIgt79Oh/KnDB2cPH5w5XDB9qGD6cMH04YLpo4UzRwtnjh32cvTQ7NFCL8cOQcOuFk4dpZ4+tgimO/pTdJxWdJxedJxRdIJedIJ26iT95InFE8cXTxynHj9GOX584fixhePHKMePLRw/Dg6UE0coJw7PH/cyd/wwuB6bP3Fk/viROagB5PiRuZNH5k8emT9xZP7Y4bnjR+aOH507cXT+5DHKyWOUk8cXTh1fOHWccuoEpeg4peg4BdylQTdqJacWSk4tlJ6mQpQVLZYX0cqLaOXFjIpiZmUJywezspRRVcaqKmNXl3MANRXc2kpeXRWntpJVU8GuqWDXVrDrKth1lZz6Ki6goYpXX8MHNNTwG2r59XX8+jp+Y53AS72gsV7Q2CBoahQ1NYqbm8QtzeLWFmlbq7S9TXam3Utnh/xsl7K7S33+rObiWe3Fc9rLF3TnzrEP5P/0jMeAoCoi+SyZ1EcmXYXWWhKI/QRiH8A3cr6PROr7Xml44mUccS2H+biAw3fjcBfw+Is4XPc6peGA0s4BMNizaEwXCtuFwnahMV2+fpBOFPoMCt3hO4OP7Uh0IxLdCByARDcjUa0odBsK0walk++DC3hADUe0wOBefN80w+AgM60JA4luRqJbkOhWFKYNjWlHY85gsJ1onBcUrgOJbV9PBxJzBoE5g8K0ozBtKMwZJKodhe5EY8A4kjYkqhWOakVi2gAI9NrZ29uCbv1eY3BkI3SA+JHeGhGoBiSyGYVsQSGbfDSikA1odD0GU4fB1mCwNXhsPYnQmJV2qa353Yf3RoP2f7ps/8vl/Jvb9beV5a8ry58/Ly9/WfFAS9F8MvN8XV1eWXI5bRazQatTq7UqlUolU8ilSoVco1bptBqDXmc06A1GrcGoNZoMJpMJ8hmYxA8imlgiEQiEPA6PzWIzaAz6wiKktOmJiakP7z++eTV2727fpe4Hd2/RKTNSAUcpEaikkNIEapnApzTh90r7yQ5+qIlfzBcKOHwOk01fWKTMzC/MUXxNj1xwV8RjccDkYj5bAM175LP5kNKYVPadwZH8vQWhhCgSNiyUEBlGiIkNT0iKy8xI2pWVuidxW2YEKQ6HiiJgYmKi01KT96Uk7U1M2JkQnxO/PXt7XFb89uykxJ3JybtSU/ampezPSM/LzjyYk1WQk1WQnpa7PS6bTNqKw0bhcdFEQnQIeUsIKSYpPmPs0VORQPozSoMGPBp1uoXZ2cePHj1/8mTyw4f56enF+XkahUKnUlm0RQ6TxmXRNyhtg8y8PmPQ2Awai06HYNJojMXFxXnKpw8Tjx+NPX/yjDq3IOYL5WKZWq7UqbRg643FYLYaLTaLzWF3OOwOt9Ptdi67ncsux5ITLEizuc1mp8nqNNtcJrvb4gDXZh6Lc8Xi+Gx1frG5vlqdny1epa3qzR6NYUmpdYnldpHELRCt8kXf2Oy/P3woqyh9nZ87fDB3vDDvxaG8t4dyJw7nTQKlgWfOBbk+peV+Ksj9dDh/9nD+bOGB6cIDU4UHpgsPrj0FO3poBnDkkHce//EjlFNHqYDTxxaBw0pOMkpPMf0pO8UuP80tLWKXFbNLS7mlpZySEnZpKbu0lAUoK1s7l5aySotYZachGP6UnKJBFJ9cBIfTJ6gnjy8ATvnOp05QT5+gnj65UHRqofjkOkpOUUtPL5acovpTenqx7DStvIheXkSvKGb5U1nCrCxlVpWxq8o41eVcQE0Fr7aSX1vJqalk1VRwaio4deVe6iu49ZVe6iq59dV8QEONoL5WUFcraKwVQjTUCRvrRRBNDeLmRklLs7i1RdLaIga0tUrOtEs72xVd7cpz7cquNnlnu6yleWH37hs/rbTgCmJIJ4l8hUTuBb31JFIfgdQDAc2eJ5Gv+L0bg9x22b+0+H2NEYs9D9y2Tmm4LgAG24XGdKAxnX4y60ShO5HILhTqLBp9Do3p9nEOhWlDYdpQ6DM+OoAFIcDfRWPWfg8K1YlEdnpH4yO7kMguFMoLEtmFQp/FYLydlmhMFx7fjcOdw+G6cfhuPKEbTziPJ5zH4Lt9nMMQzgKwxHMYwlk07hwaew6F6UZjujHYbiz2PBrTjUZfQKPPo9HnUKguFLoThekEwkZhu5CYMyhsx4YHCRtNjGr+U0pDIJoQ8GYEotGPeiSyDoWqQWOqcfg6IqEuNvpMQd6NS91TM5Mms+G/3I5/Lrt/W1n6bcWzuupZWV12f1lZ9lfat88rX1aWVpacLrvVYtQZtGqNQq6UyZQK6TqlGbRGo9Zg1BuMeqPBaDaazQaTWW80avXgFk2pUMqkMqFIzAcj2xksoLTF+QXqHGVuChQeP3x8/Wbs3kjfxQsPh+8szs2IeSy5iKcQ81VSf4RKqfDnlbbhBRtAKhSLBSIh1/vim0GlLczOz0/P0RcWoRkiG5XG4nOZ3O+VdvfWvQP7CiGlhZNiIaVlpuxO2pYVSY7DoSIJmJjYmPTU5H1JCbvjtmZt3ZIeG5MaE50ChhcnJuxISd7jr7QdOYVpqfu3bcncoDQyMSpxe/row6dCvuRfKM2gtRj1VpMBoFMrZ6c+jY8+fPX86fSnj/MzU4uUWTrVOzeEw/h3lUadm5t49258dPTls2d0yoJUIFBJpFqFQqfWGLVas94rV6fVvuRwu+0ul93pdLicdhfY/2mzOMAKUKtjyepYtjpXAWaHx+pcBT6zub7aXF8sjs9mx6rR5tEZl9V6l0LtlsgcIolLJFkWSVdFkv94/UbXUPf2YP7Qgf1jh/JeHc77ACmtIPfTwfyPB/M/FuR5Obh/oiDXG+AK8icP5k8czP8I2uihdozDhd5FM0cOzR0/QjnhkxkIZyUnGQBIZmASf/lpjldpJRywNbSsjFtezi0v5wAqKrj+VJXzqsv4NeWCmnJBTQXPH8go/lSUsstL2aXFTEBJEaOkiO77SC8tppeeXtxAWRGtvGjte6/SimjlRfSKEsZ3SmNVlrCryjgAf6v5/2f8UGlesVXxgNXqqvl1tQKI+lpBQ53QH2C1lgYxmOkFaG2Rt7UqOlrVna3qs62arjZ1Z5uquXFxz+7bP6u0zYHlBHIHiXyFROolEvu9DYo/rTQ8/tKGC7MNd2ZY7HlgNRzugp/Szq5XGhCSFzTmLAaz9rfWfhWuA4vrhHSIxZ7D+V6z+YPFbjiv/WeA34nFnsdioV973lcCXfttePx54LM/o7Tzfkq7gEZ3+5TWtUFp/lZDYs5A+dLrNtQPQtufUVoDAlGPRNaiUDUYTA0OX0cm1ackXy4rGrt+lb4wb7cY/8vt+KfH/dvq8t9WVz5/Wf38ZWUZmlb87fPK11XPl5Vlj9vptFmsJr1Bq9KqFBqFQiGVKhVSUHj0pTSNXqfW6rU6g86gNxj1BrPeaNQZ9Bod6AqRS+VSiVQgFHI4XKA02iLo4F+gzMxNf5r89P79xLt371++ejh859K5rtsD12Y/fRByGFIBRy7iKcRcpYTnQ6CQCORSgVwihO7G5BKRXCL+SaWtTQ/hercBAKXNTc1QZuZZNCbwGYfB4jLZPBaPy+ACOHQOj8njsXh8lnCD0sKIUSRseCghKpy0JSZse9K2jPTEHZkpu5PisiLJ20FK2xKbkZK0NyF+Z3RUSnhYfFjo9vDweLBlJm5bZnLyrvS03MyM/Jzsgh05hUBpW2LTScQt/4bSdD6l6dUK6acP78Ye3nv94unM5EfK7LS/0tj0RahD5EdKY3yvNCaNBmTmS2nzH9++HR8dff38OYOyIBUI1FKZQaU26bzP48CCG7fdCZTmtDnsNrvVYjMbrRaTzWq2A6XZnB6bcwX4zOJY8bntC8Di/Awu1QxWj864rNQ65CqXVOGSKpYk8hWx7LNM/l9z8+6O9umC/KGD+8cO5b08lPu+cP/Hwn0TB/dPHNw/8b3SIA7kThzMW1MasFrhwclDBdOQ0qCU9qeUVlbGLSvjlpfzKip4G0xWWcmrrORVVvFrqoT1VWIfQoiGapH/R4i6KmFttbC2WlhTJQBUV/IAVRWcynJWVZmXylLmD6koZkDn8mJ6eRHTn4riNaX5+2yDZWvL2LVl7DWx/TtKq/8jpZ1tU59tV7c00fftvfvT7SGbS/DEdp+rwNOxKziiFyKpl0Tq8/Kd0ojEHpDSCMSNYoM85PvmMh5/mYC9hMdd9E9vUAMkNCsEj7+Mx13G43rw+F4CoZdA6PPRSyBeIBAugH8RgXCJQLhMJKwVQonEHhKpl0TsJRF7CYQekvfxAPgf1QvWTONxPd4zHjRn9hIIPRsXePqBx1/G4C75uAgNPsYSfGfcBTT2IhZ3CYsFG6svoNGX0OhLvrWfZ1Hoc76JJ93IdYmtEwA9VACFSiR6Y8OIX1arX08dHFmLQDSAZOajDoGsRSKrUagqNKYKi6uOjGjM3X+rpeHtvbtcFsNuMf19yfVfq55fVz2/fFld/fp5FRrADwA+c9ktNrPRqNPo1EqNUq5RKJQ+pYHefZ1Wo9Oq9Tq1Tq/VG/RGg9GoN5h0BqNWr1NpFDKFVCIViyRCoYjL47M5XCZrrd2RMjs/Ozk9+eHjh9ev3714+frps5Fbgx0tTb0Xz0++f8tn0URcplTA+b+pNLFsrerI5fNYXI5XaZSZT1OUmTlQe+QwWABIZoC1oMYW8FkiP6VFk3HhYcSocNKWmPD4xK3+SvOmtC2xWUmJe7bH5URGJJOIW/C4aAI+hkTcEhoSFxOdkhC/IzVlH1BaTnZBTlZBavK+2Jh0EjEWh40CViMRt5AJ0du3/mmlmQ06uUT0/s3L0fsjb54/nZn4sDAzRZufpVPmmFQKm0bl0Bc5DG+TyPdwWXQui85j0rkMGoe+yKavKQ34jEGlLs7Pf3z37unjx+9evWIuUL1KU2vM4AmBxeK0Wt0Ox5LD7VWa1W41W01Gk9FgNOpNJoPFZLKazXaLxWWxuq12j9W+YvW27Hv8lWayr5hsqwbLilrvUmodcpVDoXYp1G6pclks98gU/+Dyvvb3MQ4fGjqw/0Fh3tNDeW8P5X04lPuxIPfDgf3v8/e/z9//7sD+twf2vz+w7z00NT9/38f8/R8PrFeaj6lDBTOHC2ePHJrz1h4PzZ88srDBav5KqyjmVBRxK4p4ZSUcoDQQ1L5PaT+jNEBjrRjQUC1qrBE31K6jsU7SWCdpqBPX14ob6kSN9aK1Kl+NoKFGsOFjfRWvvopXV8WDJkNWl3OrSjn+VJdxqsu5NeW8qjJOTTmvpoJXVykA1Fbyayv4tRW8uoqNEa2hig+Aao8blVb3Y6U114tb6sVtPqu1tsjPtCnPNKuA0jpbVZ1tquZG2p9Iaf/PpmI8oZ1IvEIk9oCURiD0gJmKeGKPn9J6QUe+X6sI4AqReJlEvkIkXSaSLhNJV0DvPgSJ1EMk9pBIfWRiL5nQQ4L+iHCZ5P3hHhJxTZxEcCb2k0lXQ8jXQsjXyBAhl8khV8ghPV7IfSEhV0NC+kPI/SHk/pCQ/tCQqyHkfjK5n0TqI5P7yST/lwZ+aiT04nG9BDyktCv/faXhL6CxFzDYi1jsBQzmAhZzAYu5hMVcwmAu+IqlXpCYs0hMJwq7Ed9zhTYUpg2FaUWim5HoJiQahDBgsgYYogEGr4ch6mCIWjiyzkctHFkDg9fCYGBKCEQVHFGJQFYgUeUYbGVK6oWS4mfnOqbGHor4XLfV/Ldl93+ten79vPLLl8+rX7+sAo2Bf4J6o9NmsfkWGOvUSo1SplHINQqFSiVXq+RqlUqjVms1Gr1ObTRqDUaDyWyymCxmo9msNxo0eo1SLQdDHQVCPl/gUxqLSWeCXse5qdmpj5Mf375/8+z5qydPXzwevzVwrb6yoqu15d2LZxz6Ap9Fk/DZCjFvo9Ik3ytN9MMao384k4nFvrXaQgGXL+DweCwOm8FiUGkLc5SZT1NzUzN0Km3NZ0w2l8HhMjhsOpsDYHB4TC6PxeMxeXyWENylAaWF4CPDiNER5C1bIhOB0jKSdyVuy4wkx2GREQRMzNYt2YkJe7ZtzQoPTSDgYzDoCAw6AoeNIpO2REclJ8TneJWWVbAjuzA782By0p6Y6DQCPgaLicRho4iEGDJpKwn/31GaxaiXCPmvXzwbvTfsVdr0FG1+lrEwz6IucGiLP680Nn2RTadBPgPQFxaoc3Mf3717/uTJx7dv2TS6TCjUyOVGjQbkM5fNtuR0Lrtcy84loDSH1W41WUwGk0FvMOiMBp1JbzAZDGBtgN1kcVtsyxbbssm2ZLIvg8szi/OzxbEKlKY3e1Q6p0JjV2icSo1LqXHLVcsy1YpC/R9i6V/vjchOHh/Zt/tO7p7RvN3P83e/yt/9Zv+uV/t2vdqz6+XeXS/27Xyxf9erfTtf7dv52vde7V3u3ncHcj8cyPt4MP9jwYFP6186zxwunIWsBtpD/BtD/qzSKso5lRXcSshqVfyaKmFdpWiD0hqqRQ01XiClecW23mdNDVKI5kZJc6OkpcFLc4MEzOkHtNSLW+rF0J+2NEjALP+mWnFjjRj61zVUi+qrhYC6KkF9lbC+Wgi+b1z7GWFDNb+hildfxWuo4jVU8uoreQ1V3m/ARVpDjaCuRlBfK6ivEwI2XKStXaf9UGkt/4bS/sfmEjzhDInURyT2EwlgiXMfkdxLJPcSSf1EUr/fK7QeAuEKkdjnXfRM7CeR+snkXnJIT0hIr4++kJB+L+RroSEDgLDQ62Eh18JCroaGXA0N9RIWdi0sbCAs9HpYmJfQkIEQ8MM/IjS0JzS0NzS0z8fVsLBroaFXIaWFhPQDk5FIfWRS35rSCP0EPARQWh8e14vH9xDwIMBdxmEvreFntR8qzR809jwGex6DPY/GdGOx5zGYixjMBQymG40+i8Z0QYVHOLpjw10aEtuOxLahMG1IdAsC1YBENyJQDdBz6Q3PqINg0OwuiMogeEVgUGVgQGVgYLkfpcGw0mBYcTC8iBRSV3jobmPjh7MdH588FomES1bLb8tL//iy8tvXz799+/rl25fP/vlsddnldthsZqPZoDVoVTq1EkppWpVKq1HqtGq9TqvXaQ16ndGgs5gNJovJYrPYLDa7xWY1WgwanVqulElkvhUkPA6Xy2Sz6QwmnUqnUagLs/Mzn6Yn3n189/L1y/Enz8bGnjx8NNB7peTk8YbqyuePRxkLs1wGVcxjbUxpYr5MzIeGxPv4sdJkYvGa0kQimUgiEYgEXPD4jMNhsNgMFoNKp85RZienZyanF+epQGb+YmPTmWzfRx6LA6qRPKaAscAaujGct/dgOAlS2lagtLSEnIykXUnbsiJDtmOREXh09JaYrIT43Vu3ZIaGbMdho9CoMBQyDIOOIBG3xESnJCbsgJSWk1WQmZGfmLArKjIFj4vGYiLxuGigNDIhOn5bxk8qDbpOMxt0Ai771ZPxsfsjb188m5n4QJmaXJydYSzMsxepHPoih77IZdC4DBqPRf+hzABcBo1FX2TSFtfy2eIiY3GRRqEszM5+ePPm2fj4xPv3PCZTKZZoFQqjWmM2GPyV5nEtLzuXlp1LLrvTYbFbjGaTwWTUmw16s05v0OkNWp1RpzfrjFaDyWk0uwwWl9G2ZLIv+/CYbCtG64re5NEY3EqtQ6l1KLVOldat0C7LtR617j8Uqn88e2ooKX64I2tgR9bQjowHO9JHd6SPZqU9ykp7mJn+KCv9UXbaaHbaWHbaWHbaeHaad7bI7pzne3e92rfnTe7et7n73ubnvj+Q9+FgPngfNn2oYAZw5JC3gf7E4Y0VyJ9UWkUZp7KMU1XOrSxfKz/WVP5YaZDDmuokTXWSH1qtsU7SVC9tqoesJgFW8yFtaZK1NsnaGqVtPrFB9b01GuVtjfJWiAZ5S72spUHmPQAaZC0NsrZGBfiZlgYZMGJTnai5VtRcI2yqETZVCxqr+Y0+n4H2kA1K+95q3sJjg8S/8HimTXmmRdHZqlpTWhNt756hn79LqyCSO8nkvhDytRAymGV1PTR0IDRsIDTsemjoQGjoNd9cq/4Qcn9YyLWwkIGwkIGw0OvhoTciwm5EhN+IDB9cIwLiVmTErYjwwQjfl1ERNyMj14iKGoyKuhUVeTsq8rb/D0eE/2DUVnjYYFjYQFjYQFjYDZ/kboSF3ggLvQ6sGQIgXwshXyORrpJJ18ikqySvffsI+D4CoY9I6CPgveBx3gokHteDw15ezyUc7qJ3xAnuIhZ7AYu7gMVdxGIvYrAX0NgLWNxFLO4iFncBgzuPBldomG405iwGcw6FPodCn0WhupCoDiTqDALdDkO1wZAtwcjWYEQzDNXqe0LXEoxsCkY2whD1wd4X31WBsMpAMIskqBKwObBicxBE+eagsvWUbg4s2+y3w3pzQOnmgJLAoOKAwJNB8JOx29qra161tX3q6nj/4plUJvVYLb96lv7xdfXXb19++/b189cvq6AlBPQ3LrscDqvZbNDqNWqdWqVTq8BBr9HqNVqDXms2GSxmk9VitlktdpvF6bDaHXaH0+F2up12h8Vk0am1CplCLJII+UIeh8dhc1gsFpPBpNMZdCqNRqHOT89NTUx+fPv/k/aeX02uW9zuX3G2CoE0ikqTlkrvzQIKoqigUgQRkN47KthFBey9S01I74UESO8JLQldl2uXd7/7jPec94zz4U5CBNfea58zxjUYD49ZS1kfvNZv3vOec/jj2/evnz9/8fjx08HBvu6uvJMnis+fe/5ogEEm8JhUMZ8tFfNl03zZNF86zZNNC6V/oDTHoH0HTuFMPCsWz4pEjkZHIZcPlAbmX9BIVOLExMTYGIVE5rDYPDaXy+Zw2RwOk81hsjksDpfN4bI4XBaXz+HbD9iETAr73s37GQczA31DA/aHbCkNlxAXkRIflRaFSwqxKS0EFRofHpaGRScG+IeDlObpEejtFezvh8Og46Ii0+JiM5ISslKTT6QkZSfEH4sITwsJinZSGtrfD+fvg46OSP7zSpvTaed0Wr1KIWAz3z57+mJo8Ou7t5Mjw+TxUTqRwLYrDfiMz2IAh23D5jMOk8/+SWnAakwqFSjt/Zs3TwYHP79/z2UyZTM2pZl02gWjYWl+zrK4sGxeWrNaVyzWFYvVumi2LCwtzi8szi/Mzy2YDHO2K4wavVpj0OpMOsOC1rCo1S/qTGadyaIzWfQmi95k1ZuW9aYVnXFZrbMq1UtK9ZJSY1ZqLQqNVa5ZVmv/ptL84+uX+dKS50lxV+Ii+2Ij7sWGP4zBP4jEP4jAP4jA34/E348Mux8V9iAS/yASPxCFH4gJG4oNH4qLfJQQ8zQp7nly/IvkhBcpia9Sk98cTHl/+ODH9MNfMg5/yTjy9Vj6SNaxseyjYyczJ05nE0EF0tH66LDahfMccJZWnM8rzucWF/JKivglRfySIh5o6ygp4l68wANfL17glxYLykqE5SVTFRdFFRdF/yalVVfMVFdMV5WLqyrElU5UVYirLk9XXZ6urpyprpwG2OJataSuRlpXI62rltRWzdY5vrVTXyutr5XV10rra6UNtbKGWlljnayxVtZQK2uolTbWyRrr5E31iqZ6RVO9vKle3tyobG5UNjcoWxpVLQ0KG/XyplppU62kqUbSaEPaUCOtr5bUVs/WVs/U1czWVs/UVE3XgK82xDVV4upKcXWluKZSDD5mo1ZSXydtqJM11slb6pTN9YrmBnlNNf2/UBoMUeF/oOPAgRtBgXeCAvuDg+6HBN8PCb4XGtofGtofEnwvOPh2cNCdkOB7ocF3Q4PvoILvoUL60SH96JB+TOh9TOhDTOgANnTIziA2dADz8yBjVOhDVOh9NOqBA7AaDTyAGcchwfeDg+4DkwUH9dtH9ff/zN3AA/cCD/QfCLh3IMDxYJsq6e93y4HjNoKvzw17yrSVHB1ZzXa0tu/avr1X93pf+Zkub++OvXu7vL3BAOUOL692L68OL1vrR6eXVxdoawR4eLR6eLQiPcAW7CYEohGOaIDD6+GIOiiixg1eBYFdhkAv73Erd3GvcHGvcIVWQKCXIbByCKzcDQY2rjkmQ4IJyBdsQOxfIRdcIIXOa0JtuBa4uOZvwxVyzsX1DNzjXGx8V13DaH3DSEvT14/vZTLZ2vzcb8vWv26sfd9c/7a5sbq5YWt0XFu2WJfml+ZNcwadTq3UKG3o1GqDVmvUGow6w5zJuLiwYDGbrRaz1WK2WpdWls3WZavFarGarUsLSwadQalQzs7MioQiENG4HC6HxWEz2UwGi0Gh0UgUMoFEGB0f+Tz84e27l8+ePRkYHOq/f7WzPfdkdkHumUcP+imEUQ6dPMVlSkRc2TRfKuZJxP+d0iTT08BksyLRzNTU4xJdPQAAIABJREFUzNSUWDgltu3U5vPZXC6Lw2GwWTQmjUQlTIyPj42SSSQWk8lhcwBsJhtgf8Plsvl8Nh+kNAaFfbvv7uHUjCA/VMD+4EBfm9KigNIiU6NwiSH+Yd4egXs9goKDosPwKThMUlBglJ8v1mc/2tcH4+eLDTwQjsclxkQfjo87mpSQlZKUnZx4PCH+WDg+NTgwet/eUHCQtn8fys8XG+CLiY1K/fNKm9dp53VanULOpVFfPXr0Ymhw+N1b0sgwZWyUTiRwKP9JaWwm357PeGwGzymlOSIaUBqZSHwyNHSzt/f548fUyUmRQKCYmdXK5UaNak6nXTAZluZN1qWFFXAZzWJZNpuXzeZli9lqMZuXzIsLSwajSac36nQmnc6o15v0xgWtYUGrX9QalhzoDBadwWowLusMVo3WqtaYVeollcas1JoVGotCY1Gpf2i0fydPrlRXvk2M7YrEd0XibkRg7oSj7uBC72JD7uBQt3Ho21j0bRz6Dh59B4+6i0fdC0fdC0PdC8P0R+AeROIfRuEHosIGIsIeRoYPxUQ9BSuwE2JfJMS+SEp4nZr09mDSuyOpHzIOfj52+GtW+sjxjNETx8bBrWpQkzx3mpafyyrIZRfmMgtzmYVnWRfOc4rOsYvOsYrOM8H26uIi7gXQVVjEKy0SgMOq8hJheYlw50Haz3FtutrmsO1Bx9lkNVWztTWS2hpJXa10C6CxWml9nczxsr5OVl8nq6+T1NdJGuqljfXSpgYZoLFe2lgvbW6UtzQrW5qVLc2KlmZla4sK0Na6tTLbvjVbZUfd0axpb9a0N2tam1WtLaq2FlVLs7K5SdHUKAc0Nkgb6iX1dbO1NTM11dO11dN1tbMO6uskdbWz9XWyhjpZU528qV7e1CCrrqKlH/nTSkN6VgWH9qBC76NRA2jUEAb9GIt5jEEP4nGP8bjHWMwQBj2AQQ9g0IM49EM8ZgCPeeTEEB79C7DoQQx6EIMewqAfoVFDaBSY3P/QyWqOIcgDoSFDocGDIUGDwUEDQQceBB14EBw0sKW0gPuBAQ/s3AffHgi4f8D//i+V5ud708lnN319bjj7zNEV4ugW2bfvyt69tgHKe0Eg8+4EVUQvrw5Prw5w9Rvp0Yj0aEJ6NCM9mpHIJqRHExxRD0fUwxF1cEQdDF4HhdW6w6qg8Gp3WJWbe6Wbe6Wb+2U3aDkEWuYKveTiXrrHvXS328VdkOLdkOLdbsV73Ir3uF/Y417k4la0B1KwBwIWgZ4D7HY9C9jlmrfLNW8XeIDk7oKc2cZu19w9LnnbcT292/WE9/6CQxk36hq+VFa/a2/7+vWLTK5YmV/4tmz9sbG2ubG2sbmxurm+CuqN1qV584JpzqAzaNUapRzIDPhszmBYNM1bFszLVsvqysr66qqNtZWN9ZXVtVWzxby0aDYZTCqFSjIrFU+JBXwhH0xtZ3GA0hg0Bo1MJRNJDqV9fPv+1fPnjx48fHD7Tk97a17OicK83KH+u5NjX5kUooBNnxawpNM8iZg7K+JKRHyJmD8rto2Kd2Jqu8xEImdmpkRi4ZRIMCVyVhqTzWawgNImxwkTI2MUIolFZ3LslUbgMxaT9ZPSWDal0cmsW313D6VkBPqiAvYHH/AJDfZ3VlpaND4pNCB8r2eQF/JAgH84Hpcchk9BhcYFBUYEBUaEBEehQmOwmPiI8JS42PT4uKMJ8ccSEzKTE4/Hxx3FY5MDD0Tu34eydTzuQ/n5YAJ8MbFRaduVplCqFQqNTWwKnVqp19jHPGrUJq1aI5MyKaRngwNAaZPDX6njY3Qigb1TaQ7YDAH7J6XxWb9QGpNGA6uxiePj/XfudLW3Dz54MDk+LuByZeJptVSqVyr0KqVRp5k36pfmTZbFxWW71VYtllWrdWXZurK8smxdXlhcml9YmJ9fMs0tGk0LRtOiwbRkMC3pjUt645LWsKjVL2n1S1q9WWcw64xmjc6s1i46UGqWFJolpXpTo/udy/ne1vIlOb4zHNsajrkahurDh17HhNzAht7Eht7EoQC3cKjbONRtPPpOOOpOGOouHn0PEIbpx6Pu4TD3wnD3I8KGIsMfRYY/iop4HBXxOCbySVz0MzCk3z7O+E1a4tuDSe/AJH7gueMZo9lHx7OPTpw8On4ywxbpzpwg5Z60DxfOpRWeZxacYxSeY1w4zyop4JUWbfUWOrownMW2XWm/Oo5yKK22era2WlJbLampkdTWSGqdreaksZ1Ka/xZacBqzU0OpW35DCgN0NGm6WzTALE5oets1XW16TvbtF2d+q5OfWeHtqNN09GmaW9Vt7eq21rV4KGlWdXUIG9qBL+RvLlJ3twkAzQ1SpsbZS0N8pZGWXOTrLaWln7k3p9Vmqd3DQrTi8E8xGIf4bFPw/DPw/HPw/BPwsOehoc9xeOe4LCPAXjMIB4zgEcPhWEfO8BjHv2x0oDPAMCLDwFOGW4AFfIoNHgoJGgwOGgw6MBDG46I9pPSHgQdeBgY8OCA//0AP1tW2xr8/yul+ez/KaL91PS49+q+vVf37u3x9u7y9Gq331prRSJbEIhmOLzJhk1atTB4HRRW7w6tg8Hq3aE1bu5V7tBqN/cqAMSt0hVSAXGrcIWUu7iWubiW7XEp3eNycTekZBekeLdbCWAX5MIuSNEuSOFfXAv+4pr/F9fzu1zO73I5b5OWa66Dv7icAWy9hJzeyW7XM3tccneQs9sl2yeg+FTuYF3D50tlz3u6RgkTGpVqdXHx+/Lyj421DbvSVtZXrKDeOGfQGXVqrUqhUcq1KpVeozGBE5GFhWWzdXN149vGxubG+ubG+rfNjW+bG2Cc8ZJ5yTRn0ml1cpliWjw9JbCtPHYEHSaDxaAzaFQalUwhE0ikCeLkOGHs6+iXDx/fvnz5+OHA3es3WupqTx/PKsk/N3jvzvjXj7TJcR6TKuYzZ4TsGSF7VsSZneJJREBpgj+jNBDOpoXCabvPwAJS0L5vVxqDSqIApZEJk2w6E7zn2P/kLIZdaSwul83ncwQ8Jm9LaclAaSF/oLSIfXal4bBJ4WGpeFwyDpuAwybYrlrbBohsKS0pMWun0nz3o/32o/190DuVptqhNIfVjBqVUaNSSmZok4QnDx+8GBocef/OkdLYZBKHTnU+S3NG4CQzm9KYdDaD9pPSqFSgNMLo6J2bN690dj579IhKIgl5PIlIpJyV6BRyvUqh16hAr8rSnMk8P29ZXLQuLa1YLKtW6+rK8urKyurKqsW6bLEuWywrZsuK2T740TRvMc1bDKYlrWFBa1jSGc1aw5JdaUs/K21RoVlSqDY0uh/iqb/fvsU4nHo1HNMShu7Bo3rxoX2YkOvY0BvY0Bu/VFo46o7DZwAc+h4e2x+GGwgH4AfD8YPAcLERT+KjnsZHPQNrsrfto0mJf52W+OZg0vtDSR8PJb0/nPTeyXZfstK/Hj86fDJz9PQJgm1CYw7p7Cnq+TO0wrOMovPM4nz21oWwIp7DcE7RTVRZNlVZLtrZN2i/tmzzGVBazQ6l2R22jf/vSmv/A6V1tem72vRdHbqebkNPtxHQ3WUAdHXqurv03V2G7k5jV4e+u0vb3aXr6dZ3d+m6u3RdnZquTk1nh7qjTdXRom5rUba1KhvqGRkZf7o9xNO7AYW+iUE/wmKe4bGvwnAvw3AvAOH4l+H4l3jcCxz2OQ773LbeE/3UBuYZDvsci3li31W9BQb9CHwSHfoYKA2sWMOgH4LA51STHLCtBg16GGznD6qO/QcC7hwIuGs32V27zG7uWMPW6zTipOePrsp5ebV7erV7eLYgPZrs0gLjReqg8Gr70KxKx7hhN2i50xB9G65ul1zdLrlASl0gpWALmm29p2vxHtcLu10Kd7kW7oIU7YIU/cW1YI9r0W7Xwl0u53e5ntvlehawx8VB3paTXE/vdjkF2ON62s6pPa4523BxOePqkuvAZU/unt1n9uzJ2QM5ERh6qezyh/rGT2UVL27dJDMZC3rDptn8fXn5+8ba2sba2sb6ysb6yqrVbFmcmzfqjDo1+GtRp1YZtVowfsKyuLhmtW6ubnzf+Pb92+b3b5tAaRvra6ur1qWlea1Oo1AoZqZnhIIpHpcHTMBmshl0JoPOZNl9RqPSqCS70iaI4yNjw5+/fHjz5snA4K3e3uqyS6ePZ12+WDJ4787o5/cUwiibRhJwqGI+U8xnTgtYM0Lu7BRvdoonEQkkIqETUzti2ZTDZ2KBAES0KZ5wiid0DJJ3KI1OphLHJsaHf1IaWAPGYbLZdJatW4TJ3WroZwm3Kc1ReIzAxseGA6Ulo4OifL1C9yIOBPqF4zGJ4WGpdlIiI1MdYx6B0oDVEuKPxcakh2GSgwMi/fahffaG+u5D+f2B0hRyhUqhUNvRKOValcIhNoB0Rjw5Pvrofv/zocHhj+8JI1/JE2N0EpFJ+U9KYzGFTIbASWlcOo1Nozl8xqRS6WQynUwmjI0NPXhw+8aNzx8+cJnMKT4fKE0rl+lViq3lAFqNc0//stm8arGsLq+srqyurK6urK6urKwvL6+trKxbl9eXLGsL5tW5Ratxzqwz2nxmz2pLO5UmVy8qVGsa3XeZ7J/Pnk1lZvRiUTV4dDs+tBsb0oMOvooJ6cWG9mFCr6NRN7AoR1y7GY6+FRZ602E4AA5zB4+9G4a770w4/mFE2EB02GBMxFBc5KO4qEfxUU8Sop8mRD91bBlNin2emvDmYNKHQ0kfDye9P5z0fmuQf/K7w6nvjqS9Tz/44djhz5lHvmSlf83KGM5KH8k+Onoycywnazwna/zU8YnTJwhnThLPniLn59Ly82j5eTSQ54rz2cUF7OICZnERq6SYc+ki79JFXkXZVGW5qKpcVF0hBn2DoAGkocbJYbXShppf0FgrbayVNdbKmuqkNuqlzQ2ypnqp482fU5q6s031M5qudm1Xu7arQ9fdZQC6cmbnm6tXDNeuGnuvmfp65/p6jX29xt5rpmtXjde6DdeuGHqvGdrbuVlZf7rw6OndgEbfxGIe71SaM/hfKO0pDvvsj5X2CIt+gg59jEE/wqCB0kDh8aG9CPkQbF9DhQyiQgZQIQOhwQ+Dgx4EBz0ICgQCs9nrQMDdAwF3/f3u+Pvd9Pe75e9329/3tp8vCGQ3fHx79/tc3bf/yt69Pd7e3Y4eei/PDg+Pdg/Pdk8vW7+Gh0cLEtmMRDYjEM0IRBMC0YRANCIQDTBYnTvUUS2sdHO/DHGrgLiVA1zdSrcBtp1B3C85nu0U73G94ETRbteCXa4FuyCFuyCFf3HN3+WSv8sl/y8u536ltHN2q4HK4ZmduEB+gatrrqtL3hZ7cvfsznVxOeUOOxMd21LbMFZV8/Zy5avBAY5oam1x8a/LK78vL39bX1vbWFtdW7OuLJutSwuLc0aTXqvXgJMYjUmvmTcYFufmrEtLa1brt7W1H5vff2x+//Hb9+/fNr9tbqyvrVrM5jmTQatRzkpnxdNiMO+KzWIz6Uw6jc6gM+g0Oo1KA19pVBqVTCUTyaQJIkhphNHxsS/Dn969e/xwoLe7u7SoICfrWO3lsqH7d4c/vAG1Rz6LAnw2LWA7lDY7xZ+d2rLarEg4MzX1C6UJbUoT8YXAZw6l8Vgcu9JYDAoNRMbJCSKTxuAw2WyGbQ0YgMNkOyuNz+QJWELaJPPmtduHktKDfFGBPqggX3RoAA4oLSY8OS4iJRqfhA2O8d+L3os44O+Dx6G3lBYRnhIZmRoTs01px2xKi84IwyQHHwBKQwGl+e5D+e0P3XaWppArlDK5rRNVYetNdbaaVqWQzohHv34a7L/7/NHg1w/vHEpjUckOpe0U2zalgQ84lOYoOdLJZBqJNDE6+mRoaOjBg/GRESGPJxYIZOJplUSqlct0Sme/qgxajeP/kxZNpqX5ecui2Wq2WpdXVlZXV1bWVlbWV1bWl1fWrcsbZus6sJrBZDaYLFrDklZvq0A6+8wppa0qVGsKxT9HhrX55wbwmFocqhUb0okJ7sKE9P5SaXj0rXD0rXA0kNl2peGx/dt8ZlNa+FBs5KPYyF8rLTnuVSrYF5rw5mDCm7REwNuDSW8PJb89lPz2cMq79LQP6Wkf0g9+yDj46eihz0cPfco4+PHooU9HD3222S5jOPvY6MnM8ZysiVPHJ05nE86cIJ45SczNIebmEHJPEXNPk/JyyefPUgrO04sKmcUFzItF7NILnLJibkWp4PIlW5KrujxdXTldDXr3L/90oxm0bzTUSIHSGmulTXWypnpZc4OsuUHuENtPSmverrT2VnVHm6ajVdXRqtyptO4OXXen/r9UmrGv19TXa7zeN3e9b+FG38LN3oUbffM3byx0dwuzj//pq9YenvVo9C2b0jCv8dhXeOyrf6e0f8cQFvMIi3kMHObAcXK2rT0EhbqHQvWHhjwMDe0PCbkTFHQrMPBmUNCtwAM3AwJAQ79jg+h1n/29+/dd2b/vyr59V/fuBfTs3dvtvbfNe2+bl1cr0qMJ6dGERDYhkI0IJGjQaIAjGuCIRqdDr1oYvBYKq4HCaqCwKijsMhR22Q1aDvaZgY0wjsVm9rVnYPd0katbkb1NY6trY49r0RaQAge7XfN3uZzb5Xr2LxA7dof9xSXP4bNdrmf3uJzf43J+z57CPS4Fe1zy97jku7gWuLie/wnIORfI2V/i6noe4pLvxHmIyzk3yLn9+y5lZt5taCRcuvSssfHjp48KtfpvFuvfV1Z/X1nZXFtbWVtbXllZtFrmwS00k14LakQLJv3inAkUiNZXVr6tr3/f2Pjx7fv39W+bG+urK8sW89LC/Jxep1UqpLMzIsGUgMe3VRqBzxwApVEpVAqZQiFRKEQyaWJycpzgUNrnt++G+u93tbSeP30y++jhxprLjx/e+/zu1cTwJypxDDSJTAs4Yj57WsCZEXKdshpfIuLPTglmp4SzwqmdzAiEMwLhNF8g5gnFPKGIIxBxBDtSGptBYQClEUYn6BQam85i09lsOodttxqIazwml8/kCRk8IYM3xRQyicw73TfT44+g9qNC9oWG+KBQ/jhckLPSknEhsYE+2P0ewX4+eAw6IQyXsqW0iJ0p7VhCfFZ8XGZs9NEwbHJIYLT/fpzvXozvXozffozffrTfftS2jkeH0gBqhQxYzd4wotCqFLPiqa8f3w/cu/Pi8dDXD+8mhr+Qxkf/vNIAPAaTx2DYlObkMyqJRCYShz9/HnzwYOjhw9EvX/hs9rRQKJ8Wq6SzoPCoUyt1aoVDtHqNxqDR6NVqg0Zj0uvnjKaFuYXFJbPZYrVYrdblleXlteXlteWVdfPy6oJ5eW5xGVQg9UYzUJpGt7hDaQsKzYJMZZGrrArlX1lsS2P9h9ioBhy6AYfqwIZ2YkJ6MSHXsKE3sKibaNQNDMoWy3Co2+GoO+HoO3j0rX+jNOCzyPDByPDB6PBB4LPYyEdxUY/jox4nRDuL7XlS7EvbFuz412nxr+1Ke5OW+OZg0hugNDu2RWsOHKux09M+HT30JfPI18wjw6AJ5XjG6IljYyeOjZ4Ao08yR8Edg5Mnxk6dGD9zciLvFPHcGdL5XHLBWWrROWZxAftCIefiBX5ZsaC8xHaruqJUAG5eO19Wq6uabaiRNtXJm+rkzfWKlgZlW6OqpUHZ3CBrqpO2NsrbmpSA9mZV259TWlebtrtD19Oh7+4ElUbdTuwyAzVJh9IMIKJd75u73jd3o2/+Vt/i7ZuLt28tXu0RnTox9N8oDXMLi3mCxTzFYV7iMC9xmBdhuOcAPO4ZAId9+v9NaejQwdCQgdCQh6EhD0JD7gNA435I8N2Q4LvBQXeDgu4cOHDTz6/Xz6/Xz8829QOsrdm7t3vvXnDTq8PeXtiG9GhDerQiPVqQyGaERyPCoxGGqIfB66DwWii8BgqvcYfVuMNq3KG1btAaN2iNO6zaDVrlBq20c9lOhRu0DAItdTTN21rn3Utc3Yq3GuXdi1zdi1zcilwgRXsghXtcC10gRXtcC/e4FjjY7Qr6O2zshuTbj8fsSvvJZHm7XPN2u57d7Xput0v+HpcCF5ciF1fQvlhofyhwcS1wgRS4QPJdIPkukPMOXCHnXd3yAW6QQjfXIoA75II7pAjqXuSBLAnDt5eWfmhsIl64MNTbS2bQLCbjv5aX/7G68vvqyuba6sra6vKyddGyNLc4ZwA3c+eN+qV5o3VpftVq3lxd+b6x9tvmxo9vGz++bXzf2Fy1LC8uzBsNeo1apZDLJLMzoimBgM/h8bhsNovNZLPoLCadRacy6BQ6nWoLZzQqjUqhUkgUColCJpJJBBKJMEmcIEyMjo9+Gf745u3A3XuNNTUnjqUfO5zaWHN56P7tD6+fjX5+Txr/yqQSBRyamM8S821BbUYIUhpfIhJIRMBnwp0mAzKzK03wR0pj01hMCp08MTn2ZWRieIxOonLoLA6dzaFzOOBQjcHmMNlcJpvP5AqYPCGDN8Xgi5lCNpF5p/NGRtxh1L6Q4L0hIT4otD8OHxQViY2PDU+OC0+NwaeEhcYF+4X5eoX6+4Zh0QnhuJQIm9JSIyPSoqMOxsYcjgf7ZeIz4hKOxSVkxsZnRsdkhOGTQ4Kj/X1wvvvQvvswfj4YPx+0ny8qIizh2ZNX/0ZpagVQmkKrVGqVcp1KMTsl/PTuzcC9Oy+fPBr++J4w/JU0PkqfJLLIJA6NAq5a/5vCo0NpXDqDQ6OyaVQWjcqgUhgUMoNCpkwSSYTxT+/f3rred/vG9U/v3jJpVBGfJxNPqaQzWrlUp5Lr1Qq9RuGwmlalBGiUSp1KpdNqDXq90Wgyzc3Nzc0vLprN5mWzZcViXTFbVxbN1vlF69y8ZX7Bapqz6I1mnWFJqwcmW1BrF1TaBZV2QalZkKvmZMoludKiVP4ukfx4NCDIzOgLwzThUZ340G5cyHVc6A08+pat4xF1B4++CwhH3Y1A3w3DAJnZXuKxd8Ow98Jx/eG4/gj8g8iwh5FhA9ERQ1Hhg8BkcbaU9jjeZjW70mKfJ8e9TIl/nRL/JjX+dWr869SEN6kJb9MS34JGkkNJ72xLRJPfH0kFG7E/Oq8SdSgt4+Cno4e+gG2iQGyZR4az0oez0ocz04czM4YzM4aPpX/NzPh6/Ohw9tHhk5mjOVljp46Pn84m5J6cPJdDyTtNOnuanH+GWpBLLcilFuRRC8/SwKji0kLOpQvcsmJeeTG/vERQVSYCN8MaqiWNNdKWekVLvaKpTt5UK2tpULQ0KFsbVa1N6tYmdWuTqq1Z3daiaW/Rtrdo2lu0Ha3azlZNZ6u6ExyqgXzWruvp0F/p1Pd06nu6DD1dup4uXU+nrqdTa3vu0l3p0l/p1l/pNlzp0V/p0V+9ou+9ZujtNfT1Gvp6Ddf7TNf75m5cn795feHWzYVbNxeu9EzlnPyvlIa+icU8xqCfYNHPwQkZHvssDPcsDPcMh91qD8FhnziXFnfiaAZBhQ6GhgyEBD8MDRkICrwfGNB/IKD/gP9dR3eiraHDlsP6fH179++75u3dDZrmvbzabfbybEN6OLfF2zrjnZJWjTu8xg1e4warcYNVu8EqIbAKCKwcAr0MgV6GQKsg0CpX90oItNLRNA+BlbtCy1yhZRBoOcS9wg160b60egtnkzkprdA5h+2BFDg57NxuSN4eyFkHuyHnQLvHbtezuyHnnAFK2w3J2+N63sU1f7droT35Fbm4FbpAilzcLri6FdsBl8+KIG5FELciV0ghAOJW5OZW5OZW5O5WDHUrgbqVuEOKoW4lMPcSBOzi/n2X01LuNLdQmpqJ+fkP7t/niYXf5k3/slr+trL824p1Y9VqXbVal80LlkUwO9a4NG+0LM6tWBbXV6y/ba7/+Lbx+/eN379v/Pi2/m19ZcVimTcaNWq1XCadFoumhAI+j8ths5gMOovJZNLpTCqdSWUwqUwGhcEgM6hk6jalkSfJk0TSJJFEJBAJ44SxkbGvX76+e/36/u1blaUlh5MTDqck1F6+dP/29XcvH418ek0c+0Qnj/HZlCkeXcRjTAtY0wLOjJA/IwThTDA7JdimMYfMHIh5fDFPIOYKRRzBFJsPfOZQGofKZJJplPHJ8c8jE1/HaEQyh8rk0Nhcmv1ems1nHAGDO8XkTzH4IgZ/hiHgEuh32vrSo9NQe4ND9gaH+KAw/jh8YGQUJj4uLDkuLDUWnxKBig/xD/ffiwrwDcOGxodjUyLwQGlpkREHo6LSoqMOxscciY89EpuYEZN4NDrxWFTC0fDYI7iwpKCQqABfrM8+lM9+lK8Pys8X5eeHCguLe/r45ZRgxrECdKfS1AqFRqHQKZRauUyvVEzzee9fPn949/arp49HPn4gDH8ljY3SCBMs0iSHQubRadsuXP9HpTFpFAaVRKdM0shEMnFicmL03esX3R1tXe2tL589IRHGuSww9kWomBWpZTNahUSrkmrVMo1S7pQj5WqFXC2XgxWyapVao9botHqTwTRvWlxYWFoyW2wsLS8uWhcWludAt8icWW9c1OoXNboFlWZOqTEptHNKzbxcOSdXLCqUS2rVb1rNPybHF0ovPI8J64hAd4ejroajboajb4Vj7oZhbG0g4XYiMfcjMP1hmLthmHuOl+HYe5G4/khcfyT+flTYgyj8w+iwwejwwejwwZgIW9Ux7ldKS4p9nhz/Ijn+VXKcjZT4tynxb9MS3qUlvD+Y+MHBoaSPh5I/Hkr+eDjl0zarORKbvSy5c7nosG2Ul9Pz8fTRkxljJzPGco6Nn84inskinsoeO509fjpr4nTWxJnjAEJuNiHvBPFcDun8KXLBGWphLq0oj1FynlFawLpUyC4r4lQU86ovTdVWiGsqZmsqZmsrJXVV0vpaeUOdoqFO2Vgnb65XtDaoWxs0rY2atkZNe5O6o1nT0aLtaNE6Gh272w097bqeTu2VTp0zPR22N1e79IBrPbprPbr9PyJDAAAgAElEQVQrV3RXr+quXdX29ur6+vR9ffrr140Oq924Pn/jxnx3t/Dkn1ca0rMahe7DoAfQqCEM6gkG9RiDfoxBD2FtSWvAARo1gEYNgo58VCgIXg9DQx6GBD8ICb4fEnw/OKg/OKg/KLA/6MC9wAN3DgTcPhBwx8+3z9e3z9fHNoLEPoMK0LNvXzdonff0bEciW5HIFtAoD4qHCGQDqBnC4EBj1VBYNRQsPwN5y/0yBHbZpjFYOQRWBnCFlrtCbepy4tJPuF+CuF+CQEsg0AsQaDEECmJZkYsb4KfrX+DG2B5I/s+ct3fen93BeSCwPZDzLm75NiCFLpDCPW4Fe9zyXdzOu0AKXSFFLpASVzcHxa5uJa4/R0aIe4mbW4m7W4m7+9aIEHd3G1C3i3D3S3BoGdy9DAGtQMAqkLByn31Vhw/3t7dS6mqGC8/fe/5ELJ3+bXHuX1bL78vWzWXL2orFvGxesi4tWBbnrEtz1qX5FcvS+op1c23l9+8bf/vx/W8/vv/1t83fNtfWV6zmhTmTTqeSy2emxUKBgMNms5gMJoPOoNNoVAqNSqFRKHQSjUai0Uh06iSNOkmjkChUCpVKpoKv5EkyUBqRMEmYIEyMT4yNjA1/GX73+vWt3mtF5/LiInFJcREVpYV3rve8ejbw5cPLieEPVOIIl0EScmlCLm2KRxfz2b9UmrPDfpYZQAAimpDN+yml0W1Ko05MTnwemfg8QiOQ2BQGh8rk0ljOShMwOEIGZ4rBFdF5Yjp/liHgTtBvt1xLj0zFeAeF2pUWFhQFlBYbnhIblhKFSQw9EBHgg/X3DUOHxodhkyPCUiPC04DSIqMORkYdjI0+EheXEZuYEZOQEZt4LCbhaETMYVxYUnBI1AFfnO8+lO9+lN9+tJ8P5oA/OiIsfmjgmZAvlkllMqlMLpMr7T6zK02mVig0cqVWrtLIZHqlUsTmvH36dPDu3bfPno19/AiURicQWKRJDpXiUNq2Rsc/VhqFQSUBpVEmCUBpr188a29pam6ofTRwf3zkC5NGmeKyZqf4UpFQPiNWSmZUcolaIVUr5GqFHFzeB95VKxRKG0qlQqVVg717BoPeaDLOLcwvLC4uLS5aFhYsCwuWhUXr/KJ1btFiml8ymMx64xKwmko7r9LMK1XzSpVZpbZoND9Mhn+Khb/1dBDSEq9G465EYa9FYG5H4e5F4R9G4h5GYB9G4gYcRGEHorADEdj7ETjn9w+i8A+jwgbsDEaHDdkIfxQb8Tg24nFc5JP4KBsJ0c8Sop8lRD9PjH2RFPcyKfZVctxrwL9V2geAw2fbxOYc14DYnK22zXDH00dOpI+eSB89eXQs5+hEztGJnKzxU8cJp7MIpzLHt3Hm+ETeCeLZk5NnT0yeO0k6l0PKP00uOEMtOEMtyqOX5LNKC9ilhdzSQu6lC/yyi8LyUuHlS6LKsumqMlF1hXhLdVXS+ippY428uV7V0qBqb9K22/Sm72zVdbdrr3Tqezr+nNKu6K5d1fVe04OU1tdn7OszXO8zXb8+d/363I3r8z3dwpw/X3hEelaFoq+hUQ9QIQ9RIY9CggeCgx7YrzzfDQq8ExLSDwDGsnvLNtrjQMAdR/by870FujZsU7V8evfvu7Y1FNi729u7y8ury8ury3vHVeWt/S8e4DDsp9MvGLzWHbrVhegO2yoe2i4sw8sgsEtOAJ+V/nsg7qUQaDEEesHBznDmfAl6S05bnHdxPwfYpjSA84ft4z+KXNwKXN0LIG4X3NyKwQGeM27QS9twh16CQi9BoaUw2HbgsDIkrAIJu4yEVdqp8NlXdeRIf0vTZGX5h5LC+x/fKNSyvy/N/8ti/rFs3Vy2rC6bl5bNi8vmxWXzwop1YW3ZDPbL/PW3b3///bd//PXH33///uPbxvqKdWnepFMr5ZJZsVDI43JAMqOB8zEyiUohUylkCplMnaRRiFQH5EkymUR2fCXZfTZJnJwkThImCONj42Mjo+9ev+5qbT1xNCMMHRgfhbuQf7q3u/XZ0L2Pb56Ofn5LmvjCohH4bIqAQ53i0sU81jSf56y0nbFsh8/4Iu52pfFY9roilcmi0BlEyuTXsYlPw9RxIotC51CZXKdTNC6TLWRwpuicKTpHTONN0/mzND53nHa7+Vp6RArWKyjUe4fSIoDSktBBUQG+uAD/cDQqHpyl2XwWcTAy6lBk1KHY6PS4uIyYhHSgtNiEYw6lBfrh7Y0haH8fbKA/Ohwf96D/EZ87JZ2VAuQSiVIqdSjNNrdMplBLFWCEh5DBev3oydDd/vfPX4x//kQcGSaNj9KJTkpj0PjM7b37f6Q0FpUMfEYlESmTBBJhjDg+8ur5k+6O1rbmxqGH90e+fGRQSXwWQ8znzgj5UtGUfFosn51RyaUapcJ+JVwNTtQMGo1Oo9Zq1FqNVqPW6jQ6rVqrUWk0Ko1aqdaoNHqtXqc3GYzzprnFuQWzacFsWliaWzTPLViNcxa90aw1gKO1BZVmQa2xarTLWs1vJuP/UCv++XRoOuf4g4SovoTIm3ERD+IjB+IiH8dFPokJf+xMXPiT+IgncZGP4iIfx0bYfjUu8hF4Y28AeRYf9Sw+6llsxJO4yKfgGZAQ/Tw+6qlzQ39S7MvkuNfJcW8AO5WWlgBa/D8eTHp30F6HPJT8/o+Ulp4GstrnnVntj5R2MmPiZMbEycyJU8eJp7OIpzInQFZzVlpuNiE3m5B3nJB3nJCbTTh7cvJcDulcDun8KUrBGVpRHv3CWcaFs4zCc4wL+Swwm/9iIfdiEaf0AgdcMACD+csvCisviavLZ2ouz9ZXyRpqpI01sqZaZXOdorVR3t6s6mhRd7Wpezo0PR2arnZ1d4cGPNvc1q292q3t6dFeuaK7ckV37aq+95oB0Nenv37ddP36HDhX6+kU5GQP/lmlwT3KgkM7Uag7oSH3goP6QbqyzWa0D1EE+Pvbpyn69YF1oPv3X9m3zxn7KP193Xv3dnp7t3t6tYLN1B6ejUgPGwhkAwLZgEDW/2pjp/PqzmqwMAUOrwTAoBUwaAUUWgEFD+7lUPdyd3iZO7zMMfnQDXbRDXbRDXoJ4l66rZy4g4s7lfafrLZVhHQKcL8a6mFvIYFAi+3FzGJXt0uubsCjFyHQEndoKRR6yR1W8R+BQivgsMuO/w7OIGBVSGj1FrBqD3jl/r2Vhw/f6WibrKx4U1H6kDhmWDD+n+bFf1os362WtWXL8tryImB9xQzWynzfWPvxbR347K+/ffu2vrpqXVow6bUquWR6SiTg89lsDpvFZjGZDAaDTqfTqFQKmU6jUilUKoXqyGcAEMscp2gke9WRbPuWRCQQx0fHXj59WllamhgdhQ7yi43AnDt9vKO5drD/5rtXj0c+v5kc/8wgj3MZJD6bMsWli/5Aab8qNvKdC4/AZ84pjcdkc+k2pbEmqeSRiYlPI6SRCRaJxqOxeDQWl87iMdg8BpvPYAtp7CkaW0Rli6hsMY0zQ+VxRqm3Gq+mR6RgvINCvINC9oeG+mNwQeFRmPi48JT4yLS48NQoTCI6KOqA309KCw9LtSkt4mBUpENpR+MSjsUnZsYlHIuKPozDpwQFRwf44332o332o/x8Mf5+uAMBmLCwuP47AxyWQDotkc5IpLNSmUSilEoBKrlEJZeqZTK1VK6SyDUShVGhETA4rx49fXSv/8OLF+OfPhFHh0njo7SJiZ0pzbn2uNXxyKALGHSH0pg7lEYYG3757HHf1Z7bN3pfPX8y/PkDmTjBY9KFHNY0nzc7JZCJpxSz0xqZFDStgI0zc3r9vNE4bzSCyWomg8mgB1OMdRqVRqVUK+RKuVQuk8jkMqVCplKqtGqtXmsw6U0LxvlF0DBinLPqTRZgNY1uSau36gwrBv2POdM/DNr/NfzZeCH/RWr8jUOJ/SlxQynxj5LinibFPkuKfQncAzyUEvMyJfYl6OxwXKNOjn+RHP8iJeF5SsLztMSXB5NepyW+Skl4mZLwMjXhVUr8y+T4F0lxz5NibYDPA1ITXqYlvk5LfJMS/3obqQmOPpF3O/mPSvtlBfLfKm08J4twKnPi3yktm3g2m5h3ggiqkXarkc+fogDOnaacP0PNz6Xl59IK8ugFZ6n5eZSCs3THPlJn59nX0Agvl05Xlk3XVs7UV0tqK2fqa2aa66UtjfK2JkV7s6q9WdnZamsk6elUXenSdHdrenq0V6/qHUrr6zX29en7+gzAZ9f75rr/K6W5wYr9A1sCA68fCLjh73fL19d53IZtacu2Tdb2+16/GF1vG/XrDebQt3h4gv3OQGA7qd3aE7Z9D/UfKs2ZXymtdKfS3GAXgUX+/ygN4r79M9v+QSeKdxrUDVZqv992CfwhodBLMFgZDF75H/mlzABIeLUHvMYZT0S1z77Kw4dvtzSNl5Y8q618zGWtWBb/b4v5f1qtv60sr6+urG6sWjZWzRur5vUV82+ba79/3/jbj29/+/H99+8boN64al2aM2iVMsmsSCjicwVcDp/N5nE5PC6Hy2FzOTa9sVlMOo3OoDGYVBaTymSQGQwKg0Fh0Cg0ConiOE4DrY90GgN0QjLoTCqFOvJ1+N7t23k5OWHoUFSgb3w0/szJow3VZXdvXHnzfHD402vi2Cfa5CiTOsFlkIQcmojLFPO40wIeKD/OCPm/TGm/VNq2wuMvlTb5dZw1Sd2uNDpbSGNPUW1KE1FY0xQue5gMlIbbH4raj0L5YlD+GHxwRBQ2IS4sOS4iJS48JRqbtKW00PgwXEqE4yAt8hD4GhedHh93NDbhaFzCsYTErISEzMioQ1hcclBQdIAfztcH7euDtintACY8PP7OrftsJl86DXwmk0ukzkpTSiUqiVQlkakkcq1EoZer+TTWq6Gnj/sffHjxcvyTLaVtV5q9ScQ5pQlZDIfSuHQGh0ZjUck7lTYx+vXpo4H+OzffvHw2MfqVTBhj0sgCNlPIYYl53BkhXyYWqSSzWrlMq7JtUANLZ8AStfk5k8lomDPOmQwmvc4AUppSoZRJZJIZycz07LRoViyaFYlnZySyWZlCqlCrtHq1zqQ1LIJr1zqjWWe0GIzLBuOqaW59fv4fiwv/Mhn+N5W0Wl3x5XDS3UOJ/WkJj1OB0uKe2aRlJzX2VWr8q+T4lykJYIQxSE5vDyW/PZz65nDq2yNpb4+kvTuc+h60KR5Je38k7b1T1+LWS6df+nA45cOh5PcghP3c9GiLZc4yc7q79v6XDZB2pf1hUANKy/5zSjudNQ585qy0sycnATuVBjh/hnr+DPXcafK50yTw7CA/jwYkByg6zyrO514s5F4q5paD/del3MuX+Jcv8SvLBNUVU7VVovpqcUPtdFP9bGuTpLVZ2toq6+xQdnfb3Hbliu7aVd21q1qH0vp6Tf+d0lzcCvf71fv59fj4XvHZ71gtBloNwX5n+z7MfZ2/XFq9Ey+vNk+vFns4q/tJWs4rLrdHtJqfQFbDkVUIpM1qMNhlx1/xUNhld1gFDF4Fg1c7Rtc7Bti7wS5tyQMU7mDlbtDyHVa7CIGW2s7SnOp+W038bhdd3cBnSt2gl9xhZe7wsq25+LAyKKLcHW57sAEvh8LLYYjLMEQlDF4JhV92AENUwuDVMHi14z0MVgmHVYP66r8HgahDwOsQ8FoEvMaJWgS8zgNe7+kAUeuJqPVC1vjurzxy8GZT3Zey4iedLa+k07+ZF/5lMf8DKG1tdX1zzQr4tr7849u6Q2l//W3z9++g3mjUqZVyycyseGp6SjA9NTUtEklmZySzs5LZmdmZ6ZkZ8cy0eFosEvAFfC6fz7ZvF2PxeSw+j8Ozz93gcNgcHpfH5/EFfCGfxwezRRh0xof37zvb2g6lJIUE+GGCAxJjIk4dT6+pKLlxreP5o/uf3j4f//qeNPGFOjnCohF4TLKATRNyWCIuR8znzgj4MwJgNf4flRzFPL6IyxNx+L9SGgcojU1hsCaplFHC5OdRyvAEm0jlUZnAajwaS0BlCSms6UmmeJIuJtGlRLqMQJdNMLnvx+/V95yIORThg8b5oHH+OHxQeDgqKhqbEINPig5LiglLjsIkYgIjg3xxAf7hqNC4cGxyVFhaVFhaTMTh2MjDsZFH4qLTk2KOJsceS4nLBKTGZMWHHYlCp+KDEkL9IgL243x90D6+WB9ffEAABoeNvn2zn8XgSsSz0hkJUJpcIrGVH39WmmZWrpMqeVT2q6EXT+4Pfnr5ZuLTF7vSiCwSmUOh8WgMLp3Bcyo8TjnVGwUMOp9O49FpXDqDRaUyKSQmxdYYYq86jo58+Tj0sP/6tSvPnzyikoh8NhOEM5CkJSKhfFqslkp0CrleqTKqbfVGMJLGgclgNOqNOq1Oq9apVTq5VCmZkUlmZLMzMsmMbGZaKrZPhhFNS0Qz0lmpSiLXyJVGtXZebzQb55ZN86vzi5sLS98XFv7Hwvz/nDf+Pxzm95aG8Yy0e4cS76YlDqXEDSbHP0tJAInqpSM5gVZ7kJ8cdjmcYrsWDUhP+whujx099DHzyJfMI1+OHf587Mhn8JyV/tWZ4xnDxzNGjmeMOto3gIfs52Ffjh3+ApbaOJOe9ik97eOR1I/bOkT+fEoDvf7Z6aMnj45lH53IPjpxMnM8J5OQc2ziVCbhdBYRKM3eLUIAyezsDqU5KpCAvFMkh9XOnaacPTWZd4p47jTZ+SWIcc5WK8hjFp5lFJ2nFxcwSwpZJYWMkkJGcQG9uIBWUsgoLWaWlTDLL7IqLnGqKvg1lcKaalFD/UxT02xzs6SlRdrWKmtrk3e0q7q79Fd6jFevGK5d1Xe2CbMzH/1Zpe1yOe+9r2a/T9e+fd379l7Zu/fKXu8eb++uvd5d9i3PHX+EtzdYCb0dL682T69WD89mD88msNwSgayzA6xWg/CosX0LfIasgSNqYIgaOLIWjqxFIGsQyGqERxUSWQVHVCEQ1QhENRxZDYNXweBVUHglFHYZGAKOvAxD2HBIxR1W4QatAGJzh5UDhbjbVWQDXg6FV7jDL7nDSt1hZe6wcifKHG+giAooogKGuAxHVtoUa9/J6bSoswbhUYO02xrpUYPwqEV4gJ/C/uzhkHc1HFkNR1YjELUIRC0cWfcfQSDqkIh6D2QdAAGvtVOPhNchYXbgtSCl+e6rOHzwen31h4rSp/23xvWqf5oX/2U1/2PZ+n11ZWN9dX1zffn75spv31Z/+7Zm72zc+P375u/fNzfXVsB8LJNeC27s6tRK25h0o9FkNJqMBqNBr9dpdVqNVqOWy+RSiVw2K5fNyKTTUolodnYKyE4snhKLhCLRlEg0JRKLxGKRWDQl4nP5NAptdGR04MHDspKL0eFhgb4+uNCglPiY09nHqstK+rrbnwzcff/qycjnN8TRT2TCVyZlgkOf5DGpAjZDyGGKuBwxjyvmcaf5vGk+7w+O0PhiLl/E5U9x+EI2gCdg8/hsHp/N4zG5PDqbS2NxqEwmkWJT2sgEe/JnpVEYU2TGNJE+PU6ZGadIvk5OvR1mPf80fu/p9fLms0nH4g6Eh/lhIwLDw0OjI9Ax0bhEoLQofFIkJgETHB3oi/fzCwsOjsGhEyPwqZFhaTGRh+Oi0+Ni0uNjMpJjjqbGZR5OOH4s5VRuZtGFnPK8jKKs5DMp4Rm4gOgQnzB/H6yfD87XF38gAIsKjbjlrLRZm8+A2BTSWaA05axMJZGrZ2TqGRmHzHz96MXT+4OfXr2Z+Px1cnSUPD7OIEyyyRQulc6jM21KYzL4LCafxRQwHTD4DBt2pZEZZBKdPEkjEamg6jg6/OXD29vXe8tLS3o62kY+f+KxGJIpoUo6q5ZJ1DKJRi7VKmRahVyrUOiUSr1KpVOrDBq1wX6WBtBr9TqtTqPSaDU6rVqvUmiUcrVSrlbIVAq5RqHQyBUauUItk6tkCrVMoZYpdQq1QaNb1Jsspvnl+cX1haWN+cVv84vf5ub+Nj/3zznj/xZy/3q1i5515H5awq3U+MGUuMGU+Gcp8c9T4l+kxr9KS3idlvg6LfH1wYTXBxPfHEx6ezDp3aHkd+BM60jq+yOp79MPfkg/+CH94MeMg5+Aio4dBnfFvmalD2dlDGcfGzmROXoyc8wB6Mg4dZx4Onvy1HHiqeOEnOOEU9mTp7KJOVmEnCxCznHCqeOEk1kTNjJtZB8dO56x1cRoF9VwVjp4tm0rtS0sTR/JtD0PO96Du2vZGaMnjo5lH504cXTixLGxk5njOcfGczKB1QATp48DpRHyThDysgnnThDzTk46czZn8mwOCQDmUm4p7TTp7KnJs6d+VlouNT+XWpBHKzgLoBfkMQrO0gvP0S6cZ1zIZ17Ip13IpxWdpxaeoxaepxadp17Ip1zIpxYX0EqKGBcvMEsvssvLeJWX+VWXBdVVwurqqZpqUX3tdFO9tLVJ0dosb22RNdYzj6b/6ekh/8fusx7eVWC1tHPx0Ns2jb7TiXZv7zYHQHjObxx4erV52sZNtXl4NjvKj7+qQNYhkLVwjxqYRzXUowaKrIEia2BI4IYqhEclEAkcWbMzyYFvnfY+V8KRl+GISjiiCo6ogSGqAeCTCI9aR8uJDfBbI6rhiCobDlchKxEelTY/edYgPWuQHnVIz3rHT7EDMNS4yf7DNv3Bx+p+Dqb1CGQ9+JH/PTBELRxRh0TUIxH1SHgdHA5+hHo4vAEBr0fA6xwg4bUe8Kr9e8sOpl2pufyqrurlmxfsxbn/ZVn6n8uWv6+tfN9Y+7a5vvltY+W3b6u/f1/7/fv67983ftvc+L6+/n19fWN1ddVisSwsLM3NLZpMgKW5OfP8onl+aWF+DhSLjAa9Qa8z6HQGvU6n1+v1RoPOpFXrlFK5ZHp2VjQzLZoWTYmnhFNTwimhQCgUCAV8AY/DYzKYk8TJz5++PHv6rKOt42RWNjYkNCQgIByDSkuMP5tzqurSpZ721od3b71+9ujrh1cTwx9IE1/opDEmhcihk3lMqoDNFHE5wGp2t+1IZlweSGZTNpkJhGyBgMV37KrmM3k8BpdLZ9uUNjJB+jJCHR3nTFJ4FIat9khlCiepoknq7ARZPjyp/DAhffmF9+Al5faTjx23us5dPhuXkRAYERUQFhMSFYWOi8LER+ETo/CJkbiECFxCGDYeFRId4I/38Q87EByNxSSG41MjwtNioo7ExWbExWbExx1Ni8s8GJeZGX+8KLO4t7rvZe/zZz1PrlZcLTlakoxOC/OLDvYJP+CD99+PC/THoYIjb9y8x2RwJOIZ6bRENuNQmkwukcklEoVEopyVKGakihmpakamnJayJhmvH714cn/ww8vXY5+/kEfHaBNEJpHEJlN4NAafzuQxbPCZrG04folDo7OoVCaZwiCR6JNEGpFAmRifHBshjHx9/+pFW2P90UNpF86ffXj39sinDywqWSqa0ipkRo3KpNMYtGq9Rq1Xq/UaFcCgVek1WyNFdGq1XqPVqbVajVav1eu1RoPOZNTPAfSGBYNx0WBcNBoXTXOLc3Pm+Xnr3OLqonl9ybppXv5mtm4uWjYWltbm5jeMpjWD4bvB8Fej/n9NC/9+7wb/RMb91NjelJiHKTEDKbFPU+Oepca9SIt/mRb/8mDCKzuv0xJfHUx6czDJFtRsB1pp74+kffj5itgX51R04tjYycyJnKwJoKtTx4lAZmdOkHJPkgFncsi5pygO8k5T887Q8k5Tz56hnT1DyztNPXeaBjh7inr2FDUvh5KXQ3E82P4lJybPnJg8c4J0KpuYk008eZywjRNZE9lZE9mZ49lZEyeyJk4cI+RkEnOytv5sjj8emEWSm03IzZ7IzR7PzR7POzFxxj5z8pcAqwGc3EZ2imjU/DxKfh6l4CzVDv3n8zbaTgrO0wrz6QXnGYX5zKICRnER62Ixp7SEW1bKLyvlX7rIK7/IqbjEqyoXVpbzKyv45WWE1NRb/43SvCr37mv33tvhZDUwmX6rtLhTaf8GkNLsNHl6NXt4Nnp4NiA96n9ObLbQBveshXnWwDxqHcA9qx0gPGuQXnUeXvVITwcNSM8GpFcjwqMB6VmH8KhDetYhPes8POs8POs9PBuAWgCeXs1e3i1e3i2eXi0enlt4erV4ejV7ejV6ejV4ejn2Stvw9K7z9K739K738Krz8Krz8Kr38Grw8Gz8FU1Ij2bbqC1kM8L20LiDhm2FViSyHomohyFq/iNwRI0jmcFhNXBYDQxeA4XXQGE1MFg1HF4Nh1fDYVVwWCUcdhkJK9/nXZKa0llZ/rSj9ePY8Ix16f9aNv+PFevf1le/baxvbG6sf9uwftuw/vi2+vv39R/f1jfXVteWl1csFsvi4tL8/LzBYNLrTXq9SaczaDQ6tVqjVKtkCqlEIpmdnZkWz0yLZ2emJbMzCrlMrdEajCaDzqSQKcUCEZfJYdGYDBrTdiONTKGQKKDvcZIwOTYy9v7d+xfPXty7c6+irOJgSho6KBh1IDACi0lLSMg9cbK8uLitsf5W75Wng/c/v3sx9uUdYeQjhThMmxxnkAlsGonPogs5rCkOe4rDnuKyRVyuzWFOTHG4U2y+rSWExROw+ICtOY1AaTQ2m8piTVKpowTSF1B4pPAoDD6Vxacw+RSmmEiZJpAlI+OKz6PK158lQ6+4Nx9OXrn7vr77St6looSjB4OjEoOiklBxcbjEWFxidFhSFD4xCpsQiUsIx8ajQ2IC/PA+/mFBoTE4bFJEeFpU5KG4mPSE2KOJcceS4jOPxGcdTTiem5bbfalzbOAr7y1d8IYxfv9r36UrObEn44MSMb6RQfvDAvbjAv1xIYHh12/cZTA4s6IZyfSsbGYWKE02K5XPShWzUuWsVDUjVU3LlNMyxbRULpplEmmvHz1/cn/w48s3Y5+/kJyUxqXSuDTGL5UGvgVdIVw6AyiNQSLTSSQakUAlTJDGRwnDX8e+fHr99ElVWWlMOP5QcmLLRZUAACAASURBVGJDdeVg/93P796wyKRZAV8jleiVCqNWPa/XL5hMCyaDHf3/y9lbPrW5d3/b/8UzG4K7awR3t7ZQF1wS3KFIixSKF4oVaXHXhLgnkEBccPckSNu9f899z9zzvHpenElKu+Xa1z1zDHNyQgd402M+67vWdx3sbh/sbu3vbO5tb6n3Fu3v7h/sHR4dnJwcnZ0en5+dXJ6dXJ6eys/PFefnV+cXiotLxeXljUx2eyn/dqn4fi77enpxc3Qi3zu82N492dg8la6fiMUXEol8Q/r/cti/d3xYeRb5McirJti7Pdi7M8inL9i3P9RvINRvMMR3INRvECDMf0jd06GKa0BWm7wfNvUgbCYyfDYqfPaX0yzgbsanUUi12NRKA6ym5E9Ki4shx8dSElQkxvwEsCkbWMCm3sGmfpkQQ4mPIf8CYMfol4QfPCNEPyVEP8NFP/vxy/yd0qKfol49RQMXS/4lgNUA4l7iAZTPr/A/rAYQq7yXUtVOAkD8CxLISQnkpHhKciI1OZGckkRBpNBTEYz0VCZABoIJ3HiSmc7MzKCnpaICA5r+C6UZmuSYmb8xNXt7J6v9eskv0MH4r5X2xtikXEWpsUmpkXGJkclrI5Ni4GhNjYFRoYFRvoFxob5xEYCBcZGBSZGBaaGhaaGhaaGRWZGx+Wtj81Jj81Jj83Ij0zIj0zJjM4C3RqZvTM3KTUzLTM3KTc3Kgb/C1PTtT2d7ygKpelGnEhOTClPTt6Zmb4B/C/yexialJqZlJmalxqavAe547i+VBuxIU04gGBiUKfkLpZX8ojQjg2Ijg+JfTxD/Ev18fT0lerp5erp56jEG3TudMrq6GXq6Gfo6aWamKcHBb7IzexrrkEza3vnJ/yc7+1+y898V8pvrK8XNtfzm6vxacXItP7tRnF/LL2TnZ6dHRwe7uxsSiZDHW2OxmDQanUKhkkhkPJ6IxRIwONwSBovB4HFYIgFPIZMZdBqbtSIU8Dc2t7a3d8RC6QpjhYDBL87Oz0xMT01MTYxPjo9NjI2Oj42MjY2OjY+Oj49NjI2ODXwe6PnU21DfAE+GB/r6Q+wcoHb2Hs7Oof4BLx8/SUtKLsnPq6uu6P7YMj7cvzAzipqbwCJnCOhFMm6JSsAwKURlC4NSbIw/K43NYLDpyywak0Vj/oPSGEQ6nUin40hEFBY/hyLML9HQ+GU8ZYVAZeGpKzgKdwnHRWKEc/PSyRnp4Kiwo49V34apaBjNLq2LTssIehQJ9Q0H+4bDAgNdgwNcg33cg71cAr2dA7ycAzyc/Z3APnbWrpY2bo4QP1eXYE+PcG+ve/4+kUF+D4P9H4UEPI4KePI85GX649SBd728GaZ4liWaXmYNkceqP2dGpoZDw1ysvBwt3OwsXB1sXMD2bvX1LSQijb/GFXD5Iv4PpYn4QglPKOUJ17lCKUckXROJuQLhKo+KIQz3fvnc2TM9PPaL0hgEIpNEZpIpvyhNLbm/UBoWS8KgCWgUDrW4ND+7MD050PMpLTnRydHeBeIY+/zZuzflXz51L05OktBLLAqZz1reEAoOdrbPjo/lF2dqZOensvNT2fnJxenJ2fHx2fHpxcnZ5emF7Fwmv7xSyK6v5DdX8q8K2a1MdiuXf5XLvyoUXxVXtwrFV7n8K+Cz/aNL6ca+ULLDF21x+eurnA3W6jqLvbu2diTk33DY37rbWU8jW/3dK4O82gK9PgZ4dQd69wT59Af5fA706g/06g/2+RLiOxDiNxjsPxjiPxwa8JPS7oVM3g+dfhA2Gxk+FxU+9+cGjR8nWFHIp1FIIBKpgxrAq+c4QGbRL5SJLfYVKS6GDBAfQ/5Lpal9Bk9gIBKZ8ASG8iGRCU9iKvdlq0lipiQxU5KYyYmM5ERGUgI9MYaWGENLjKEkRJOB1duJMRRVEMTHvlCflmHinqNjny2p1fV3Ke0fuNsSmRhDuvv8L5RGAQCUBk+mIeD0NJXV1HMCGWmMjHRaKhzl7/dfKC3G0CTbzPyNmVJpP1UaVcmswtS08j+aTHX2BvDWzOytqclbU5M3ZqZvTU3emJqUmxqXmRqXm5oAvDEzfWNmWm5qWgqkKFWWKjMxLTc1LzezKDe3eGNh+dbSqsLCqsrcstLcotrMvMrcotrcvMrMvMrCosbCotbSvPpn3lma11iYvbuLmWm1mUm1mfE70zuYmVSbmVSZmVaam1aamVSYqjAzqTAzeav6bctMjEpVlJkYlf8Vb4wNy40Nyo0Ny4wMS40MSowMSwFd/YphvooCI8NCAH3DPOCA8O9QHhzq5ujrZhnoZunpZOrpZOpoZ+hoZ2hrZ+hop+tqZwDo6aTp6aQa6MDNTBKDgsqyM7r7PtHFAvn56f+5PP0f2cU3uUxxJb+8VlxcK05kF/uXZ4eXZ0f7O1sCLodKIs3PzAz093e0tTXW1dXX1NTX1NTV1DS+f9/S2NjR+vFzT9/kxPjC/BwWg6bTaGzWCo/L2drcPDw63tzaWmGyUQtLk6MTA31fejo/dXZ0dXZ0dbR3dHZ0dbR3dnZ0dnZ0dXV0dXd2d3V0tX9sr6yofPXipbuLm6OtHdTBwcvFNSwg8PnDR4iExKKc7JqK8ramusH+zpmJQeTcOGZxGr+0QMIuUQnYuzc5sRk0NoPOZjDYDMYqkwnkM+BTFo0JWG2Fuqxm+Rcoy0wSg0mgkJZw+DkUfg5FQeFW8GQ2kcLBkdYwBOHiknB+UTo1tTE2vt4/IGjtZNU2o0trBxH59S8QWUGPHkJ970H87sECg1yDA12DfV2DvF0CAZ+5OfnBVEqzh/gCKc3bU6m00IDHYYFPHwc8fRn6KvdpxlT9oHh6ZX1yWTrK4A9RyR/naxPfPHGN9LT0hJm7Opq7gK1doLZutdVNRBxVsMYVc/kSPl/KF0gFQqDwKOEJJVyBlCuUckSSNZGYKxCscskY/HDfwJfu3pnRiaXZOTwSRUYrlUYnkBkkKpNMW6bQ1Eq76zNV777aZzgSBktAo/BLSCxyATU3szA92dfVEffyuZWpsYWxYZCvd0FWZm9H+8zIMGZujrSEYtOoYh5nZ0N6uLdzcnignJo+Pjo7PlJPUJ8dnZyfXFycXFyeXsrO5PJzhfziSn55Lb+8kV/eXF99v7354+bmj+ub79c3366vvysU3y4V3w+OLoXi7WUWn8ZYo9I5ZOoaicIhUThkiphO22SzLtjLN/3da8+iPng5l/q61fm6NXi7tvm4d/i6ffJ1++Tn3uPn3hPg2Rfo1R+kvG54KDRgRN2X+KcbqmZUbRqzvyjt7h2MylGwn5SGiX6BjX6JjX6B+0ulqZXz55SmVlpKPB2RyEQkMhFJy/DkZUTKyl0AsSFSVtLgrFQ4KzVlJS2ZnZbMTkteUZOewkpPYaUmLSMS6fAEGiKehkigIRIoiAQKPI6UFEdOjCUlRBNVPSA/jPVn1d31GXCoptbYHZ8BfwslKZaaGEtRSy4xlqiuTybGkRPj1FYj3bWaMqjBl4HNqOmpjIx0WhpiKdC/+b9SWtb/tdLuauxOb2SFuVmFuVmFpXmlGguzCguzCkvzSiuLKgAbq3fWltXWlpVWllWWVtUAFpZVllbVVtZVVtZV1jbVNrbvbO1qbGxqbWxqraxrraxrra3fW1nXWlrWANMF1pY11pY1VubvVNRYmddamtWosTCrMTMBlFbzM0qrmZtWmZlU/kyFqfEbU+NyU+NyE6MyFeUmRm/+EpXSSo0NS40MSoz/hdIMDZSNi3r6uf9mLk1HO1NXO0NXOx1AWytNWytNSytNSzNVW4WOFkJXC66nlWRmkhAUWJqb0zs9Idjd+n5++n9kZ/8jv/yukCmu5ZeKy5OLs93DfemGVLDMII+PDDY31JWXlBTl5RXn55cWF1eUl7+vrm5pbGxvbe3t7h7o6xsZHJ6bmkEuLuBxOCaDzllblYhFuzvbx0dHxyenHC4fuYAeHhjp6+7t+tjZ2vShqaG5saGpsaGpsaGxsaGpubG5pakFoLmxuaG+sbiwOPJ+JNQB7GBjCwODfdzc7wWHPH/4KCk2Ni8zvbL0dXPdu57OlrHB3sXZMfTCNA41T8SgyDgMnUhg/nSTE5VFo7NodBZd6TYlyqrjPylthbq8TGYyiVQKGk+cX8LPochI7DKOxMKTOVjiGhonnEcKZuYkE+PSoSFJTx+v+SOzqh5V/O5zck7t0+SsgIePoH73AaW5BAe4BPm6Bvm4BHo7B3i6BLg5+zlDfBxs3Kxs3e3Bvs5OgUDh0d8nMtj/cXjQs4igZ08Cn0WHxeQ9zRit7lsdJPK/kHj9BN4X8vInTEdOU4z3Mx8bbxcrd6iVG8TaBWbrVlVRR8BQBKtcMVcg5QukfMH6HaWJuQIpR7DOEa1zxIDSSBj8YO/nL5/6Zscm0LNzBCSKjMZSMTg6nghMlDPJv2rsl3z2Z6UBVcfFmam5ifGe9o9xL567QBzdnaCvnjyurXg7NvgFOz/HJBI5DLqYs7YtFe9vb+7vbO3v7Oxubm6tr29IJBKhEFhrx1vlcFc5/FU+gGBNIOKJxIL1DcnO9ub+7vbh0f7Z+an84vJaJruWy2/kiq9y+VfZ1e9Hpwrpxj6Xv85Y5pKpbDxxGYtfxuKWsVgOHi+kUg6W6fLRAVH0k3Y3SKEbpMod9s7DqdkD9sED1g7g6dTh5dzl7dLt697j69nrp7wEZCDQZ1DZDBl4twg5dbfz8G5Eu4uyI+NuEfI55tVzTPRLbPTL/0JpwIO68AjwD0pDpKykpqykwVlpcFY6gp2J4GQiOJmIVYCs1LXsNA5AZiorO3U1J3U1G8HKRixnwZlZcGYGYjkthZmWzExNYiAS6fBEGjyBBk+gpSRQk+LICTHEX7r2VQ39P/X3Kxv67ygN+CsSY+4oLeYflEZJSaLeDWqqKTdlSktDoP8rpSUYGueZmVeYmVWbmdYqUZ6oqQuPVaYm6sb9n0bQ7oxX16in1iwtlI4BfKNSTo21xXsby3oAW+sGADubejvbBlvbRuV8t02zjXWTeqYb+B4rq3ob6wYbmzobm3ob6wZrq3orq3pLyzpAacofpPyhf6m0mj/5TIUJ4LNqAFPjKjPjahOjt2qZGRsAJiszMXpjYljxE0ZvjA3L/6S0YmPDYnUI+5lcI8NcwGrqeTsd/cw/XxdyFy2ddG3tdB3tdOAiR20QXBsEB2nBQVpwTVAKSDNF6wdJOqBEXa1oc9NXIUEFhfndS0jJwd63y7P/fXn2VSH7JpddKy7Pz08OpGIOk46fmRxvaax/U/r6XcXb9tbWybExAhbLYjAEHA6fxxWLhBKxSCIWiYQCkUAkEUskYpFUIt7cWN/a3DjY3zs/Oz05Pt7a3KKQKBNjU/29n7s7uzs+drR9aGtqbK6vq6+rraurrauvq2+ob2isbwQk11Df8K7qXSoiNcg/CGLrALaxc4c5BXr7RIVHvHzyJCE6OhORUlZYUF9Z0dHcMPipc258ZGl2Ercwi0fOEzFLFDyORiAyyGTgv111wlCKjUZXPTNZNOYKlbFC/clqd2GRGSwyfZlEo2OJFBSatIikLi2xsUscLEqAWuAvzknnp8QTw9LBno3+bmlHG7eujvnm7VJe2VBCesOjuDyf+68gAZFO/uFugUFuYYFuYX4eYd5uId6uIV6uQe4uAU4wP7Cjlx3YBwz1c3YJcnMP9/R64Of3KDjwWUTw83vBz5+EvIoOj8t9lPalpI3eMbfSNstunV3rRHK6kAvV/SVRqVGOQf6W7t6WLm5Wzu62btVl78hokojNFa/xpFz+Ope/wRNI+SIp/4fSpByRlCMWcwV8NueH0kYnMbOLhEU0GY2nYgg0LJFBpAIpjUm+KzM6k0xThzMakcggkal4AqA0IhqDQ6EwC4uoubn5qamZsfH+jo7q0tKK4uKGqsrh3h4KBiNgrYjX1rZFoj2p9Gh762h3e2djQyoUCtY4KzQaFUciAtsYkGjs4tLSPBI5t4icQy3No5fmsUsLWPQiDociEtBkMo7GIC8z6avsZe4am8/jSYSiDen6zubm/t7e2dGR7ODocnf/TLpxsMqR0uhcIomDw69iMTz0Eg+P3aRRTmenNlITe91hOS7gEhdwmatjrbNDnbNjs7NDi4tjqxukDcAd+tED1u4OawfufvR06QKWogHrYwJ9vgT6DAb7DYcGjIQFjkUEjwKDaFER0+oO/idR808fLjx9uKBaewYobenlk6XnT5dePkO/eo559RwL1B5jX5HUVvuHlPbvlaaWWRqclQZnpyPW1EoDZJaVuqa2WmYqS704OzttNTdtLTdt7e6b7LTV7DTVNyNWMxGrGXB2egorLXkFWMCdlsxMTVpOSaCrR62T4shARFNBAv4otZ7vKE2Z5JJiyX+pNJXVqGkIWhqClo6gZyCY6QhGRjojDYEN9P/wb5X2/2gkGpsWWFhWW1jUmJvX3bl9scbCAuCdhXmNhcV7K+s6a5s6a+sGW+tGa+sGayulaWytG21tGm1tGu1sm5TYNNrZ1NtZN9jb3KXR3rZJjQOAXZOjXaODXZOdXZOdbbOdbYutTbOdbbPyyhKbRlvrBjv1rSU/lKYUnrVVg7VlrbVlrUppNVbmtXeU9s7S7J2F6Ttz0xpzkxoz4xpzE+DhnZnxO3OTGjOTdyqlVZkaVZoaK1E5DKg3lhsblBkblhoblpkYvjU2eHOHMmODMiODMkP9UgO9EgO9YgP9YlUHB9Cvkaenm6unmwOgq5Ohq5Oho5Opq5Opq5OprZ2hrZWu+WNl6N+jCdfUhIM0U7Q0kwE0VYBUb7Q0k0Ea8Vqa8dqgl2YmL0OCCkpe95IIOydHf1yc/a/zkxvZ+c35ycXWupRJI02ODXR3tLS1NA196aMQ8by11XWxeHtjY2dra3tjc1MqXZdIJGKRWCQUi4QioVDAF4qFYokIuGp2fXtra39v7+jwYHdnh8/jU8hUNAq7hMIsodAL84vjYxMDXwa7Ors+tHxorG+sq617X/O+7n1dfW1dQ31D/fv6kqLXL5698Pbwgtg6ODtC/Dw8I4KCnkZGvXzyJP7FS0RCfGF2ZlXJ66aaqt6PHyYG++cnRjFz07jFOcISkoLFUnB4Kp7AIJGZJPIyBbDan3v2GCtUBov601naD5RKo7Mp9BUSlYknUlFoChLJQC+tYpAc9IJgcVYwPy2eGhGMfJZ86ZL2dghbmxgVbwmFRYu5JSPJWQ2P43J97kdDAyOdAyPcgoM9IwI97vl6hPt4hHm7h3q5h7i7BTo5+UEg3g4QX7CTv7NrsIdnhJd3pJ//o5Cg54DSHge/jImIy3mU2p3XgGsapTVP0hvGGS1TKx9nSS0Tg0Ufyl/mxPo9Drb39rBy9rJ1q3pdSVEpTcLhSX9WmoQrlHIEUo5QyhEBSiNjCcP9A4O9n2fHJrFzSCIKS8X8qrRlCm2ZTFVBY5KoDBKZQSLRCAQqnkDF48lYHBmLJS6h8SgUdhGJnl9Azs4uTE1PDo+M9PVODQ2SMeg1Ok3AYm0JBdsi4TqPK2SzucxlDpOxQqUQsRjU/Pz85NTcxBRyeh69gMKjsRQ8kUGirtCY7GU2b5Uv4omlwq0N8faGeHtdtC0RbEgEG0KuhMMWrrL47BUei8VbYXFZLB6bzWevilZXxXzhlnTjYGPrSLJ+wBNss9ibDKaERJKg0fwllISA3cegDqrfLAX7lTk5FMMcXjvZV8Hs3sHs6mF2DU72Tc4OLQAuDh+cHVqcABw/OINbXaBtrtA2N9hHD+cOT+dOT5cuL9dP3m49Pu69fp69Ad79gT5fgv0GwgKHI0LG7oWOR4ZPqfaczT2Jmlc1jKBePEa9AJT2DP3qOTb6OS76OU7ZJBJNiosmxUeTEmLIiaoTtR8+i6Mmx9GS42nwBAYcKDkmMlOTllOT/uwwVhqclQ5npSPY6Qh2OmI146+UlgFnA37KTlvN/rEjm5OXwcnP4OSkc3IzOLmZ3Lwsbl4WNy+Tl5fJz8vk52Xx87L4eZm8vExebgYvN4Obm8HNzeDkZHCz0zlZaeysNHZmKisDvpKaxEAk0RCJNEQiLSWBmhJPT4mnJcdRAVLiKUmx5KRYclIsST2XDSgtIZYEKA2oPSYnkuHJNHgKBQGnIuDUVDgtHc5MR9DTU+lpcExQQOu/VdpvILipRYmVVZ2VVb2VVaOVVb2VVZ2NTYONTYOdXZO9fbODfYuD/QcH+1ZHh1ZHhzawfSvYrhVs9xFs9xFs3+5o99HR7iPYvhVsD3ypDWzfDrb/CLZXf0+rig9g+xYAR7vmu89qydkrdfgT6jxnC+jTqsnWutHWusHWqsnWqsnGqt7Gst7a4r21xXsr8zor8/dW5rWWZtWWZtXmplUqqtU57G510czkrRpT4zemJmWmxsCZWamx4Wsjw9eG+kVGhoVGhkVGhq+NDF8bGRQbGbw2MihRUWygX6ivW6CvC3Rt5Orp5unp5ejqZOvq5AD9Gjo66QDaWmlaoFQtUCoIlAoCpWpqIjQ1EZqacA2NlH9BsoZGEkgjAaSRANKI01QB0ojX0ojT+k0J6LdoLc1obdBzU+NnIcF572vH11YvLs7/5+zk+9H+xfb6/try2sz4RFfbh87WptGBPjIBt7e9cX5yeLi3t7WxJRQI11bXWCssOo1Oo9BoVCqTQWezVlgryxQSBb2EHhsdGxkeHR4aGRkeHZ+YnF9YQC2h0RgMBovDE8gkMo1CZdCoTBKBgscSllDoudn54aHhrs6ulqaWxvrG5vrGxvcNNZXVGYi0B+H3PZzdoHaOLmBokI/v44h70Y+fxDx5lvDiJTw2JjcVUV5QUF9Z2dncPNL/aXZsaGl2ErswS1papGLRNByWjscxiYRlEmmZTGJRyOoBYTaVwqbQVNBXqcy/hE1hsCkMFpnGIlNXqQQ2GcdEzzORMxzUjAA5JVqc2JwbWZ8ZlI50SwY7pP0fxZ3Nq+8r8K+LFnKyFwrLpnNfNz6Ny/QKewkNuA8LDHUJ8fO87+/9wNf7gY/XfS/PCHfPMBf3YIiLr72Tlz3MB+zi7+we6u59z8s3ys//YVDw0/CQpxEhTx8HP4+5F5v6MKkO8WaqqofYMEquH6U0jtJbJmgfJvCNwyNlbTUJ+cmBTyIgPp5mjjUF5TQkXsheFa1yxGtcCYe3zuVL+QIpT7Cu9JlAyhFIuULJGk/IXiXjcCOfvwz29s2NT2DnF4goNBWDo2JwNBweKCoyyRQWicoiUtSsEMhMIplJJNLxODoeR8NhqVgMGYMmI5eISBRmYRE1q4xo44NDo5/7kdNTvJXlHbF4WyTa4HOF7OU1Op1BwOMWkOjZ+aX5eczCIg6JImLxTCpdwOFviNd3NrYOdvZODo5Ojk5Pj89Pj88vz+UK2debq++317/fXP1xLf9dfvnt9FhxtH9xsHu2t3O6t3O6v3O6t3u6t3e2tXMqEO1yuFuraxtc3rZIfCBdP5ZsnAslpxzeCY2+jcduYdHbBNzhl561mOfNLo75Tg55ULsSqG05zLYGZlvrZFfnbFfnbFfnZNvgZNsAs2tS0QCzb4DZNTnZN7s4NruAW1zBra7gNnfoRzcYcFV/m4fqhn4f9y4/z94A78+Bvl9C/IdCA4bDAkfCg0fvhY4/CJuIiph8eH/q0YPpx5EzT6PUAQ714gnq1TNlh2HsC2zcK2xcDCEuhpgQS0qIJSXEUhLjqEnxNOBjcgIjOYGZkrickrCMSFhJTVxJTVpOTVr+5ZAsPYWVAWcDpKewMuBrGfA1deERSFqZiNXsNE5mOicrg5uTzs1J5+ZmcFTwcjNUGsvk52cJ8rMEeVm8ghz+D7L5hVm8gmxefjZPaT41mdzcTE5uBjs3g52TwQZ2s2WmLmcgmBkIZgackZZMT4cz0lLoqcm0lCRKSiIVnkBLSSCnJJCT4ynJd5QGHKeplEZPgzPSU5bT4LT0NGpqCjrI71+nNB29bCubCnu7D3a2LXa2wMdmB4dWR8c2CPgjBNwOhXRAIZ1QSJcSxy6oYxfUoRvq2A0Df4I6dEMcuiAOnWqgDt1Qxy6oYydU+aZDRTvE4aMS+zbVcyvY/oOjXQuAvW2zvW2znU3TL0qzs26wU/qs0daqWWk1qyZbqyZAdTaWdX+nNCCEqag2M6kwM6kwN60wM3ljZlJuZlJmZlJmalJmYlRibFRkbASUDYsM9Qv09fP09HL19XP09XJUkStPTydPTydfTxcgR0c7W1srS0cbIFNHO1NHJ11bO10LlK4FStMCIUCacE1NuCYoRZWrUgBUokrW0Ej6dyRqasRrasRrasRq/BYDoKkRo60Rp6URq/VbrNZvsVoaMdqa0SDNx0aGDyPC8/v6cPv7//vy4n/2d+VC3joBQx7+MtLV9nFs8AuDTNySiI729w52d7bWpVKxWCQQ8Ti8VfYaa4VFo9LJZAqDweDzudvbWzs720KBkE5nzM8vjI6OdXV119c3VFZVV1ZVv6+ra/nQ2tPbOzg0OjQ8NjA4MjQ4Oj42NTUxvbiAxKKxGDRmcX5xamJqaHC471NvS0NTWXFJzItXfl4+To5QqJ2jGxQW7Ov37EFU7NPn8c9fJr16BY+Ny05JKc3NqS0v/1hX96WrY2pwADk1gZ2fJSAXyOglCnDxLgEPWG3lF6v9a6WxKTQ2hcqlEVZJWDZ6lo2c4iMnxYvj0oXRzZkB6WSfdKhd8qVN0tsiaKtjVJYu5efN5+Qslb9Dldc0vkxKcQt67OgTBvEPcQ7283oQ4BPl6/PA2+uel2eEu2e4s0cIxNXfwcXH3skP7Brg4hnm4XPf2y/KP/BRcMjT8JCn4cFPHgc/i46IgUcmVCUUDb3+gKnuJ9QMEKs/k959IdcOkBuGcPVfJt5+/JBamvkg+h7YszKzkDyDEiyzxOw1ySpXusbf4AjWeUIpV7DOEUk5QjUSDl+0yqXgCKNfBof6Ps9PTOEWUAQUmoLBUTB4T57+eAAAIABJREFUGo7IIFEAlkmUFaKSZQJlmUhhEikMApGOx9NwOBoWR8FgyGg0BYUmLCKX5uYXpqZnxsYnhoaH+vsHPnUvTkwIVlb2JJIdkXCDxxWvsgWsFT5rhb/C5rPYwjWOhMffEksPdvZODo7Pj88uTy9kZxfy80v5uUx2LpddXMkuruSX14rLW4Xsq0L2VX75VXZ+e3F+e3ZyfXqkODq4PNy7ONy/ODq4PD6WX1zcXsi+n57fHhxebe1cSNaPheIDnmBXIDoWSk6F4ksO95RBOyRgt0n4/YWZnYLsQU/nQphdFsSmCGJdArGuhFhXQ21qoDa1UJtaqHUd1LoeatMAUVIPsamH2jbA7Bqd7BudHJqcHZSFSmfwB2fIB2dIizOkxQXa4gr74O7U5uHc4enS6eXW5e3e7ePxydejx8+z19+7L9D3c7Df5xD/gbCgoYiQkfuhE5HhU5HhwIjb9MP7Mw/vzzx6MPskau75o8WXT5dePce+eo6LfomPeUWKiyYnxFLjY6kJcbTkBGZywnJyPDMxjgGPX4EnLMMTmGql/aXb0lNYGfBVgLtKy4Czs9M4WRncrAxudgY3J4Obm8nNzQSC1w+lAT7LzxLmZ/Hzs5UU5AgKswWFWfyCbH5+Nu8XCnL4qgduQQ6vMIdfkMPLz+bmZXHysji5Gas5Gau5mas5GavZGeysDFZmGisTwcpErGTAl9OSmanJ9JRkakoyJSWZAk+mAYXHVAQtDUFPRzDS4ctpCHpaKjU1GRXk96/n0gyNiuzt34MdO8GOnRBwNwTcCQF3qvZQA9tkeu7iBO5zAvfBHHsBoA49fwYG7gFs93dAHDqgjp1Qx06IQzvYvtXR7gOAvW2LvW2LvW3zL0qzt2qwtwJiWbOtVYvSav9CaepMZmpcoXwweWNm+sbctNzUuMTEuNjYCLiSo9DIsBC4UtJAP1dPL0dXJ0tHJ0NHJ11XN01HJ01HO11HO0NbK0NLK0NLKwOwlxbQoKGVpq0CBEoFgeAgEBxIYJqayoClXF2tmaChmfirq3586Qe/acT/GY3f4jR+i9X4LRpAUyNaUyNGBxSnrRmnpRGjoxmnrRmjA3oJ0ow0Mrz34kUZGs0/O/s/+3tyAW+biKGMDo6PDIwSltDrAv7J3v7Rzu6GWMxhs9dWVgRcnlgklogkYpFEKBDxuLw1DpcvFGxsbhyfHl9cXpyene0fHO7s7kmkUhZ7lUAkzS8sjo6NDw4NDwwODY+MDo+Mf/ky1NXd+6G1vbmlrbXlY1fHp/6+/uHB4fGx8enJ6bnZufmZudHB4damlqy0jPCQMHdnVzeos5erW6h/wIuoR4kvXiW+jE56FQ2Pjc9JgZfm5NSUlra8e9fX1jbe378wNoaemcYtzBNRSDJ6iYrFAEGNSSQuk0grFPIPq/1rpa1SqKsUCp+K5xDR3KVpHnJCtDi2Pj+8OTu4NdkjHemQDnyQ9DdLuus5TVWU8sLF3JyF3Dx8TQulsaM5Pi3W2e+enUcw2DfIOcjX64Gfz0Mfr/veXvc8vSLcvSOcPcMg7oEOrn4OLgFgt2AXr3BPvwc+/lEBwY9Cw55GhD6LCHn6OOTpq4jolAcJVQmFQ8XNmMoefGUPvqSTWNpFfPOJXNWLr+xGVXZOlbV8yCjJvvfyTUomYXSaT2OKl1elLO46m7+5KtjkitbXhOtrovU10fqqSLoqXF8TSdYEolUeBUccGxge7htYmJzBLyzhURgSBk/BEYGFA0DtcZlEZRLJTCKVSaQy8GQVJBoOD0Q60hKGtIQhI5fwC0jkzOzcxOT02Nj44NCXTz197R9nhoc5NNoWn7/F423xeJs83qaAvykQSHh84RpHxOFuCMWH23sXJ+eys0tAZooLueJCobi4UlzeKC5v1cgvbwGfXZ7dnJ3dnBxfHx8ojvZlh3uXB3uX29unIskuX7glEO1ubJ0cHF0fn9weHF1vbp/zBLtrvD02Z5cnOBOILnlcOY16QCTsoJG776sXwgMrILapEOsCiHUx2OoN2KoCYl0NsaqBWNVArN5DrN5DrOohVvUqqzXA7JQ4OTQ6OTQCVUoncPMdGp0hzS7QD25ObW5Obe5ObR7OHz1d2j1c2j1c2r3cOr3du3w9un09P/l59fh79wX6fgGGBEIDhkMDh8OCRsKClHkuMnwq6t7so8iFR1GLTx6hnj5CP32EefEU/+o5MeYlKS6alhDLiI+mx72iJcUwk2KZyXEMoKcfAAhtd92WlqzseExPAcTGVpOVupaZtpaZzslK52ZlcLMzebnKiiLv56AmzMsU5mUK7kquMFtYlC38S6UBVgPEVpgrKM4TARTlCgtzBYW5gqJcYVGesDhPVJQnKMjj5Wdz87N4QLzLy+TmZKxlpK+oSU9lpqfSM9OZmenMzLTlrFR2ZtpyRjozDb4U5Pev20OMTUocHBuUuoL2OUF7nWA9d+h1gvbBoH0wSC8M0geD9MPAX2DgLzDwZxi4Hwbuh4L7oI59UMfeH4B7oeAeKPgT1FEJxLFb9dwNceyGOHaDHTog4E6IYyf4b5XWoMbWut7eqt7eqv5OSmu0sWxQdppYvbe2qAUO0izNai3M3lmYVVuYVVqYqRsXAcpNjMqNDcsMDYoN9IsMDYoM9PP19XL19XL1dHP09LL19LL09DJ0dTN0dTJ1tNO1tFK1tBBaWsr9ZMAzCATXVOkKBEKAQCmaoGQQKEWNaif1DzQ0EzQ0438m8Wfi/wKNuL/gt1i10jQ1okGaMSDNGB1QvC4oQUczXheUoK0Zowt6qQN6aGn5KL+gncc9OTz8zudukAnLyFkUBokRrHH3NzcPt7f2NzdZNPrS4iIGhVqm08VC0e7O7uH+4dHB0eH+4f7ewd7+/sHh4fHJ8cXlhUwuu5TJTs/OD49PdvcPNra3xevrPKFwjcNjr3JWWKvMZTaNtkIgUBcXMePj0/39Q586+zo+fups7+r42Nne1vGxtb29reNzz+eJkYmZidm+7r6y1+UJMQlREZGh/kH3Q8JePXmaFB2b9Com+VVMWnxiHiK1NCen+vXrpqqqnpaW0d7euZER1NQUdn6OgFwkLSmVxiAQmEQCUHtUw6bQVql0FX+tNBW0NSpVSMFx8UghclKCnNhcHNmaG9ie7t8e75QOtW58bpT01PE/VjHfl2BLchfy8zFl5fTWXlb3YENy5hOoV5CNi7+Dpz/Mz8c9zM/rvq9XhLdnuJdnhLt3uLN3KMQzyNE9wMElAOIe7OYd4RUQ6RsYFRTyOCz8WUTo04iQp49CnkXfj4VHJryJzu3Neb9Y1rFU2oHKb14qaMG/biWWt+PffkRXtiOrPo6+aejIKqvLKMB9GePgqSI6S7rMWV/hbrB4WxzxxqpwY1UEIGUL11dFEo5AvMqjYkkTA6Nj/cOoqQX8AgaPxJIwRAqORCNQAaUxiVQmkcIkkhkEEoNAYuDJdByJjifS8QQa9ielkRZR2PmFxemZmbHxyeGRkc9feto72hubRvv6WSSSmM0Wrqxw6HQ2lcIiU2hYHHpuETkzT8TiBWu8471Dxbn86vJKxfWV7OZa9vVa/g3gSvb1SvZNIfsuu1RycfHt9PTm5Ojq+FBxeCA72L/c3T0XinZWWEI6k7fCFgtE++sbJ9s7lxubpzzBLpuzvby6ucrdW2HvsNlHbNYxjbqHQ+90d5JePmmE2iWDrXMg1oVg63Kl0qzfQazfQaxqIVa1YMv3EKs6iFUdxLoOalMPtauD2tXB7OsBnBwanR2anRwbnRwbnBzrncENLpAGF0ijK6TJDdbiDvvgDvvg4dTq6dzm4dwKPHi5fPRybfdybfd26/J17/Zz/+Tv2Rvg1Rfo1R/o/TnI50uQz0Cw70Co/1B44EhE8HhEyOS90Kn7YVMPwmYfhM9FRsxH3Vt4dH/xSSTqaRT62UPc80e46CfE6CfE2GfEuOek+BekhFekxFekpBhKSiwNHkdHxNNTE5lpiSvpSayMZFZGMiszha0EzlafpWWmrWWmcdRiy7njs5x0ruqZn5sh+KUOWZAlKMwU3FVaXhb3z24rzOEDMivOE73OFwNue50vfp0vfl0gKi4QFRWIivOVzivOFxXni4ryhQX5/II8fn4uryCPn5/Hy8tZy8/l5udy83I4Bdn8glxOft5adiYuPPhfn6UZm5Q6ODY6wXph0F4naL8T7JeN1X1O0H4YpA8G6YNBPsMgn2HgAQAo+AsM8hkK7oeC+6Hg3p/pgYI/qYE4dqsfHB26HB26HOzbHR06HB06HO0/AkpzsPvgYNtiZ9NsZ91sZ91ka11nZ1NvZ1Nva11nY/XezrLWzvK9jWW9tWWdtUU9EMUszGoszGoszKrNgShmXGlqVGlq9NbU+C3Qf29sWGpoUPID/df6usV6Ovk62rm6Ojk/SoXamdra6draaYC6tLXStLRSgZbCn0nRBCVpav6oFmqCkjQ0EzVBSf+Ahma8hmbcHeL/lMni/iWaGnEgjTjAZFqgWJBmLEgzVgeUoKeVpEQ7Tk8rWk/rkbtbcnsncmvjSiI+xWNpS4t4IpYk5gn3N7e2xOINkUDK5yNnZuemp1dXVva2t48PD8/Pzi8vLuUyuUKmuLy4vLiUyRQKxbVCca2QK+SA0g5OTnYODjZ3d6Wbm5KNDYl0UyzeEIs3ROINgWCdyxOzWDwqbQWHI6MWsXMzyMnx6S/9g53t3S1NrVUV76oratqaP44Njc9PL0yMTHa0dhbkFD6NehwZdi/66bOkmNjk6NiUmLj0xKT81DRAaY2VlV2NjUPd3TNDQ8jJSfTcLB65SEQhyaraI4NAWCb9SWk0+iqNvkpj/LPS1qi0NSpVTMXx8UgJamoDObG9MLw983l7smdnrGN9sGWjr17U9W61uZRclY8qykSXli43NvE+j3P6x98nZTxwcPW1hPnZe/hBfHxcg/08wrw9wrw9wjw9wt28wpy8QyCeQQ7uAWC3IJhnqLvvPe+AKL+gqODQJ6FhTyNCAKU9fxERkxQRm/cQ3pTwejjr/XjW+5mMmrnMWlRuPbaoCVf2AVPRhqpsm61uHX/bOFTdhOsfW0ESBORlCWNtfZmzvszZYAvX7wAoTbzKE6ysEZH4sf6RyYExzCyKsIgloPBkDImKp9AItD8pjcggEFVKI9BxBCoWR8XgKGgsEbVEQKII80j0zNzc5CTgs/6u7rbGpoaq6v6OTgYOx2MwVohEIgqJnp2ZGR4d6fsyNjC8NI9cXWYf7Oxfy65uFbc38ttbxdcb+e217OZadqsymZrv8svvssvfZZffLy++XV58Oz//enZ2e3p6c3ykODqUHxzIdnbPpRuHPME2l7/JE+wKgVO09WOBaH+Nt8MR7PFFh1S6GIvh0Wk7bNYxjXw4PrqWHN/hDIbDbPNgtkUQm3KoTSXEuhoAbPkObFkDtqwFgFi9h1rXQe3eq4HZ1wFWc3Kod3Kod3J47+RY5wyudwbXu0AaXCFNAG7QZg+nD2o8nVs9nVu9XD56u3b6unX5unX5uXf7e3zy9+j19+gN8OwL9Poc6PU52GcgxHcgxG9INTYwGh40CWxTU3M/ZOZ+6NyD0PlH4YuPwhcfRyw8ubf4PHLpRRTqRRTq1WN0zFNc7FNc3HN84itSUjQ1JYYOj6XBY2mp8Yy0xOX0pJW0pDvFScRqRupqRupaZtoPpamO1nj/oLT8TEFBBl+Zru7wl1YDQlthrqAoV1Ckzm35guJ8YVGBuBgwXL64pEBSUiApKZS8LhIVF4mKCoXFhaLXRaLXRaKSYnFJsfh1kbi0SFr6WlRaIijMI98Pb/+vleb090pT8eWH0gC9/WulAZtFHR06HOyB9aEfHBxaHRxaHew+ONo1O9i22Nu2AEdottYNttb1NlaqJkaLagvzSiuzSmvzKivzd5Zm1RbmleZmb81My02NS40NS0yMX5sYFwNnYIYGxcqLo4BrjvXz9PVz9fVyVSEsS0c7Q+fHUFcqSAuupY3Q1kaAtFJAWskgrUSQVhIIlAzSAkgCaSWCtBI1QQkAv/jpN41YDc34v5FZooZmvCYoXkMzVkMzRgP0SgP0SkMzBuA3jRj1879XGkgzXksz4Q6J2qBkPW24gQ5CiW6Cvk6MmfHLly/eLaHFW5tyBl2MWsBSCTQ+e1XM460tMwRrrJ110ZZYIlzjHOzu3iqubuRXsnPZ5blcLruSK+9uuFFcXV/f3AJcXd9cXd8orq4B5NfXl1dXZ5eXJ2cXxyfn+wenu7vH29uHG5v7Uuken7/BYgmWGRwaZRmLJk5NzA5+Hu3u6Gv70NnW3NHR2v25Z2BiZHp+Cjk1OtNQ05DwKj4qLPL5wyfxL2OSY+PgcfEZScn5aRllufnvSkobKys7GxsHOzunBwcXJyZQ01OYudm7QQ0oPLLuFB5VPvvPSuNRqHwKeYuEkWIWdxbGdhdGDuYHDqZ79sc790fatj83bnS/438op1XnY0tykAU5+Op3nO4e8SRqbXj2bUJagDXMzRziYefm6ejp6ezv7Rbk4x7s7R7i6Rnq4RXm6hkG9QgBuwdD3MOg7mHu3hHe/pG+gZGBwY9CVEp7GPr8WUR0dPir5PCY0heZH+FlPalvh1LKRlPfzma9Q+bVYYsasaVNuPJmZGXzfEUT8kM3sXdkZQbDR1MlpGUJdVVK42ys8DdW+JJlnmSZJ13hS1h8KVsoYnG5TDZ+Dj3aOzQ1MImexRBQRBKaTMVRqTgaDc9gEOkMIk1lNSqDQKLjCUA4A6CgsUA+I6KW8ItI3Ow8ampmZmxyfGBksPfzp4+dTbX11aXl7Y1N2IV5JpFIQqEXpqZHPn/u7egc6OlFzS7wV7nH+8eKi6tv19++XX27VXxVZzKF7KtC9v1K9vuV7A81CtkfssvfLy++X178fn7+/ez8+/nZ97PTb6cnt8dHV4cHsr19+d6+fHdPsbUt29i8kK6fqhFJT0TSE+nWBZuzvbS0srCwTKNtsFlnGPR6bma/p2uaGyTf2aHIyf6ts30VzK4aZlsDs62B2tRCrGrAlrVgq1oHq2p7yyqwdQ3YugZiUwuxrVVaza4eZtcAs6+D2dfB7Gth9rVODu+dHOqcHOqdHRucHRtdwU2u4CY3aLM7rMUd1uIO++ABa/OAtXk6f/Ry6fBy6fR26fZx7VaPePt79CqV5j0Q4jMU7DsU7Des3KYWMK6WGbAvVLUIe+pB0OyD4NkHwdORITNRobNRoTORITOPImaf3F949mDxeSTy5aOl6EfYmEe4mCf42Kf4uGfEhBekhJekhFfKQbHkOFpyAgOetJwKZ6Uj2Bmpa9lpnJx0bn46Lz+dl5POzcvg5afz8tP5+el/o7TM/6y0u9XIwp+VVpQvLMwX/aK01wXiokJhcZEIoKRYXPpaAlBesl5Ruv22bP1NubikiP7wfvd/oTRH8H9KadA+GKTPCapOaV/+QWkQxx6IIyCzbgCIYxfYocvRodPBvl21C7vF3u6DvV2LHXBsZt1kY9loY1lvY1lnZV5jaVYDnH6ZGr81NX5jYlRmalhmblQOvDExKjM2LDE2fG1kUGyg7EgsNDQo0Ncr0NMt0NPN1dPNvbtQTVcnS1c3U0cnXS0zECj1T0pLViktUROU9DdKU/pME/QjWmmCEkFayRqaiXeD112raWjG/qYR85vmq980X/2mEa1GrTS1L/8jWqBE7Z9I0tWB6+sgDHQQhrqpRnrphnqJ+joxEEdEZcUka/Wcw9kn4FfppGX+qkC4xqES8DQifksilJ0enh8dfpUrbhSKK5lMcSGXX8jll1dy2bVcdn2tuL1W3F7f3N5+/Xpze6uWGSC265vbq5vbq5sbxc2N4upWcXWrUHyTyW7PL67OzhSHh5fb20di8Q6fK2GvcGnkZSyGtDiP+dI/3NneM/h5ZHp8DjWPWVrAzk8jx4cnG983JcUmRYVFPo18BCgNkZCYmZxSkJ75Jr+wprSsqaqqo6FhoKNz6svAwtgYcmpyaWYGtzBPWkIplUYi/tIe8t8ojcKnkDeJaCl6fmdhbHd++GDuy8HUp93Rj7uDzZv9DZL2ipX3BehixEIeAlWYS2tqFA8ObS3gV4dni18m+ViAXc3AgNK8XAJUSgv29Ah1dw919Qhz8gyFuAdD3MOcPMI9fO4BSgsIfhQc+iQs+El48JPIkGdPwl+9DHuZEPYy71FKfWx+a+LrnriCz8kl46lvZzKqFnNqlgrr0CUNyIrmpZo2VOsnYu8wbXyBPYfjLpH5eIaYsnpXaZJlQGkCEZvHZbKxM6jRHrXSSGQMhYqjAUqjEWg/K414V2lAPlOWHJcw+AUkdmYeOTE9OTw23D/Q29HdWt9cXV5RnJVTU/ZmYmAAv7iImp4d7v/8sam5taFpfnJKuMY/2TuWXyiu74Yz+bcr+VfF5a3i8qv88pv84vuflPYH4LPTs2+nZ9/OTr+dnNweH90cHV4dqJS2f3C9vSPf3pFvbF5I18+k66frG2eSzTPJ5plIcrzK3SGRBVPTlKkpGoW8Q6cevauYDw0o8HIudoO8dgVXuThUuzjUuDi8d7arhdm+h9rUQqzeQ6zfQ2xq1D5TRzSo3Xvon5QGs6+F2b+H2dc53VUapNkN0uwGbXaHfnCHtgJK83T+6OncDsx0e7t0+7h+uqu0IO+BYO/BYJ+hIF9lUAv2Gw0LGA8LGA/1HwvxHwsNGA9TEe4/eS9w+l7Q1P3gqQfB0wCRIVMPw2fUPAqbfRI+//Q+8ul95LMHqBdRSy8eop4/RL14jH75GPPqCSb6OV49FZcQS0lJoKcmLWfB2dmItUzEanbqWk4qJyeVl5PGy0nj/mS1TP7/tdJU8FRKU9YkAav9orTiIpFaaW9KNyrLdt6Wb1RWrJcW0x89+Nf70oyMS8Dgph9Kg/Y6wXpdoL0u0F4XSL8ztM8J1qvsDYH0wSB9d9T1CTgYc3ToAppK1CHMwb7Nwb7V3v4DADBtZmPdZGPdZG3VeId6S4taS7NaC7NqwGEmRm/VA8vArfNG+oXG+oVGBoWGBoXAG2BtmL4ecBKWo6+XA3Rz/IRuhgqgvyNVRydVRzdFRzdZWztJRbK2doq2doqWVrKqtJisjlkqqyX/EtTuxLV4TVC8Juhu4TFFUzPl17im+XcdjKrux7+yF+jPaCVqayXraqfoasOV6MD1dBH6OnB9bbiBDgJQmpFBfIB/aX//Mod3waCLKWSOkCuU8MWclZUVKnVDJJCdHF5dnCjOT68uzq4u5fIL2eX5pexSoZDfXMlvrhW3N1dflVx/vb25vVYq7Rbg6loZ2q6ub66ugTdfr66/AmK7vLw5O1McHJxt7+xLpZsi8TqHw6fSmNMz813dvc1Nre1tnRNjU0tIzPjoZF/P55rKmtjn0Q9CI55FPY5/GZMSF5+WlJwJRxRmZb8pLKotf9vyrvZTc/NQV/fUwMDC2Oji5ARqeho7P0dEISkYDB2PWyb/2vH4b5S2RmWsUekCMlFMIexhF3aXZg/nhw5nvxxP9xyPd+x+btrtq1/vrOI3llLKM+dzk2ayEdiyElZ399bMzDqGTBuZyo1OdrN0hJrZudm7uUN8fijNLcjLLcTDI8TVM8TFPcTZLcTFPdzVI8LD+4GXf5RnYJRv0EP/4EfBwY9Dgh/fC3kcFfbsSfiLF+EvEqNic1+mlibk1CblNcALO1Jff858M55dOVNYiyxrWKxsQb1rRbV0E7sHyV+mmGPI1Rn82iJFgFsR03lSpkCyrES8whez+BIWn89Yw8ygR3qHJ4bGl+aWiEsEMpZEIVCAwqNaaQwihUkkA8VGGhZPveMzImoJv4jCzi+iZ+ZQE7OzIxNjA8MDPf3drR3N7xveFJdmwhH5mVl97Z3ombnp4dHOlrbGmrq+zk8rVObR7pHsXCGXXV/Jb69kX68BVBFN/rPS5Be/yy5/v7z84/zyj7Pz7wCnZ9+OT78eHt8cHF7tHyiAfLa3f7W7p9jekW9tyza3LqXrZ2LJiUR6ur5xtrl1KV0/Za9u0ugSNGZ1dJQ4PcVm0k+GvnCin7/3dil2h752h1a5QWrdwHVu4AZXx3pnu3qYXZ1KV3VQ2/dQuzonh/cw+1qYfR3MoR7iUAdxqIM61P+JOpjjeydwgxO40Qlc7wxpcIY0uUCbXaDNbtAP7tBWpdWcOjydOjydOr2cu5SXlbgpy49BHp+DPD4Hew4EeQ0E+wyF+A6H+AyF+AyF+g6H+Y2F+o6G+o6G+Y2F+Y2F+48DRARMRASO3wuauB88+SB48kHwZGTIVGTIVGToVFTYdFTodFToTFTo7A/DRcypeXxv7vG9uYf35p5ELjx7iHz2EPnsIerlI3TMU2zsC0JCNPnOlDctJZ6ZmrScnsICxrSzVHkuJ52Tm8kB2jryMn+IDRgG+EV1QPnxjtIEhbmCgjxeYS4fOGwrzhMV5gsL80VFhcKiQmFRkaioWFT8+k5KK914W77zpnyj4u16yWt6VOS/VpqBYZGjsj2kFwbpg0F7YdAeF2ivM7TXGdznDOmDQXugkE9QyCfAZGCHTxDHHohjD9ihG+zQBXbscnToBDt2gB3b7e1abW1abKxbbKybra0brawarCwbrIAF2ea1ZqbvzEx/2X9dZWJcYWz4xtiwzMig1FC/RF/vtb5ekb6eelo530Av31A3D+ih19cr0PsxAZatq5ulRCdTPb+sRDddRZqubqqOTqqODkJHN1lHN0lbO1EFYDUAuNYdpYG0krVUttPSStbSSgL9jCYoEaSVpHqfrKWVoqWVoqUF19KCq56VgEBwTc2/AKQJB2kBXSfJf0atWzU6Oil6uggDvTQ1+rqperqpBrqphrpphrppxvoZpkZwSzP4i+etc3ObrNUTMpnHWpFsSrbEPNEqkynmcs+P9m9k57fy8+vL8+uLc8WFTHEhk1/K5bKrK/ntlfz25urr7TWwN+3brVJpgMa+qvihNLXnFFfcYHaoAAAgAElEQVS3cvlXmexWJru9uLg+PZUfn5zvHxxv7+xvbu2KxOsMJmt6Zr6lubW89G3tu/reT/29n/rbPrSXFpU9i3oS6h/0+H5UwstYREJiWnJyFiK1MDvnbVFxbfnblpraT83Ng52dk5+/zI2MLExOLM3MYOfngdojDQcojcyiUNgUCptKZVOpd3z2H5QmJBPFJPwBem4PNXU0N3g403840bk/9GHrU63kYwWnoZhRkYMpSJnNSpzNTSdVV/IHB/aXkFIcmTo6lROT7GJpDzazdXVwc4N4ezj7e7sFAXi5h3h6hrp5hri4hTi7hbi4hbl5RHh4PfD0jfQIiPQJjPILehgU9Dgk6HF40KMHoU8fhz17FvYs5t4rxKOE7Bcppa9SqxKym5PzutJeD2aWj+VWTBe9mymrW6xsQjV0YNv68J9GqV9ml0eXVmYIHBRdSFoT03gSpkDCFIiZAtEyX8zii1Z4XNoqenppuHd4/J+VRiAxCEQalkDF4KkYPFkpMzQBuYRfRGHmFpZm5hcnp+eGJ6YGRob7Bvo6P7U1fqh5W1WYnZcSn5CWlNLR1DI7NjHQ3dNa39Td1olDYQ93DhQX19ey2yv57bX827X8O8CV/PuV/LtC9k0h+y6X/S6//F1x+YdC9of84o/Lyz8uLv44v/jj7Pz3s/PfT8++H598PTq+PTy6OTi83j9Q7O7Jd/cUO7uKrW351rYMUNr6xrlEciKWnEjXTze3Lre2ZVzeHo0mJpGEC4usiTEmmbhHJlyUFA77e5R5wEo9nWs8neo8YA0e0CZ3SKMbuMnVsdEF3OgM4NjgDG50gza6QBpcwE2ukCbnv6XRGdLgDGl0Ajc6gRucIY0u0GYXaIsrrMUN1uoObXOHtnnA2lSXbwFK61RazfWTn1tPgFtfgHt/oHt/oMfnAM8vQd6DACE+w4DP1FYL91cSETAOKA3gftBEZMikktCpqLCpqNCZqNCZqLDpqLDpu+lN/SlwrZdq/dvco3tzT+7NP41aBC5cVq6heYx59RQf94KQ8IoEqA64bTI1aTk1iZGespyBWMlEsDIRrKxUdnbaKjC1/ROZHGVKy+EDTY+FuYLiPCHQ8ViY++Nlfi6/MB/wmbDo/yftLL/aTNd//1ecs2emhHiCS3FLcCnuDsWKFHdoS5VS3N3dPUYUh+JeLASLB+/s8/a8eEKgnc5vzz5nrc/KepIniyZv8un3vq/7ulJWU1JWU1PFG2npqWuv0jbevNrOeL2Z8WY9NYXh6FDxT5UGhSU9VcvW0qzW0gByWLWWRrW2epWmWqWGapXG00r1pxVqquVqquVPVSpUVSpUlMruKVVRLlFVLlFRLlJWLlBWLlBUyJWXy5aVyQb6jwBD11D3Pe+BxvwoVIYEJOoVApGGEGevFCgkWbJyCDSLgkLjYZB4OCTufiER6MQBbIxFS3gcyO4Jf4y0dJi0dJg0OEQaHAySDhIDCpZ6SGySuCbmkU4er0yK+eNJiJTUCxAoVAoUKiUVBrznJ4BoCJKKkNT6S0lFgEAvQaCXUlIvQSDgYECkOEH+yCMli4FAImGQKDg0WgwkCgaOgoKj4ZBoBCQaCYlGw2JlkOFPVWJjY9qJxKPJKSaNtrTwdWd3a29jeX1t8Svz27aAfXLBOxdxz4TscyGbLeDwBRy+iCcU8i4E3Esh7wo47ioSXIsElyLBpZB/IRBc8AUXAuGlQHh5bzVJShN7jse/4PEuebxLoG/6OVtwds49PeOwjs+YRyf7B0ebW9/m5hZ6ewayMrMT4pLevHr7OTP74/vM2Mg4Z1tHKxNzVzunEL/AyNDQmPCI+Mio1LiEtympmW8yCj5nVRcUNJVXdNbV9ba0DnR0DXf34PoGiIND5JFRBoE0RaHNUOkzVDpQuP8Q0f5DYcjEPH18lTy2TiYyhzoP+lqPumsOO8r3mwq+1XzZKHm3kJPOyIghJIUOx4UMxb/Ev0mdKSla6+74hhteIZHJ7Z0RvgGacopPZRV11HT1NLEGuuaGBpYPYJ5hDJ7p6T3T1Xump29rYGCHxTphjZwwpo5GZs7G5s7mZi6W5m425q72Vu7OVu6uVm4eNh7+9t4hLs9jPAJS/MI+BUXlhydURqU2xL5qiX/TmfJh8G32aFYJIa9qrLSVVtU9UT842Y6f7SMvEWZXyV9XaYtrjOW1iZXVyeXVqeXl6cWv43PDPSNNNc1/p7RxMmN8jDYuVhqZjh+j48eoo0TyMH5sCEccHCX0D4/2DA539fW3dXU3tLbVNtZX1FQWled/znuTkh4VGhHo7R/sF5Cb+aWppr40v6i8sGykb3h3a0/IFQGZTMi7EvKuBdxrHk/CDZd7w+Hesrl3HM4thy3mnP397Pz27Pz29Ozm5PSadXJ1xLpkHl0wjy4OmaKDQ8HePm9vj/9tl7+9w93e4WzvcLa2OZub52vrJ6trrLX1443N063t8+UV5vjEBpmyTCItjQwtE3BbU+P88hKao3UWVjvdUCfTUDsbe680A418A418fc1cPa1cPe08Xa1cPe08A608fc08A60CA+1CPa2CX6Odr6edp6uVr6uZr6ORp6tVoKdVpK9dbKBTgtEuxWqXYbTKMFqlGC1xRDPSfaQ0nWoTnWpT3RozvVpz/Vpzg3pzTKOFoVhpVkbNz4xbAe6tJp6+bWveZmfxYDUHqy4Hqw7HZx1O1p1OzzpdnnU6W3c7W/c8cO824MLZpsfBulsyStvZrtfFrs/Fts/Vrs/d/qELs4fTsLczztcV5+dOAGaZ+nqIB7b5eRKeexPFYz+fU14E0MKCGC9fTEaGTQGGk0guLmo+PvprfLQ4uiVKjmnHfU2KX0yJXxaf4E5YTkpYTk5cTk5aSU5eSU5eSU5ZSblfgUxLWXuVtvnm1UbGm/XkJLqD/T8eAQqFJ6g+zdRQL1N/Wqr+tAw4oKauWvJUqUhVsUhFsVBJKV9JKV9JMV9RIV9RIV9BPl9BPk9BPk9eLldeLldeLltO9ouc3GdZ2Uw0+j0K9QGF+ohCvUeh3iFRbxHIDDjiFQL5CoFMhyPSEMg0BCodgRRPaYEjUuHwFAQ8GQ4TjwGDQpLE7aMgsQAwSCwMHAMUd0DAcWBwLBgcfS+wqB+RrDGGS4NDf8ULaXCIBJD0DykNBAoTxzKxycLESEWAgF03cagSV/aLjQWKAElJ5AT0u4oUH2iTFh8J+BlwNBgcDQHHAF8QCo3+FTF/5cFn0GgYJAoKjoRDYhCQGAQkGgWNQUJj0IgwHc3kD+/xFOrp5BRzZmZrdeXg4Nvh/vbe4c425/hIxD274J2LOKdC9vkFl3PBF17whRdCkUgADLW+vhDeiATX9yntUiS4FAgu+YILkehKJLoSCi8FwkuB8EIgvBAIRQLhxYPn+Fd8/hUgNg5HxGbz2Wz+6Rnn5JTNYp0dHLJ2vu0vLqyMDOPLSirev/34Oj0jOTE1+HmInZWtpZGZq51TaEBwTPjLuJdRidExqXHxGcmpnzPeFmZlVxUWNVVUddU39ra09rd3DHV1j/b2EweGxoZH6ATSJJkyTaFJlDZLZ/xTpdEYq2TiJplw2Ney31l/2Fax11i0U52zUfpxISdt6kPCWEr4UGzQUHwoLi1hPDdrvaVpc6h/Cz+yPEbFtbT5u7qrysiryilpq+noaWIMdE2x+uYYA3OsgYWhgYUhxhKDsTTQt9LXtzIwsMFg7LBGTlhjJ4yJg6GJo5GJk5mxk4WJs7WJo42Zk525k4OFk7OVs6eNm7+jd6izd5S7/yu/kKyQ6NKXSTWRKQ3Rae2JbwdefxnNLCZmV44Vt9Iruidq+ieaRmY6iQvDU8v42RXywip1cY2+vDK+vDK5vDy1MEef7u8abKxpbm/pHBnAjeEoVCKVNkanjzHGKRMM8jidzKCT6eNj1HESmUGg0PFkGm6MMkIiDxOIAzh838ho79BwV/9Ae29Pc0dbTVNjZV1FcUVhdkHm208pcUlhgSFeLu6+bl4fX7+rKikvzS/paOpYnF5kn3BFvEsh50rIvRbwbvjcWz73lse95XFvubxbLu+Ww7/j8L6zuX+K4fx5zv5+ei7m5OyWdXLNOrk+Yl0xjy4PmRcHh8L9A8H+vmB3T7Dzjb+1zd3c4mxucTY32esbZ6trxyurRyurzOUV5soqc2n5cGJyc4y8RKOt06i7JOL2OI3d2bYS4ldjrPfaUOeToc4XQ+0cjFYuRivXQCPPQCPPQCvfQDtfX0cMRjvfQCsPq1OI0Sk00Ck00CnE6BZh9IoxuvfoARRh9YqxeiUY3WKsXglWr1RcuK9XbqxXAWCkW26sV2GiX2lqUAUMATDRrzLTqzHVqzHXrzXXr7UwqDM3qDfD1Jtj6y0MGy0MmywMmywNm62MWqyMWu7F1mpt2mZj2mZr3m5rDjy237utw8Gq08Gq08mq0/lZl9Oznh+QiM36QWmS8QJOtr2udv1u9gPixcn78QLujsMejiOeTsNeziOezsMeTkMezuK+zG7OA+4ug56uw97uIz7uo36eeH8vQoAP6bHhwkPGX76YjAydAogKe4h00S9nYqJm4qPnH2+2JScsJyYuJSYuJSUtA0i21tJS1tJTN16lr71+tZqcRHOwL/+nSgOBoxSV3qqo5Ckr5akoF6goF6ioFKoo5inJ5yjK5SjIfZGXz5KTy5KT+ywnmyUn+0VWJktWJktGRtzgGIX6hEJ9RKHfI8UDrN/AERlwBDDZ+ZVkvrN46CUwq1MyLA2eDIcnwWEJsB/mgcVCwLGS33EYJAYGjoYA0pKOgYCBfBYFgURCIFGPIloUGBwp9pl0mDT4xV8BQ0IfX4PBoeL0Jh12H48kT8MfMhMoUhoUCQJFSlpbSUtHgsFR9wExWrKBBwHHQiBxEEmmhMSJs+b9BXAL2P+DQuOBk91QaOw/BAaJeghqkCgYOEqiNCQkGgGJRsHDjLAZRUVTjHHO1PTR0uLBzvYpc+/o5PD47OiQf34KRDQR90zEYV/yuZcC0YVAJBKKRMJLwGcAIsH1hfAKQCS8EggvAaWJRFeCB6uJAJ8JhJcCweVjpfF4lzy+iMsTcrgCNod/fs47PWUfn5wzD4+3Nr9NT852dfTk5xWlJKb5evpZmVhYGpm5O7iEBYbEhEfGvoxKiIpOjYt/myJWWkVBYWNFVXdDc2/zg9Lw/YOkoWEqjsAgkibJlGlJSqP/o5T2lTaxQBtfIxM2xkYPOuu+tVbuNRRvVeVuFH9ayn0z/SmR/ioKHxcyEBM8kvSS/P71QlXZXn/PFm54gzC6OEYdbGz2sHdUlpFTUVDSVtfR1TTQ0zbC6pvp65tiMOaGBuaGGAsMxhxjYGWgb4UxsMFgbDFGjlgTJ4yxA9bIAWtob4qxN8PYWxjaWhnZWZva2ZrZ2Zvbu1g6uNs4+zxzDLBzjXfzefc8rDAsvjIisT4qtSPhbX/6Z/ynYtKXSnJhK6O8a6Kqd6JheLqF8HVgYmlkZhE/t0z6ukJeXKYvLo0vLU5+nRwb727va6htbm/tGR0kkAk02hidTmYwyJPj1Klx6gSdzKCN0RlE6jiRwiBQqKNkyghpbIhIGsQT+kdHe4aGuwYG2vt6W7ra61oaK+prSquL80uyP355m5qRFB3/wj/I2dbBzcE5I/VVVUlFW33rFHX6ZP9UyLkQci+FnGsh50bAveVz73jc7zzudz7vTw7vlsO7PefdnfO+n3P/POP8G+Dk/M/js+/HZ9+Pz+5Yp7es01vW8c0R6/qQeXnIvDw4FO0fCPf3hbu7wp0dwdYWd3OTs7nJWd84X107WVllLa8yl5YPvi7szX/9Njf/bWJig0haoNLWxhl7NMru1DgHN7yXHNtjhs3Aan/Aan/Gan3BaOUYaGYbaOQaaACBrOAnpWG087GAzHSLsXolRgZlhvqlAEYGZRKMseU/YYKpMMNUmWHvwVSZY6vNDWvMDWvMsTVmmBoLgzoLg3pLTAOABbbBHNtgYdhoadRkYdhsYdhsadRiea+0xyuQNmbtQFwDEtsjsXU6WHY6WXY53ZeN3BeP9Ii32R6ltHuf9QAp7WG/zWHgnkFXhyF3h0EPh0EPh0G3RwHO1WnA2VHcytLdecDDedDDedDTdcjbfcTHfcTPE+/vTXjuTQz0GwvyG5N0KA55Tn0RQAsNpIcG08NDGVHhUzEvZ4HlykRgKy5hIT5hISFxEXBbctIysLuWlrKWnrKRDhTxJ9H+i4XHf/0RgpZNlZfPlJX9JG5SLP9RQe6TvOxHeZlPcjIfZWTey8i8R6PfodEf0OgPKNR7ACTqHRKVgUS+RiBfiUGlIZBpcEQ6HCEeYA1HpErsBQDMtJRcw+HJCHgSHJ4EhyUDw1Zg0EQYNPHnhUdgjfG+jlG88AiOgYBjIeAYCBgwiqQwJBICeeB+4S4KAn3swigoNAYKjYVCYyCQKCAFQqFR90Tf//0YSdPh+/28BCgkAfiQAHBYEoD4Gp4kNjQ08dE3SoJBga8pfry/lfQ3Aov5RXSDREEgkVBYJBQWCYW+hEBfQqAvYZCXcPBLODgcAX2JhIU8s8isq12cneHNzR2trh7s7Z0eHx6dHp1wTpj882Mh+0TAORHyzoQ87qVAcCW8uBReXIguLoSXEoddCK9EgkvJi4DGAJ8Btx4jFFzeS+6SL7ji86/4giuB8FqS3nh8EY8n5PKEXJ6Qw+afnrAP949WltbIJGpNZW1kWJS1udUzUwtvF4/woBexEVEJkbGJ0XFp8UlvU9I/Z7wvyPxSmltQX1bVXtfU1dTa19o52Nkz0jOA6xsiDoyQR/BUHHGcODZJps5Q6TN0xgydMcMYn/0bpc3TJudpk19p40tUxgqFtk0a3cL1HbRV7TSUbFflrBV/XMp9Pfspmf4qGp8QNhgd2B8bikuLn8jP2eps38eNrOGHVwgjX8nU/sYmDydnRVk5RUUlTQ1tHS09PV1DfT0jPQMTA6wpFmNmiDU3xJgbGlhiDSwN9Z8ZYqwNjWyNje2NjOyMsLZGBjZm+jbmejbm+s8sMdbWhja2RjYOxjbOprbOpjYuRhZeZtZhdp6J7oGZAdEFwKZa3PuO5M/ErHJSdhW1oJVR1j1R0TdZNzLTTFzopK30TS4PTa+OzK7h51dJX1cpC4v0+XECvbOlu7G2uau9Bz+EpxLIdBKFTiIzyJQJKp1BodJJZDphbBw/NoEj00dI1CE8uX+U2DtM7B0k9AyMdPUOtff0NXd2NbS2VNXXlVaWF5TkZuV8zPiQkpAaHR7l7+X7zMLK0cbhderrrtbuCerU/g6Tdy4U8m6FvFsB91bAveVxv/O4f/K4/wZgc+/Y3Ltz7p/n3H+fc/99yv7z5PzPk/M/j8/uTs/uTs/uTk7vjk9uWcc3R8fXh6yrQ+blweHF4f7lwd7F3q5wd0f0bVu4tcHbXOdurnM31tirKycry8fLS6zFhYOvc3uzM1vTU5vjjHUS4esYcZFG3p6kH86Mc+nk0w+vhq1N3hpqvzHU/ojV/IzVyMZqAErLNdDKewygNAOtPIxOvr5OgYFuIVavxFC/FKtXYqhfbKhfYoQpMcKUGGNKjbGlxthSE8MyAFPDcjPDCnPDKgujGgvjWgvjWkvjWgujWkvjOiuTeiuTeivjeivj+mdiGp+ZNFqbND0zbbYybXlm2vLMtMXKBKDt2SOTWZu0iE1m2vp4EdLesuPnOpEfkYSzvyoNwBnYabPtd7btd7UbdLEbAPbYXOwH3B7xeD7c40FxPw1B9XId8XYb8XbD+bgDo1Dxvh54IMyJbedLfO5HDH5OeRH4kOdehk69jJiOipyJjJqNjpqNjZlLiFtIShA3IklL3EhLWn2VspySQHd2+MflIf/rtyA4MlFG5gMK/R6FBtQlaeb7Ho1692g+9Tsk6h0CkSEG+QYh9tn9iGdUKgKZeu+zlL8iEdtDSkOkSGavSH7lHysNDk1AQMVRRhx9IHH3Sov9BZAYCCT6l56Aw+IQ8HgYLO5+yEsCAp4Ih8XDYHFi4DEIRCwcHgODxcJgcTBYPAyW8MsxMTBoEhKR8hgUMvW+vdYvx8r89AWTJKn0b5T2i9VIsaShEY+BQSLg4Ag4OAwFe4mEBdtYfW5uXJ2f4y8vn21vHx8cnJ0wWWesE+7pkeD8WMg+EXLPRAK2iM+/EgqvRVdXosvLi6vLi+vLixsAsdhEFxcisdJEoquLi5sLya0fkShNILi899mPSuOLuDwhjy/isPnnp5yzE/bZCZt5wJqdmisrLPPz9HWxdfT39IkMCU+IjE2KiU+NT3qTlPY+7U1WxoeCzOyK/OKG8urWmobOhpbe1s7Bjp6R7n5AaWNDOMookYYnTpDI0xSapA3/zN8rDchny1T6CpmyTRjaHO7eb6nYqS/eqviylJcxl5UykRFHSgwbjA7qi/AfiAunfXi9UlvNHB48IOBWcUPL90rzdHZRlJVTUFTSUNfS1tLT1sHo6RnqGhjrGRhjMKaGWHMjjIURxtIIY2Wo/8wYa2NsZGdq4mBsZGeEsTbUszLRsTLRsTLTtbTQs7IysLLBPLM3snYytnY2tnbGmrkZWTw3d4qw9XzlEZLpG1kQnFAb+aYj5Qs+q5yUXU0tbGOUdk9U9ANK+9pOWeikLfVNLA9MrQzPrOBnV8fmv9JmacOUjuauxtqW3o5ewjCeRiTTSWTxBAMqjU6hUIlEKo5AHyXShwmUARyxZwjf1Y/r7Bvt6B5q6xxobe9tauusa2qtqm8qr6ksKCnOyf/y6XNGekZSXHJ4SKi7s5uFibmbk2thbtHs5Dxz75h3LhRyL4W8OxH/u5B3J+Dd/Q9KO+OIlXZ8didR2unp3fHxDev4hnl8fci6OjgUHRyKxEr7JtzdFm5v8DdWOQBry2crS8fLi6ylhaOF+XulTW6M09eI+PmhgUn8yPIE7WB2gjfD4JXkjLvYZhnpvjHU/oDVzMSofcGofdFXz/ml0sRW087X18k30C3E6hXfR7RiQ/1isdIeyQzAzKjC3LDK0rjayqTW0rTe0rTe2rTB2rTBxqzRzrLlZyza7Cza7C3b7Sw77Kw6H7DsFB+ytux2tOqxt+yW1IPYW3Y+3ktzenafwKzFaexxSchPAHcd79ceAYAzAM62/Y42fS42/S62fffFI/2SgsmflPZXnwEAVgPE9ohhL9chcb9mtxEfj1FvzxE/b7xklGiQ31iQPyUogBocSAsKor0IpoWG0MJDGZHhk1Hh03GRXxNjlpPjF1MTFxNjqQ42/3jh8X/9bz8kMkZWBpg6LQaFTEWj0u4HrKTf8xqFeI2Ep90/TXv0m54EgID//FsP8Nffd+B1ODwJCk/4JTB4AgyWAMjm/oc+/pc8LPFB46HQRCgkUdytEZYAgyXCYcDBteS/6kfywWCIxMdAEIkQRCJg34fP/EjJQMT8q6Fh938KiUhBIpIfD7CWmEziMwgY+NjRUGi0OHtJ+NlnkVBYxE/AYOFwWBgCEooEv0BBwtDQcDj0ubXlh9bG5a/z7PWN471vx4f7x8eHh2csFvf0iHfG4p8fC9nsSy5fxAf27oVXF4DSHrgQXVyIgIdfB7j/AaD6XyS4FAmuhfwrydFaLlvIORdwzgXnp7xTFod9xj8/5bEOTpfn1yqKKmMjYoJ8A8MCQhMi45NjklLiktMT0t6mZmS+/VCUk19VUl5bXtVc29DR2Nrb8rPSqDgSg0CeHKNOU2jA0C9gBVIyPg0AWI1cplJXKeRNMmGLMLQ93LPf17zbWctsKN2tzt8qzVzMfjX7MZGWHo2PC+0LD+yLCOpLiGZkZ261tx0RcLtE3ApuaJkwMj9G6a1vdHN2lpeTk1dWVtfQ0tLS09bR19PDSJSGNTTDGpoZYsyNMBZAcb8p5pk51sbC0NYCY22uZ2Wpa2WpY2mu88xcx9pS187KwPEZ1sXWyMXe2NXR0MERa++KtfEysguzck9yDnrnG10S9rolJXf4YxUhq4Gc00Yv6J0oGZqqwM/VkL+24BdaCSud5LUe6lo/fX2IsTE6MTc2Qx2ktjd0NNc097R1EgaG6DjcBJE0TiCNk8YmydRJMnWCQJoYIdAGhykDg+TeflJ3D6Gja7S9Y7C1rb+pubehsauuvqO2tqWyprGsoq6krCKvKPvj54y010nxiSEBIfbWDvY2drGRMYQR3NE+U8ARCrkXIt6VgHst5N3w+Xc83h2P+53LueNy7gCZsTninbNz9t3Z+e3JvcxOTm4Bjo9vjlnXx0fXrINL1sElc0/I3BMydy8Ov4n2twU7O7ytbfbmOntj7Xxj7Xx99XR1mbW8xFxaOFxc2Jub3Z6Z3pyaWB9nrJCI8wO9jJGBBTplb3aCNzcpaKic93LKNtZ5Zaj5Bqv+DqP+EaP+CauRhdHIMtDIBsBo5mC0cgwkaOfq6+QbaOdjdQrE6BVh9YoM9YsNDYqNMEXG2GJjbLEpptQMWwZgblhublRhblxpYVJtaVpraVpvZdbwzLwRwNqiwdaqydayxe5Zq4NVq6N1u4PNDzjbdQM42XU72nZJcLLtcrHtdrHtdrbpAgCeutr1ibOUw4CrQ5+bQ5+bvRhgWqmTbb+TbT+Qwxysex2se51s+pzvXwFkJgltTrY9ksoRABf7fhf7fieHfhdHQGkDkilxwKA4CcDEOPHcOOdBL+dBb5ehH3AbAWbI+biP+nrgHuPnNSrGh+DvS5RMFg15Tg0PHo94Mf4ydDwseOi/6PH4r3/5I5GxMug3aOTrhwnOyFQUMvU/Kk38NmQqEpF8b7Xk/9lkP5IChyfD4InQe2CIRBgiCQCOSILDExHwBAQ8AQ6LR8AT4LBEOAyQBLB8l4iAJ8HhiXB4IgL++F9PRcKTkYgUFDIFjUxDo16hUa/QyHQ06m9BodOQ6FQkKgUAjkqBoZLhyFQEKg2JSAX4SWl/CyIJhkhCiMteEv8SyxLEJZ0QYARoHBQaDYVGQWEvASDQCMdJhsIAACAASURBVAg0HAJ5+SPhEGjoL4CEwKSD4dLBCHAIEhIKlfaxMn/b2ri4tMDd2j4/3D893D8+Ojg4YR6yTw555yz++bGQw77g8h4p7eLvlHYBKE10dSG8+iHA/chfrfaT0gTcS9691dhnfPYZn8cRcdlCzhmffcJbW1zrbun6mPExKSYpOSYpOS45KSYpNS4lI+VNZsbH3Mzswuz8yqKypur6joaWnpaO/vbu4a4+sdKGcVQcaZxEnaTQpu6VBpSKPPbZLGN8ns6YpzNWqJQ18tjWGG5ztH+zv323q36nrWqvumCrPHu98OPCl/SZ9wmU1KjRmBe94UH9kS9G0pJmi/K/9XQfEfHfSLhl/NAScWSOTOmsq7e3tZWRlZVXUVbT0tbU0dPS0dfVM9DRx+oZGBtgTDAYUwzG1AhjbowxNzGwNDGwNMM8szSydbJy87D19rDxdDN3tTOweaZv+0zf1lrfwdrAyRrramfkYmfk4oh1cMQ6OBlYO+tZeelbh1l4JDu/yA9Oq0/4MvSphpjdRM5ppxX0jhcNTZbhZ6rGZhtH5ppwCy34xXbichd5uZe6MkifwU+Reklt9e0tNc39Hd2kgWEGDjdOII4TiAwCaZw4xiCOMXBE+uDoWO8AsaeX2NWNb+8caW0baGrurm/orK1rr65uqaxqLKuoLymvLSqtLigqycnL+ZT17lVGcnxSzMvYxLik8uIyColyuHvAOeXy2UIB91LEuxLybgCl8cUp7TuP+/1ead/P2XeAz07Pbk7Obo9Pb49Z18es62PWzTHrhsW6Pj66PmZe/VJp33b4gNLWV8/WV89WV05WlphLi4eLXw++zu3OzW7PzmxNT21Mjq9RKUvDA5ND/XMU0vYUnf11SthUveDl9AWjnqT/NFVf9bWuSoauyls91Q96qh/11DL11D7rq2cB6GkAfNHTzNbVzNHVyNHTyNHXzMVo52F0761mUGyEKQKsZmJQbIopBTDDlpkZlpkalZsZVZobV1mY1AFxzcqswcqs4Zl5vY1lvY1Fk61li51Vi8OzNnvrNnubNnvrNgebdkfbDme7bhf7XqBVv4tDr6tDn0QhHgBO/R5OA4AwfFyHfVxHfVxHfd3wvu54Xw+crzvO123Uzx3n645zdxpycxxycxh2tR/6JS72gy72gy52A852vY9XI4HKEYnSXB0GnB0HXMTbbH2PP9JjHtzmPPBLpUni2mOliSXnMSzGc9TbE+fvTRCrzhMf4EMK8iMF+hGf+3QbG2T9c6UFIJHxMuiHOc7/T0r7IatJxPaTwBCw1B9JR8DSgAAEBB0EMhUAiU5DodLQqId/AoVMffRJ0lHIdBQiHY18BdxCo9LQyHQ08hUa+RqNypBBZaCRGTKo95KRaY/GpP0A0KEfhX6LQmeg0K8BgIVWBPI18AgAR6TD4Kn/EOCrSQ6G3yvtUfEIOBYCBg4hREIgLyHQMAAwJBQoYwEuxGUs4BBpcPBfCAJJB4BBARCpAKh0AAwSIPW7k5lRUlPN5MoiZ3eHc7h/yjw4YR3unRztn53scc+P+JwTAZct4vNFfP6lQHCvtIuLywd+MtzjNclfWu1vstqVkH8l4D3uS3vBY4s45+K4BriNfcY/ZZ3vrO/Qx+jtzR2FuUXv37xPT36Vnpj+Jvn1+/R3n99m5mbmlOaX1FfUtTW0dLW093V0D3b3jfYP4QdHgNbydBJlnEydoFDvlTY+S5t4yGf08Xn6+BKVukylbpEJO2O4ffzA3mDHt66GvdbK7frinfKcjeLPa3nvFjLTZ98mU9PiRuNe9kaFD8XHEN6/W6yu2h0a3CcTt8jExTHcIoUwRaM319VbWlsj5GRlnqoo62ip6umo6+lq6uvp6OvrYbAYrDGACcbEFGNiYWBuhbV0t3aND47Of/Ol9F1eXsqnjPDkl66B3hYebsYuTobOTkZuziZeTsZuDoYuroZubsbu7sZunsZuzy184lxevg9Kr4rL7cioGsluJua1U3I6qXm99MKhyRL8dBlppmZgrm5orm5ovmF0oZm42E5e6qJOD02SOsbaatvaa1uHO3rJA8Pjo7hxPIGBxzPwRAaeSMMTKcOjpN5BfEf3aFvHcEvbUHNrb11DR2VVU2lZXXFxbVFRbVFJTWFJdWFxdUFRRV5BSXZezqes7E9fCnIKG+paKGOM7Y2902MOnyvkcYRctojPEftMyLvh82/4/Fs+/47Lu+Xwbu+Vdnt2fn12fi0+T316fXJ8dXp4cXp4cXpwJeFk//JkX3SyLzzaFR7tipW2B6S0LfbG2jmgtLXl49VF5tLXg6/ze/Nzu3Oz3wClTU2sj9PX8KNzg30zJNzaJO3067SgsXrew/GT7tMobeU4baUkLcVUbcU0beXX2sqvtVXf6Dx9q/P03SPeaz39pPX0k7ZaprZaprbaZ131LD2NL3raeRjdAoxuIVa/yNCgGMBIv9DEoMgUU2yKKTbDlpgaijfYTI3KTU2qzExqALFZmTVYmddZW9bZWDbYWjXZWjXZW7fYW7fY27ba27Y62LU72nc6OXQ7O/Y4O/Y4O/U4O/W4OPW5OPW7Ofa7O4mF4ek6JLGCnxfez5Po70V67j323HsswIcc4EOWXPh7kfw8SX4eY77uJF93ko8b0duN4O1G8HbFe7niPV1wHs6jHk6j7o7DLvb9znZ9TraA2LrvldbtbNcDjDb9K79QmtNDYvN0GvC89+4vlfYQ19xGfd1GJS/ehza8rwfOz53g54Z/7kEM8CIGeBGee3Yb6/1jpf32WyASGS+Devvgs18rDZiN+QYJT78f9wz0VxSDRABZDSAFhUj9C2lo+CsxiNdoxGs04g0a+RqNeoVGv0KhX6HRr2RkXgPIyrwRg34tg34lg34li34tg34jg34ji86QQWfIoN7IoN/IoDOAuzLiuxky6Hey6PdyMu9l0e9l0R/l0B9l0ZJZoMD1x0fj08RWu98sfAUg0dhj/gulwVLhsHQ4LA0GTZHsDkLA8RBwDBj8uKAfqFt5CQZHgCGhYMiLxwcMHl0HS4GCpKQDf+IJ6PkTkL/UEz/pJ/4QkD8U7P/kXw762lGVxeS1Zd7+Hg9Q2jFz/+To4Pxkn3PG5LGPBVy2kMf7G6WJLi5F/59Ke5zShPwrIe/qsdW4bKFEZuwz/vkpn33K45xwT4/Odrf2JmgT3e091eU1+dkFWR+yMt9lZr7LzP7wpTinqK68tr2htbu1o6+9e6Crd7R/iDA0OjZKuJ+WQgG2iKZo9BkqY4Y2PsNgAMwxGPN0xjKVukKl7Izhd4gje8M933qbt9uqthuKN6ryNooz1wo/LOe8XshM+/oxbfpdGv11MuV1GuN9BiP7y0pd7e7Q0P4YaYtMWqGQFinEaSq9sbrGwuoZUlZO9qmqirbWU10ddV1dTX19HX19fawhFmtkiDUyNDQyxRibY40tDUzcrZ3exab2VDdP9BEmunHkxt7e4vqat7mfo18n+0aFOQWFu4SGu0c+tw18bhsY6hQa4RIe7xOX8eJ1dkxm5auS1sz6odx2fFEPqbCbmN9Fyemm5PbRCoboxbjxUuJU1eB09eB01dBMzchsPW62mTTXRh4fmMC3k1prWjvq2kY6+8kDI+Oj+AkCcZxAYOBJdByRPIwj9A2OdHQPNLf2Nzb11DX01NW3V9c0lpXVFJdUFRZVFhRU5hdW5BWW5RaUZucVZ+WWZBfUldf2dfaPU6fW13aPjzgc9gX7TMg5F3HORRz2BY97LeDdCHi3At4dnw/wncf/zuXdcXh/cnh/nrPvzu7PUx+fXJ4cXx2zLo8PLo73Rcf7lxJYexesPeHRnoC5K2R+Ex18u9jfEX7b4m9tcdbXz8Q+WzldXTpeWWAuzh/Mz+3Nze7Oze7OzuxMT25NTWxOMDaIuK+DvTO4ocVxyvH8FL+qZNzB6pWmcpiWYrSGfJy6bIK6XKK6XIq6fKq6YpqG0itN5deaym80VTK0VDI0lTM0VN5pqrzXVAX4oPX0o7baJx3NbF2tHD3tXH0dwG0FGN0CQ718I/0CY/0CY4NCE4NCY0yxMbbE2LDUxLDMxLjC1LjK3LjG3LjWwqTW0qzGyrzG2qLe1qrR1qrJ7lmzRGn2tm0Odu1ODp1ODl0PYnPsdXHqc3Xsc3Xqc3Psc3fu93QZ9HYb9nEf8fPC+Xnh/L2I/t7E596kAJ+xQF8yQJAfJdifGuRHCfKlBPnRgvxogb7UAB+KhOfeZH+vMX/PMT9Pkq87wct11MN52MN5yN1pwM2x39XhkaWcBtyc+t2c+l0d+10d+1wd+1wd+iSe+8FqTr8Iao/jmpfrkLfb8E9W83Ub9flLdPPzxPt64Pzc8H7uBH93wnNPQoAXwd+j679UGiIOaKX490oDfJaBQmQg4a/u3/bqh9h0v7WGQqaikemyyNc/IYd6I4d6K496K496qyDzXoK83Ad5uffycu8U/gZ5uXdysm/l5d7Jyb6Xl30vL/teTva9nMw7WZl3sjLv5GTfAsjLvpOTfS8n80FO5qO8mEx5mUw59CfZX/Mw4RqFyvgxpf1CaTB4GgyeCoWl/BNg0DQYNPWhDQo0Xjzk+r7PJEjqJQgUAQKJj4GDpENA0iGSY+CPj4RLSQc9AQU8AT3/C/5/SPk+eeIDeuILAflCwX5//MtBU/VFftbw6hJ3b5crSWmnRwfs433OKZN7zuJzflbahUh0cSESXYhEF0LRhfD/R2n3PrsEzmv/pDQeW/R4+ZF9JmCfCblnAs4pn33C4ZxyjvaPNlY256e/juHJ3e3dDTWNlaVVJbnFZfmlteU1bQ0tnc1tPW2dg119o31DuIFh4jCOPEr8i9LoM1T6NIMGMEunzdFoK1TyKpX8jTi6Mzqw29e+01G30ViyUZ23Wv5lrfDDasG7pez0xaz05aw3S1/eL3z58DUnazE/Z76keK2hfmdgcI9EXCcSFkmEhTHiHH28uabO0spGRk5RTkVVWV1TVVNbTVtXQ1dfR19fzwBjiDE0wmBNsFhzrKEFxtAaYxTh87yloGx2EL8yQl7oxc+0DdDqO4kVTX0FNU3vC4qTPhUlfylKy8+KzcyO/1yUll/+trTpc0NPUddgad9oxSC+cohYPkgsGyQV9RPze8k5veTcfmrBMLUETysjTlYPT1YPT1aMTFaOTFSPTjQQJppJlF7GcBuxuaalvb59pHOA3D9KH8bTRwl0HIE+SiQP4gi9Q8MdPT1NLR21de3VNa2VVa2VVfXlZTWlJRVFxeUFRRUFhWV5hcXZ+UVZuXkfvxR+zmuqbBgfm9he3Ts+YJ8cC05OhKenorOzi/Oza/b5NYd9xeFcczk3XM4dj/udw/sByS4acJ765PSadXzFYl0eH10eHVwc7YuO9i4BmLsXzN2Lw13h4a5gf0e4vyPc3Rbtbgt3tnibG5xVQGbLJ6vLJyuLrOV55sLcwde5g7mZvbmZvdnp3enJnamJ7QnGFgm/NNQ7O9Q7Rx9jTtHPC7OJlkYJqnKBT2XDVFARyogoFWS0CjpeVSZBVSZJVTZZVS7lqXyqmmKaulK6umL6U8VXakqv1ZQB3qgrv1VXfquplqmplqmtkaWrla2nnQOA0cnG6uZgdXMM9XIN9fIM9QsMDQoNsSXGRmUmxuWmxhXmxlXmxtUWJjWWptWWZtWWprXWFvXWlg3ioGbTYmfTYm/b6mDX5mDX5mjf4WjfBeDk0AUkNhenHvGAbJd+L9dBH/dhX88RP69Rf28CwHMfYoAvCdiFCvanBPtTgvzIwf6P21w98CKAIbkO9qcF+VEDfMkBvqTn3kR/LzxQoOjniff1xPl4jHq7j3i6D3u4Drm7Dnm4DHk4D3o4D7g5/SC8xxFNHNRcflaat9uwRGkPsexXSgPwdyf43yst0Jv43yntX/8KhMPiUIgMJOwNCv4GhQAALCV5+vpBabA3aORbNPKtDDJDFvnmB1BvZFFv5NAZ8uh38uj38uj3irIf7vmoJJepLJelLJ+lLJ+lIp+lIp8FPFVS+PwrMpUUPklQkPugKP9BQfajgtwnBdmPCrIf5WU/yst8kJP5ICfzTl72nbzsOwXZDwqyH+VlPj3iM4AcOvOxye75IIN6j0a9R6HeoVFv0KjXaHQ6Gp2ORKcjUemSkwlIBEA6HJ4KgyXDoMlQaNJ/5qGtFzCPLUYaFAUGv5QGvXykNKDPCHCyOwQECpYCBUr9WmmBUqDAJ6CfIxqgNGkpP2kpb2kpb6nfnVUUAjPf9y0tcHd2uLu7x/v7x8yD3eOj/fOTffbZg9KEPN6lQHApFF2JLi5EIpHoQiS6BLi8uP6R2wvRjRjxkbUfuG+gdSUSAM1Hri6E1xfCWxH/RsS/EfJvgP4RAu4Vn3PF41xy2Recc+C/9hdc9iWffcE7F3JOeewT7vkx5+yIfcI8299hri9vLswuMijjQ92Dnc0dzTVNLbVN7Y1tPa1dA139wz2Do/0jpBEiBTdGJ1EYZMo4hTJJpU1SaTNUxgyVMUWnT9Pp03T6DI0+R6MvUygrFMoWbmhzqHeru3mjtWatvnilImep5PNqwYfl3LdL2a9XcjLWcz+s5X1ay8tcKchZL85frijbaKjb6e3bw+E2CbgVIn6FRPhKZ7TX1j2ztJKTlVNUUlJVVVV7qqahrqGlpa2nrY3R1TXW1zczMLDEGtgaGtpisI4YbIy3b0duwWxX33xH30xj+2RNE6OynlJSjS+oGs4p6/9S1pdT3ZNX351X31vYPFjejqvpJdYPjzWMEutGiDWjhKoRQtkQvngAV9iPK+gn5g8RC0dJxQRiGYVYTqXUEim1REoNkVxDJNeSSA1kUjNluJ3R20Jtqu1pa+wf6BzB9+IoAwTyMGlshIQfIA13j/Z3DHU197TUtzVUNdRX1NWX19SX1VSVVJcXVZYUVBTnl5fklxfllhVml+RnFRR+KW6saqMQJr9tnbCORKzjy6Pj66Pja9bxNev45vj09uT09uzs5vzs9vzsln3+nX3+/Zz95znngbNzCd/Pzu9OTm9Yx9fHrBsW85q5d8Hcu2DuXjF3r5jfrg52Lvd2LvZ2RHvbwm9bwp0twfaWcHtTsLXJW1/nrKycLS+fLC0eLy8eLy2wFuePFuaY87OHs9N7s9N7M1N70xPfpsZ3JujbY4TV4b75ga5ZCn6fTmR+eTtgZhCjjPZXRgUpwoMVoGGKsAhFZLQiMloRFaeAipNHxyuiE5RkEpVkk5TlkhVkEhVlk5Rkk5Vkk5Vlk1VkUlVl09QUM9SV3mqqfNB++lFH7ZOO2iddtUw9jY8GWp8BsNpZWN0crF4uVr/QCFtsbFRmYlRuKt5Xq7EwqbYwrbIwqbEyr3tm3mBj2WT3rNnWutnGutnWpsXOthV4tLNts7dtA3Kboz2Q27pc7LtcHLrFVnMb9HYf8vUckdTH+3sTJEoL8iMH+QFZjRbszwh5zgh5Pv4iYDw0cCI0cOJFwPiLgAngOixwMjxo6n6gKCMsiBEaRA8NpIcG0oMDqAH+5Oe+pOe+JH9fkr8vyc8HSIQEfy+CrydOLDy3EU+XIQ+XQXfnQXenwcfVIp73eLkOebkOebk++OyR0nC+brjHS5ESHpTmgQ/wIvp7dP43SvstGA6PRyEy0Ii3aOQ7GRTAGxnUm/vrdzKotzKoDOAajXwHrOPJod8/DlvA/BcluY/Kch9V5DNVFb78xFPFHDWlvMc8VcxVVcxRVc4BRqMB09Hu+Ul1gNs+K8l/VpTPVJTPVJD9BCAv90EBQPaDvAygtMx7sgB+VNoHyR6bjLjLyTtxCQkqDYVKQ6KBFidiALsj4WkIWApwnuyh/v5/QpzPIOA4ST4Dg1+CxQOyI0FSL6VBQP+R/6C0xzzeRZMCPX8C8pN64gsG+YGlfMBS3tJ/uMogvBNia2emT7a2OZubh3t7rMODXRZr/+xk7xdKE4iAc2ki0cNh6seZ7PLi5lJ0KzmCfd9b5PrRiewfbklakFwI7y6EdyL+rYh/K+TdAFVwAALuNZ9zxedeAy+KeNdC7qWAc8Fni3hnQu4pn3PKZx9zT4/YJ8zTo33W9urWwvRX3MBoZ3NHV0tnb1vPQGf/UM/gaN8IaZhIwY0B5enjZInSxmeo48C+2hSNPk2hz1LoS2OU5THy5ujg+kD3VnfzZmvNWn3JSkXucumX1fwPS7nvVnIy1vPfbxd+/laSvVuat11etF1evF5TudFQt9nZuT00uD4ytIIfXSXi58iU1soqa0tLeVkZJUWFpyoq6qqqWmpqOpqa+ppaGG1tEz1dC309KwM9WwN9Gz09Bz3dcCfHhrcfxhuap+qaGRU15MIycn4JKacQ96V4JKto+EvJYE7lQH7dYGHjcEnLSHkbrrITX9OPq+4frugdKRsYKR3EFQ/gigZwRUP4omFSMY5USiSWkwmVDELVBKlujFxPJteTx+oppHoqvpE62kTta2F0NdHamkY6W3H9naPDXaP47hFcP350kDDYje/tGOlqHWxt7Gmsa6+raqopr68pra0pra0ori0trC4uqC7Kr8rPKc/9XFKQXV5eVNPdNjhFW9paYx0eCJhHl4esKybr9vDo5vDohsm6PTq5Y53cHp/cnp7cnp7cnp3enZ3enZ59Pzv/85z973P2vx/5TMzp6d3Jye3J8R2LeXP4TXT4TXT47fJg53J/63J363JnS7SzKdje4G+ucTdWOevr/PV13vo6Z3WVvbR4srhwvLhwvDjPWpg7ApifOZyd3p+d3p+Z2pue3J1k7DBoW2OE1eG+r30d06ShnbHh3Q9p3UbaLxUQPgrw53LQ53KQEFlwiBw0Qh4eKY+IlkXEyCJj5RGx8og4WWScHCpOFhkri4yTQ8bJIWLlEbGKiHhFRIKKbLqKbPpTuVdqCm/UFd5oKGZoKr/TVn2rq/Ze5+l7nafv9NQ/6Gt+1tP4LI5xuvkY/SLgdLYJtsLEsNzMqNzcuNrStPaZeeNjpUmwtWmxE4ut1d62zd623cGuw8Guw9G2w9muC8hq7s59Xq4D3u5DPu4jwEqdOKsB3arESqMG+VKDfOnBfoxgf0bI83EJLwImXgRMhAVOhQdPRwTPhAdPhgdPhgePhwePR4RMhAePhwUxXgTTQ4JowYHUkCCahBeBtJAAKkDwc0qQHznQd+y5N9HXE+ftjvN2w3m7iQv3vdyGxRf3SNz248Ij3tcN/5PMAOcBt3zd8H7u+AAvwn+ntN9+C0YiEmRQ7+XQH+RlPirIflKUy1SUz1RSyAR0AghGWfGLskKuskKuZDinilK2qnKOmnKOqnKOqnKuqnKumkqOmkqumkqumkqeumrBY9RU8tVU8tVV8n98veipSoGqcp6qcr6KUr6KUq6KUu4jqz0AfBJFuSxFuSwl+WxFuS+KclkKsp8VZD+Lxfaw2PhRXuaj/KMlStn7JUqxm9Gv0Kh0icPQ6BQ0OhmFSkChEmRRSTLIRBlEIhKRCEMk/nSSDA5NQMBiELAYuKQ3FSQWAY1DQOORsAQE9B5wPAIcDwf6eElHgUFRYFAkGBQBBkVIS4X+AOgF6EkwRCoIIhUkDQqSBgWBpAJBUoFSTwKAC5BUIPC6NCgQLB0oDQoAgwPFSAdLSweBQIEQqWDokxDokyCEdDD4iRtM2sXRJqm7Y2pt5Xhj7eDbztHhwe4Rc+/s+OD8jMk+Z3I4p3weW8DnCQV8kVAkEl0IhJdC0SXQ70okuroU3f2CH1cdRQKgsh+QmWQRUtJP6/on8wn514+6R15L5Pf4qZB/BbxZwBPxuELOOY9zyuWecs9Y58xd5uLcEp1Mxw/jBnr6ezt7Bnr6hvuHCEOjFDyJRiTRx8jjFMoEhQowSaVNUMgTFPI4ZWySTJ4mk78SSF/xpOWhkeX+gZXuzpXWxrWm6rW6ktXqgo3y7PXyrO2KL98qc/ar8g6rC5nVxfs1Zfs15Zt1tZsN9attbau9PcuD/YvDg6tE/BKN3l5VbWtuoYREqcvIasjJacjJaSooaCsp6aio6Kqo6CkpGygrm2pouBoZhTg4fHgRUpqS3JPzhV5bO1lbN1lZTSsuI2XnEbJyRj/nDmfmDn4uHPxSOvCloj+/drCoobu8tbuivbmqs76iq7amv6p2uKIOV9ZILG0kljWRy5soVS3UmlZGXetEY+tkS/t0a9tse/tcb8tcb8tcb/NMT9NUT9NkRzOjvZnR3kLpbKN2d1D7OigD7aSBVkJ/K76vZaS3ZaSzabSlbrCxuq++vKe+tLumtKu6pKOiuL20sLWooDkvpy7rc2VuVnVNRdfIAG1hdmdvh324JzzYvz08/M5kfmcy/2Qy/2Qy75jMu6Oj70dHd0dHt8esuxPW3Qnr5vTk9vT0z9PTP8/O/n16/n+Oz/78iZOzP09Ovh8d3x0e3ezuX+3sXuzsXu3sXm3vXG5uiTa2hFsbgo1V3try+doye2WFs7zMXlo8W1o6XVhgLc6zFudZS3OshRnmwgxzfoY5N8OcmT6cmT6cnjqYntyfZOwyaNtjhNWh3vnu1snRvvXR3o202HqMRogiwlMB7iMP85UBP5eFBMhAgmWhL2ShoTKwUBl4mCwsQg4WgYZHyCBeouGRaEQUChklA4+Sg0bKQaPloNHyiHh5RIICMkEJlagqk/RUNklNPllNPllNIVlDMUlTMUVTMU1DMV1d8ZWayhv1p+/U1T5oqH/UUM/U0szW0y3E6BVh9UqweiXGmHITw0ozo0pL02or85pnFrVWlrXPrOpsrButnzVaP2sC9GZnA6xGdjjadzradzrZd7rYd7k69Lg59T6IzW3wcWEFcN7ruQ8xwIcc6EsJ8qMCBPsDYpOsPY6HBo6HBU1GhEyFhoyHhoyHB0+EBU2EB0+GBU+GBk+GvZgACA+dDHsxERoyHvZiIuLFFDBNNCJkKiJkKiJkMixoIjSQ8SKQERbEeBFID35OAVQH2C7Qd8zfm+DvRfT3Ivp6R+oVzwAAIABJREFUEX29iD6eBC8PvLcnAcDXg+DrQfD2xHl5jErwdB/xdAfC3KiPO97XA+fvhffx6DDU/8dKkwKFy8qmKSl8VlbMkohKVfleTqp56k/z1J/maajlq6sWqasWqT/NU3+ar6H2I08LNdWLNdULgafqTwt+rTTVgv+otHuJ/q3SJDK7j2JijcndFzfKoj9INCaLfnd/bPytZJsQiUhBwtOQ8FQkIhmJTESjk1CoeAQiFgGNRUBi4NLRYOkokHS0NCgGDIoFkAbFSEtFgqXCwVLh0k/C7okAS0WAQS8hoEiwVCT4SST4SST495fgP16C/ggH/REu9UeY1B9hUr+HSf3xQurJC6knIVJPgh/4I/DJH4FSv/s9+c3v9998f//N97d/+QAAT3//zffJH35P/vCXegLgB5LyB0n5S0kBU639//jdT+o3f+nfAsG/P4f8EQD63eXJ/7bV13xeWti/MLe/sXbwbZO5t7fDPNg9Pdo/Ozk8Pz/kcE543HM+l/tXpQn+k9LEVhNdSwLc41uXF7eXorufUt1PPAp2wJvvLkS3j90G9OISCS4FPBGfI+CzBdxTLueUwzpgba1vrywuf52Zm2JM0MlUMmGMgidR8CQKnkAlEGkkEp00xiCT6aQxOmmMPkakEvFUIp5OwDPw+JkR/PQQbr6vf76nZ6mzfbW9eaOlfru5cruhfLeu6FtNwX5dwWF94VF9IauuhFVbelBbcVhXudPQsNnYsNLautjRPt/TOTvQuzA6NEMgtpZV2JiYKcDgaij0UzRaBYVSQaFUUSgVBFJLQcHO0CjQxSUuMKAwPb29sJBQXc1oaZ5pa5ltaZ6urZuoqKIWljxW2kBmQd/n4p7PZV1fKrrzqttLmtvLWpuqu+qruqtrBirqRkrr8UWNxKKmsaImSlETpaSJUtZML29iVDeP17dONbbMtrTPdzbPdTbNdjZOdzZMtNczWhpoLY201iZyewulo5XS3TrW20LqayH2txD6mkd7m0c7Gkfb6odbagabqwebKvvrynqrS7oqijtLC9qK8luLC1vLyzramkZpY0vb6ydnrKsz1hXz4PJQbLI/mcw/mUf/Zh59Bzhk3jKPblhHt6yjW9bRNevomnV8B3B0fHd0cnd0+p31mJM71vEdEPX2Dq9396++7V1/27ve3rnc2BKubwI+46wsna4sni4vni0vni8tnH6dZ83NMb/OMhfmjhZnjxZmmF+nD+anD+dmmLMzzLnZo7nZo9kZ5iRjl07ZGiOsjvYvDHTNkYa2BztX4sMrNBV9UCAHpJQL4okbSsoHDfJHgQNlIEFocDBKOggJDkKDX8iAQxHQUAQ0FAmLQELD4dBwFCQcJR2GlApDSoUhQBEocBQaEi0LjZaHRSsgopVQMcqoWGVUrAo6RlUmVgUdp4SOV0QnyKET5GWTZGVTFOTTlBQzVJQ/qD3N0lLPAebRAJNo9LULDPWLjbGlZkYVpiaVZqZVFubV5mbVluZ1luZ1Vhb1gNuArGZv227/cHyty8W+29Wxx925z8O5H6i88PUQl0HeJ7YxwGoAQb60IF86MAsUsFpo4Hho4Hh48OSLYHpoyHh48KR4BTJ4MjR4EnBYeOgkAHAd8QIw2ZR4RnboTGToTFTYbFTYbGTYdGTYFMDLF5MRIRMRIRNhwYwXQfQXAYyQAHpwAD04gB74nBb4nBbgR/X3GfP3GXvuPebvTfLzIfh44b09cRK3SZTm7YbzcR/19cT9d0qDgGOVlT6oqxbfU6TxtERDrUBTHbBUsZZGiZZ6qZZ6maZa6V/ReFryV4C/8xg1lUKAn14HlAYMs1ZSyFZWzFFWzFGSz3689qgonylecvzRZ5KFRMkqIhr5DijKl0G9fTg2fl/JgoCnwGHJQOctKDgJAokDg19CIRFwaAQSHoKABiKl/VHSfiiQD/yJH+TJc9gfgfA/AqFPAiF/BIB/DwD/7gf53Qfyuw/4N2/wv7zBv3mDf/OE/O4F+d0L+ocX5A8PyO8ekN89QL97gn73kHri/OSJyxMpN5C0+2OkQG6PcJUCuYCkXKSeOP8h9QNSIBcpkIsUyB0k7S4N9pAGe4IhXtJgbzDEB0Ba2lta2hsE8gRLeUOe+EBB3jBpH7i0M+QPGx1Vr6z3zTPje5srrG/rx3vb35i7B6eHzHMWi316zGWfczmce6UJRCKRUHyw+hK4uLq4EXN5e315e311d311d311c311c311fXV5ff0Xru65vry+ubq5ub65ubp7zPXl7dXl7dXlLSDFy4sb4On11d3V5c3lxdXVA9dXFzeXomug2ITHFfK4Qh5XwOXwOOecs5MzFpO1v7e/ubE5Nzs/TqXTyBQKiUQhEikkEoVEopJINCKJRiLRSAQqAS9hYhQ/MYKb6R+c7e3/2tW90tmx3t663daw3Vq331xz0Fxz2Fx91FLNaqk6aq05aq05aG34v5zdZXRbW5on/LWqu6e6uu/tmuqannmrbuzEGDSDzHaYkxuGmzhstmNmZoyZQZJZZksGGWSBIWYWH51zxLbMMYOk94PsJLeqZua+71q/5bXlSEq+/fPs8+z9MEuLaWVls+XlYxXlg5Xl/ZhKcm11f1M9qRmLTM+4Zm5x5piSyakzNnoG5/UNzusbXDQ0vm9z0fnZi9SgsKqMbGxRCamqqq+mdhhTM4zBjFRWDpeW9RcWkrMzuz+ldCUmtMfGNsbF18clYBJTKpLSUUmZhUnZhSm5+dkVRYW1ecjWXFRHBoqYgiYnlfbFVfQnVH2OrRyMqRyMrhqMrhyKqRpJrh5LrZnIqJlJx0znVs7mV8wUlk0Vl0yUFI0j80fKisYqkCMVyOEK5FAVchiDHK5FjtaWjNSXfK4vGWgo6asr7sUUU6qKSRVFBHQBoSS3Ky+nMzuzLTMdV5TfgWscG+6HOYw1CX9/jrcn4O5weTsc3g6Lu8Pg7tC4O1R4exbeOAR9mQVXaeAKjbPMABaZnCUmuMqC1v4GG/6iAHDXAe46B94A4U0A2mBzvnBY6wDzC4u+SqcuzU5JpscEkyO8ySHu5CA89Rme7Acn+zgjfcBgL2uIwhqmsEbIrBESc4TIHCYyh4iMQRJzkMwcJDP7iXRyF5XcRevBz7ZjJ7GNo/gWGqbss9PbFMNzz86o/Hz2xMNzJ55on3ihq/ZKT+2tntobXbVXumqvdFRttVReaqna6qjaaqu81FB/cVLd9qza63Pqb7SOaGu81dJ4e1bjjZbmWx3Nd7on3+qdfqege+a93lk7vbP2Omfstc/Ya5110D7neO6sm7aWp9Y5Xx2tQD3tMH2dcH2dCEPdGEPdGAOdWGP9BBPDJDNEipVZupVFupVlupVlurVV+nmbTEVrycULeZcu5l+9XHjtStH1a8U3rpXcvFqsOK9992bp/TvlD3+uenQP8+RBneLp2ounzS+fYm2ft756rugZOezv/xpv72y7v0aa3RviYaS9I33P/gPFwa73a5X2tUT7vkr7PtIOHeWZi0Ovs0Ovi2Ofs0PvkX5nh34n+z4n+z5H+z5Hu16HD71278h270j2b0l2b4nv3nS/edXx2rbt1ctW2xctL3/B/fIM++IJ7sVTRfWpOLhWaW0e+1sjTVXVS08vxtjg16FlmIYwSkMYZSCMMhFGmQjDLIRhtrFB1j9kpJ95JEPx8X8Yafo6n/R1Punrpn7nk652sq52ooIiz3S0ErTPfc2zGO1zMVpno7XORp09HXlUmUWfORl95mTUKc3IkxoRil4VBUUDi6Z6qIZ6kLpaoLpaoLpqoJpqgGJ2qJrKt5POykqeykofjyk5aWt53/s5w8G+/M3r4hdP0589THn6IOHRg6QHD1Ie3E+5fy/53v3kn+8n37ufcu9e0v17CffvJdz7+ci9uPv34+/fj7//IO7+/dj792Lu34u5dz/u/sP4B49jHj6Oe/gk4dGzxMfPEh89TXz0JOHhk/gHj+MfPol/+CTh0dPEJ88SnzxPfPI0/smz+MdfPY9/8jzh2YukZy+Snr9M+cU29ZdXqS9epb18nf7idfrL1xkKL16lK9jaZr62zXptm/nmVebb1ylvXyV6uKahSro+D4CTE/D0FDQ7y6DT2CwGG2BxOAAIglwIFnC5Qj5fLBTOieYWhEcEYolALFGMPRMKF4XCBaFwQShYEAgkAuG8QDgnEM7x+eKveDwxjyficoUwLFDgcoVcnpDLE3G5Yi5XzIXFXK4YhkUKECQCISGHwwdBAQgJQUgIQUIQEnBAPgTxj75EePhmWAjBAhDkczg8kMPjgDAAQEwWoJjBNjVNGxmZGBgYppD7iD0kAoHY1U1Q6O4kdHd2d3d1dnZ0dOI7Ojs6Ojs6evAdPe0dJGwrBdvS39Q01FA/Wl8zUVc5WVcxiyml1pTSMGg6BkXHIGkYFA2Dnqkun64uG6+uGqmq7K+qJFaWd1dV4KsrCQ21HU3YsoKidy9tH9/92f71Gw9HJ3dHJ3dHJz93j5TouIoiZGcTjtLeSWnroLS09ba0DeJaPjdj++vqe6sxPSh0V2EBPie7NSMDl5rakJ7ZmJ3bVFTciC6vL6+prWpsqG2px5Ka8QP1XWN1XVOYbloFgVneA5SRwXIKVEaBSykwuhdGUWAUhVtKgsspvAoyr4LExfTwanq49d1wYwfU2AY04hjYNnZLO6OlndGKZ7S1M9rb6Pg2Br6N0dVG7WqjEtpmu9tmOttm8G1Tba0TuJaJZuxobdMopmG4pmGwETdC6mVOTglpjAUAWKbS5mYZc3TO8iy4MgWuTkJrE9DaBPxlAl4dA5dHOIsjbMkIa36MJR5niadYc9Ps+WnOwjQgmQIkU4Bkki2ZZEumgYVpYGEKWJgGFqc5i1PAwjRrUWGKuTBDW5qmLkxOz49NiobH+IPD0MAg0N/P7u9nD/Sx+3tZAxQWpZdF6mWQKQwymU7uoVF6qH0KRGovkdpLpFJ6qGTCLJFA7emaJXRS8W3TWOx4exutpnooNBD96nn0iydRto/jXj6Mt32YbPso5dXjtFeP02wfp9g+Snn5KOXl4+QXj5NeP0569Tjp1cvUd7bpH16m273MsHuZ/uFluv2rzPcv096/THv3Mu2Dbbq9bYadbZqdbeoH21Q729QPr9M/vE7/8Crz/eus929y7O3y377NvngpTF/PTfucl46Wn+65IF2tYF3tUD3tCH3tSH3tGEPdOCP9eGODeBPDRBPjRAQi0dQk0dQkydQk2cw02cw02dws1dIi3doy87xN9nmb7Ivncy9a51y0zrl8Pu/qxYIbV4tvXUPeuVl679avHrM9e9j0/FHzy2ctts/bvkba90WbItW+Rpr9e7Lde5L9e7L9e7L918UH0t84irRDLvZ9LvZ9zvZ9isXfR9pXrk6fXZ0+uzgOKBwmnEO/s0O/s12fs32fgx3Z/gPR7n33+3ddb990vHnV/tpWsX3a9vpF++tfWl+/aH35rNLaPOb/Q6QZ6McqIk2RagjDLGPDdBPjTBPjbBOjbEWeIQxzjA2y/w+M9L8l4t9EmoFuqr5uqp7Op7+jyLOj3pBzCTrnErXPxWmfi9U6G6V1NurcmcivTfynNINPH02+1lQL1VALUVdVCFRTCVA9EaCmEqCmEqB6wl/luJ/KcZ8TR1SO+6gc9z5x3Ou4srviynylY27HfvqodMz12DFnXT0PD09MM05UWc36lNoRl9AUEVsdFl8THI/xja30iirziirzji73ia30i630j630j60MiKsKiKsOiKsOiKtU8I8r948tVQiKr4hIxsSk1idkNCWkNcal1sem1EUn1UQn1UQn1UUl1UUl1UUn18d+akxMa0xKa0xIr0/KbEzOakrJbk7Jbv6Ug03La8ksbM8qwmcXd+QiuwpKewrLiEXlJIXiCrJiUVJJQVX3lVUPlFd9Lq/6XFk9WIkZqMT0Vdf1YtvHO8m0rt7pTspkZ99IZ+9IJ2mwkzTURRzpJo4SyOM9lAlS3xS5f7JvaKZ3aIoyNEX6PEHsHyP0jRLIo92kkQ7CUFtnP66N0ojtacASGnBdDbiuuuaOmsb2msb2moZ2TH1bdV1rZS2uAoOtwGDLMdjy6uZvqnDlVbjSymZ0RROqvPHvIcsOlZTVl5TVlZTVoSsayqqayqqaSisbSysby6qbKmqaqutxNY1tDVh8A669HtdW09xa3dhS2YCrqGspr8GW1WBLMc1lNY3omkaUAqYBVVWPqqpHVdUiKzHISgyyqgZZVYOsri2prkFWYtBVNWVVVRWV5VUVqNqKkrqK4oaygobS/HpUTm1JFqYovSo/oyo/qzo/pyo/G52bXZKdWZiVmZ+ZmZeZmZOVmZOdlZaTm5yR6R8eERARGZaQEJ6YGJ6YGJqQEJGUlJiZk1GEzEZX5Bwqy0WXFaDQhUh0cQmyuLgEWViCLChC5heU5OaV5OSVFJWg0OjS6qqyhsZSXGspvhtD6m8cnm6ZoOOp3E66qAdY7hduD8/vjy9KJ5ZkU8vSqRXpxIp0dOng8/x+r3CHyNvEg4tYuqBxBqqbYNePM5vGmM2jzMbh2dqBySrSUAXhc0XXQHlnf1lHbymeUoqnVLSTKvFkTDu5Fk+pbSNXtvWUtXWXtRJKW7pRLT0lzV3FjfiSpnZkczuqqQ3d3FbWgi9r6Shrw5d3dFd0kyuIfRXkzxWUoTLyIJJAyWvrysK2ZTS2ZDa25Da3FuDai1u70HhiWSe5tIOExhPR7SR0OxnVRkK3k9HtZGQrsQjbXdDUmdvQnl3blolpzajGpVfhMstbMstwmaW4TDQ2HdWUhm78hKz/hGz8hGz6VNKcUtyUXNSYWNSQWNSQVNiQmF+XnFubklubmluTnovJzKvJzqvJya/Nya/NLajPK2rKK2rOL2kpROPzke15JR35JR1pmbi4xNrY+Pr4hObEBFxifHtiPD4+viMxsTMpqTM+AR8T3xYT2xQdWx8XUxMWjArxL4wKQcaHoWJDSmJDSmJCixMi0RFB+WEBeWEBeeEBeZEB+REBeRH+uWEB2WGBOWFB+WFBBSEB+UH+hcGBJRGRqKwcrK8f2tLSWUfLSU/bQ0/LV+ecv65WoK5WmJ5WmJ5WtIFOjKFejJF+rLF+rLFRrLFRrLFxnLFxnLFRgrFRvJFhHMI4wQSRaIJIMTP9ZGaaam6aamGSamGSamWWZm2eYWOZed4q65JN7pULhdcuFt+8grx5FXXrGvrujYp7t6oe3K15fL/h2UPs80e4F09aFE+tXj5te/Uc/+ZFp2K2pyLV7N732H8g2n8g2X8g2r0n/n2YfRdpZGc7ioKLQ6+Lfa+zPeX7MPuHkfY1zL6PNEf7PmeHw31LF6c+Z8deZ0eykyPZyYHkYNfjaEd0eE+wf0ewf9tj/47g8J7w1rbGxuI3R5q6uo+hQRzCMMvEONvEOPsw2BT7jYcl2te0+z/l2XeR9jXPUhUMdD/p637S00k5kqx4bKarnaCjFfe1DtM6E3XuzGFnx5lToadPBp86GXxKM+ikZpCmhr+Gmp+GWpC6aqCair+air+qokv+uK/KCZ/jyt7fKHkpK3kqK3n8mruy0kdlJTdlJVelYy5Kx1x++sn1p5+cjv1kr3z8taV1YFhka1buUHx6S24pJbUEH5HdFJTR4JdR551W45Ve45mG8Uyv8Uqv8U6v9U6v806v/1tpdV5HfNOb/LOwQbktIfntofn4kLy24NzWoJyWoJyWwOzWwOyWgKyWgCxcYFZLUFZzcFZzUE5TSD42rAAbVogLLcCGFmDDC3ERxa0Rxa2RxS3RqPbEyq7k6u4UDCEZ051S0/2ptju1jvCprjutviejkZTd2JvT0JvT0JtdR8muI2fVk7PqyZkNlPSG3vQGSloDJb2xJ62hJ62OkFpD+IQhJFcTkqsJKTU9qbWk9HpiRgMpo5GY3tCT3tCT0dCT0dCTXtudXktIxXQlV7THo3HRRY3RRY2RhbWRhbUR+ZiwvKqwvKrQvKrQ3MrgnKqg7MrAnMrAnMrA3Kpfya72z6ryzazwySj3Si31/IT2TEV7fEJ5pBz6mIx0T0a6pyDdU0rcU4rdU4o9P5V4paG809HeaaXeaaW+GeUBOZVhRXXR6ObYMlxsOS6mHBdVho1AN4chG0NLmkOKm8JLmiNQ2KhSXHR5S0xFa1xle1xVe3xFW3xFW1xFS1w5Lq4CF1eBi63ARVfioiqw0ZW4mKqWuOrmhOrGxKq65OqaT5iaNExNalX1p6qK5PKyRDQyEYVKRKKTSsoSitCxhejofFRkLioiFxWWiwrJRQbnlvjlIv3yUL65Jb55KN/8Ut+CMp/8Up/8Mp/8cp/CKr9ijB+y3h/V4I9uCEQ3hlXiYjCtMZjWhCpsYmXzp4rm9MrmzEpsdmVzdmVzel1bZmNHZisxs2sgnTiS3juaNzxbMsUupcG1gLgJlHTyV4eX96lbcmhHztuVC3blgl05b08O7coZGwcTSztDcxt9gkUCR9jOALEzzKYpWuMUtXGKWjc5VT06hvo8UNLXW9JLLukllVCIJZSeYjIBSepGErtQxG40iYAiEpDE7hJiV0lPF5JIKCERi3sIBZ0d2W24zJamjJaGjJaGjJb6DFx9Zis2G9+W29mVR+jJI5JyieTsHlJqZ1dCa2sstimmqTGqoT66sT6muTEOi43HtSS0tsa3tBxpjcO1xGJxsVhcTDM2or4huLrGv7zSC13hXlL6sRjtVoT6WFjqlo9yy0O55SHd8pAueWjXArRzQYVzfoVzXqVTXqVDToV9Vrl9VpldRumHdPSHNPSHNLRdWql9eqljRqlTRplzZrlLVsXHXIxHfr1bbq17foNnMc6zpMWzuNWrpM2zuNOjqNOjkOBZSPIu7vUpGfAq7vco7vcq6fdB9XsVkz0KCV757d75bZHoDt+MmltP3C7efnfzvv2Nu+9v3nl/+877n3+2u33jza3rr29ee33jqu2Nq7a3rtrevv7q9g3bW9dtb954deP6qyuXX1y59Or6tffXb9l+cAiIjql4aRtpZOBooOuqr+Olr+1noBNooBtuoBthoBtjpBdrbBCPMIhHGMYjjOIQRnEIRDwCEY8wTkQYJxobJSKMExDGCQjjRBNEsgkixRSRYmacYmaccjSDNMXCJMXSNNXaPPOCZfYlm7zL5/OvXCi8dgl54zLq1rXSn29W3ruFuX+n5vG9+if3G58+aHr6oOn5o+YXT1psn7W9foFXHMq2e9dj/67H/h3J/h3J7h1RsXB4T3J4T7J/T3T4LtIcP5AVD8mc7SjO9ofZ5mz/FfmQA8XFgeLseMShz9mhz8Wx38Wx39nhMOecHfpcnPpdHfvcHPvcnPrcnHvdnCm/4tTr5tjr5tjr5kT56Exx+NB0+Xzib440NW9D/ViEYZaJUbaJcTbCKAthmIUwyvgVQ0VW/YMYM9LPMtLLVCwM9dKN9NON9BUxlmqge9gVoq+TrKedpNhX1NVO0jmXqKMVp6MVp3U2VutM9LkzkWdPh585HXb6VOjpU6GnTgaf1AzS1Aj47p4tP3U1b1VVLzUVP9UTvl83D48reygoK7n/3yjy7PCY87GfnH/6yeXYT45Kx97/dMxW6fhLc2tPFw90aHJNRdt0acd4QkVnJBofVoYPQrYEV3QElrcHluEDSvGBZR2BZZ2BZV2HSgkKAWhCALpHIRBNDkSTA8rIAWW9geV9geW9AWUU/1KSfynJD030QxN9UT1+KKIfiuiP6vIpxnsWt3iVtHgjW3xQrT6oVi8kzqO42aOo2b2wyb2wwbOk0a8MF1jZGljVEliFC6zCBmGag2sOf4bU4sJr2iJr2sOrW0MrcSEV2OBybFBFW2BlR2BVV2A1Mbi2N7SOEl7fG9HwOaJhMKJhKLxhKKRuIKC616ec6FNB8Kkg+FZ2+1V2B1QRgqp7QmvJEXW9kfV9kfV9kXW9ERhyaBUxuLw7sAwfUNruh2rzRbb4odr8UG3+6Ha/UrxfaYdvWYd/Rbd/NSGguse/mqDgV9njXd7tVdrpie74iGz/WNL2saTNtbjVtbjFpajFpRDnUohzLW51K2lzK25xK8a5FmNdiprdSnAfkS3uyHYPFN67rMu3siekri+2dSy2bTy6bSyydSy8ZSwUOxzU+Dmg7nNA3WBo40gkbjyqZTwOP53YTU0i0JIJtJRuhVmF5O7ZJMJsAmEmtnMqumsytnsqtmc8gTiWRB5N6RtNH5zI+DyRNTiVMzKVOzKZNzKRPzxZMDRVMDidPzCV2zuVRRrPJE5kECczSFNp5IlU0ngyeTyJPJ5IHE0gjSeQphJIU/GkyTjSdBxpOo5CSxhgJg2BScNg4jD0aZSbOSkqoM4XUudLZsTIKWHZOL9inFc1xq0eg6vHoNIZQRlVXMZaKoW/IAVbKPFm2cJWzep20+YufnuPsLXXv70/vStjH8jFB3KJVL68J1/aly9I5XNSOX9Pytrco61tz6x8mVxcGVtcHl1YGllcGlxeHFhe6Fue610Wdy8Lu5cFhGUuYQkiLkM9S2DPEkhaBMlLEHkJIi3BpBUeeYVHWT5EXhKQF/mkBR5hHuoSAx1iFl7MaBfRWwW0Vh67hQu0cMFWPrdVwG8R8luE/CYRv1HIrReA9XywlgdguKwqmFnJZZdDLDTIRAK0Yja1mE0tYs0WMWcL6FMF9Kl82mTOzFjGxPCnkcGEoYG4wf7Yz/0xA30xAwMx/f0xfX1RFEokmRxO6Q+jDIRShkMpwyHkkWDySCBpJJg4EtIzEtQzEtgzHNA94tc17NM54t0x5NH22b213xVLcWok2tcR3lV3vSxr/6W07Vlp+7NS/LNS/FN0+yNkx0Nk58MSwsMS4gMk5SGq9yGS8rCU8qiU8riU9LS053lZly2q9W1pexCOnEgcs/WN0r58X/vCLcOLd40v/mx+4WfLi/cvnL9vY/2zpdVdC8s7FpZ3LC1uWVveVrCyvmNhedtYqTWCAAAgAElEQVTE5DrC5KaF+T0T8yuW5298sAsNDim4ezsMYehibOCFMAw0NQo1MYo2NY41RySZGSeZGiWbGieZGSeZIRLNEAkmJgkmJgkmiCQTRLKpSYqZaYqZafLhVqTJJzPEJ0WkmRmnmJskK1iYpliapikmul2wyrlglXvJpvCyTdHVC4XXL5Vcv4S6ebX0zo2Ke7eqFR7crXl8r+7J/YZnj5oUQ87evMS/f/VtN1LB/h3R8T3J4T3R8cO3h2pfI+3vOduTnOyIzvYkBRcHsrPjke/qtu8LOFfnfjen3iMUN2eygrsLxd2F4u7cd8il18O1z9ked/3yp98aaWpq3obfbzwafmv9QBhmHYVZlrFBtpFBmpHBp2/0PxnqKfoYUwz1Uwx0Uwx0kw30kg30EvV0EvW+21HUPhenfS5a62yU1tnIc2cizpwOP3M6/PSpsNOnQk+fDDlzMvS0ZtApjYCTCuqBJ9UDNdX8NNX8NNT8NFR9NVR91VW81E54qqh4nDihuFPKVVnpiLLiGg4nZSVnZSVXJSVnJSWnb3/6jeIomIvSMedjx5x/+slZ6ZjjsWPvlZRtlY7/onHS1tLa94NnYWQ6PhMzlFLfX0CZKR0FSseBxlF+85igdYyHHeM1jnGbR6HmUah5DG4eg7FjEHYMxI6CTaNg0xjUPMppGmE3DLPrh1mNo0DjOKdxjNMwBtSNsutG2HUj7NoRVs0ws2aIiRli1Awza4YZNUN0zCADM8ioHWHVj7BrR1iYQUbVALWyf7a8b6ayfxYzSK8bYdaNsupGmXWjjLpRev0Yo3GC3TTJbpoEmibZzZOchjF2/SizboRZP8qqH2XVDDFqhuh1o/SmKU7DOKtxEmicYDdPQc3TcPMMFzvLb57mNUzCDRNw4yTUNAU3TEK1Y0DtGLt2DKgdZdeNAY2TcPMUv3GS2zABN0xwmya5TZNw0yRUPw7WjQF1Y0D9OKd+nFM/DtWPw3XjYP0Et2GC3zwtxM6IGif5DRO8ujGobhyqGwfrxqHacahmlIMZBqqGWFVDrMpBVuUgs3KQefSSXfmZXT7AqBhgVnxmVg8B1cPsmlFO/QTcOMXFzvJbaMIWmhBHE+JoomaqqIn2lRhHF7UwxDi6CM+e7wAknZyFTkDSwZ7vYM93sCUdbAmeJcGzJO3MuVaGuHmW38aUtDHn8ewFPFuCZ0s6OAsd0GIntEDgLRNFa0TRGlG0ShSskPjLJP5yD2+xhyshwPMEcK4TnMOD4i7BEp63gJ9baRct43jzOJ6kTbjUJlxu4S+1CJZbhSttojW8+Ev33AZxfosk2eqV7PQv7A0s7n9e2h9c2h9c3Pss2emf3+qf2+qf2xyY36IsbpOXdntWD7o3ZJ3b8q4defeevHdfPiiXT0jl01I5XSaH5HK+XC6Wy+fk8kWZfFEmX5LLF2Xy+QO5aF8uOpDx92X8fSn3QMo9kMLSA0h6AEr3YdkBLDvgSPc50j22bA+Q7nIOdjkHu+DBLrS/DR/scvd3ufu73INd+GAHPtgB93bB3V3O7i6wvQ3sbAM72+ztTdbWOnNzjbm5ythYpW1szK6vT69vfPNlY2p9Y2p9Y3J9Y3Jjc2J9c2x9Y+TL+vDa+tDal6G1L59X1/pXVvqWl3uXlnuXliiLi5TFZfLCUs/cQo9YQhBJOkWSDqGkQzSPF4rbBKJ2Bb6onS9qE4hb+aJWvriVL27hiVv54ha+uJ07386dx/MkeJ4Ez5W0cyWtkKQFnsdC4iZQ1MgR5rN43oRBq/JW3cKmU3nNJ/LblPPxxwtbjhe2Kud3/zW7469ZXcdyev6SRfgpp+dYTo9yDkk5m6SUTjyeQVLJIKmnEzTTuvQzWh40Tr6vJGk5RPz1su2ZK8+Nrj61On/PxuaetdVta6s7VtZ3LK1vWVjftLC6bWF1x9L6rqX1XQvr2+aWt0wtbpha3DS3vG1ieRNhefPq9bcfPVKcnTNtrF0N9B1MjH3MTYJMEZGmxlFmiDgzRLwZItHMJNHMNNHcNMnCLMncLMncLNncLMXMNMXUJNnUJNnUJMkEkaR4tGZmkmyGSDJDJJkjDsPMwjRFcSmXtXmajUXmBYusixZZlyxzL1nmXbYquGJdeNWm6Or5kusXkDcvoW5dRt+6jL59pfT21bI718rv3ax6cBPz8E7t04eNzx41PXukKOBwr35pf/MSf5RzXR9ed9m/6bJ/0+3wluDwluD4luD4juD4juD0nviV83uy8weS8weiqx3JxY70fbC5OJCd7ckuDmQXB4ripYsDxdVRodfFieLqfBhprs5kV2eymwvFzZXi5kpxdyF7uFDcXcjuLiQPN5KzA/ba5d98E7+qqpci0v62Q+RXsoz0Mg31UxQN/Yb6yYoWf33dJMVB6V/33Mdon4vROhPz9bjY6ZORisPaJw93Eb9do6WhFqCh4q+h4qeh6quu4qOh6quh4q+h4q9IMsUv1VV81E54qp3wPBok7aqs7KI4sKys5HJ0B4ejkpLTt1umlFz+d75d3nHMQUnpg7KyrZLycyXlJyqqz6/cD/vgXRKc2fqpcbB6ijewtte/JqWuymirMvaKjPVFRvsio69KGStS2qqMtipjrEqZq1L6spS+IqWvSRlrUsaqlLp6oDC7ejCzejC7ekD9IqV+kdI3pLR1KW1dqnhJW5fOrh1MLe9NLu2PzW8PizeHxZtjkp2p5QPaupS+Lp1dldLWpTMrUuoXKe2LlLomVXwVbV1K3/hmdk1KWz98A3VNOr0inVmRzq7uU7/sz6ztff9O+qaUuiGlbshm1mTjS/u0DRnti4z6RTa7LqNuSGkbUtqGlL51ZFPG2JIxtqT0TRl9U0bbOLIppW9JGdtS+paUdvh76ey6jLouY27LgD0ZsCdjbis+ePSdmzLFYnZdOrsunfkinV6VTq1Ip1cPF1/XM2tS6vrhBxlbMvqmjLohm11X/AtltE0ZdUtG3ZbRdmX0PRl9T0bfldF3ZbQdGW1LNvPlYGJlb3rtgLopo2/L6Fsy2tFnZ77I6Fsy+pZ0elU2urA/PLcztrA/vSajbslo2zLGroyxJ6Ptyqi7v/7OHRlj+/CrZrdkY2u7w1/2xrdl4weykR3Z0LZ0ZEc2uisb25ON7cnG92Xj+7KxPdmUVDaxI5vckk9vyalbctq2nLYtZ+zKmfty9oGcfSBn7X9DlcqpMvmkTD4hk4/JD03K5VNyOVUup8vlHLlcIJcL5XKxXC6Wyxfk8gW5fOnIglwukcvn5PI5uVwsl4vkcr5cxpNJ+XKZQC4TyGWKl7BcCssOuNID7sE+d3+Pv7/H398TH0jFBweig33B/q7gYE+wLxXsywT7Mv7eAX9PKtiX8vb24N1teHcL2t6Etjc527vs7R3mzh5je5extcva3mNv79E3t+mb24ytHebOPmPngLZzQNv9hrp7MLO7f2hnf3p7b3r74Dv7U9vSmV3ZzJ5sZk82tX9oek82syeb3pdNH3wzK5VNH8ioezL6vowplTGlMpZUxj4CHC0o+weZHLFpFf6/4kt+iEX9t4Tqf0qs/efkyn9KqvynhMbfxTX8Lq7pd3HYf4rH/XMi9p8Tsf8Sh/uXWNy/RLX+a3Tbv8Xg/xjT9qeY1v8VXqWT3WmHHf85s/HYbUdly/taNvcQpjdMjK8ZGVw0NLiob3BBV99ax8BKR/+8rsFFA+MrhoirxqZXjc2uGpleMTK5Yoi4bGByVd/kqjHi3s2bDo6Oqffvh+rpvdfVcTHU89LXDdTTCdLTDtXXCTfQjdTXizTQjzIyjDkSa2QYZ2yUoNh+PNqETEAYJ5oiksz+juVhqqVZm2fYmGVctMi6aJFz0SLnokXeRYu8y1YFCldtihWunS++dr5E4eZF9M1LpXeuVdy9UXn3RuXdm5X372Ce3G94/rj52bdbhrGvnmJfPcW9etry+hnuzfOWdy/bP9jiHd50Ob7tdnzb7fiW4Pi2x/EtwfFtt9P7Hqf3PY4fer6v2L4v4BSpdhRplH8Qaa5fI410yJXo4UZ0dGi++tsjTUXFVV8/wsgg5ahx/9cMUo30U430PxnoJRnoxRvoxenpxurpxurqxOjqxOhoR+toR2trRWprRWqdjTh3JvzsmbCzp8POnlYcbQ47aqYP1lAP1FA7nJD53U9vdVVvdRVPtRMe6ioeaifc/4bq8Y+qx92+On7c8fjxo0sRDy/d+MeUlZ1+A0clJXtlpXdKx17/Ven5X356qm1o//R1+sfQ6rBMbHoNqYc6N7sgZfC+MHlrHO4ihysCYJADcUCIA8EQBEMwxIUhGOSAIAiBEASBHAjkgBAEQjAE8wEOl83hsUEeAPEBiA9yRRxYqAByRRBPPDXLaG7pyMwpjktICwyOCgqJTkjKQJZiunr6qXQQAEVcwQLEm4e4c8OjM9iWrs/DExBXBPHEbA4P5s8x2DCRPNDY3D42QQdAEZUBtbQRunv6qXSQxeH2Dw434VqHxyY5MJ8D8yGID8E8mMsDQai/tx/bjJ2ZmuFDPD7E53OFQr5YJJhj0tk93aQ+Sh+fJxAJRBPj47U1mJLiYhSyBFWCLClGlhSjS1EVLVj89CSNSef0dJPL0BXIYjSqpBSNRGOqMN1d3bMztDmRRPGdQt48BPBZDBAGBQLe3Fc8SASDQgUWExgZHpqanOBxYQjk8Ljw5MR4XW1NWSm6rLS0FI0uRaNK0Sg0CkUk9MAQLBQIhQKhSCgSi+bmxfMioWh2Zrq+rjYlOSk6KrKosGBsdGRBIhHwBCKhSCQUi4RioUDIYrAoZEpBXlFCXFJocHh4aGR6amZtTUMvZYDP4y/ML0jmJHOiudGR0a7OLuosVSwUz4vnFZ8V8AV0Kr2zo7O/f1AomhfPLUxP0zCYOiSqDIkqQyHL0cgKhU58D5sJcdjcHkIvkdjP5Yrn51fm5pYVw77n5pa5XBGR2F9RUVNWhikrw5RW1KAra8pq6ttIlBmYK1xbl2xtCw/kYtm3JJPI5ZKjDFuWy5fl8lXZoTWpfPVAviKVr0jli1LpglQqkUnnpbL5A5lIJhPJZEKpVCCV8qVS3sEBd3+fu7/3NdIEe3vCvX3R7q5od1u8uyXa3hbv7Ii2t4VbW+LNLfHmlmhjU7ixKdzY5G9sCDY3Betb/LVN/tqmcOWLeHlNvLgqlCzzJEs8yZJgcUm0uCxaWPnenORXRPPLovnlb7+ZVwxAX15YXFlcXFlYXJYsLxxZWlhZWVhZXlxdVpwlWfmyurqxtrK+ur6+sbW5vbW5vbO1s721s725vbu5s7+1e7C1K93ekW7vbGzvQctrEZ09uqHZ/90H/fuA+n8Oxv4uDPe7MNzvQ5p/H9z8r8HN/xrW9PvwhkMhzf8agv1DUOu/BeP/PaTzh9COH8I6/jOs6b/Cm8xyCE9qJkx88v9y/hdV87tGpteMjS7pG1roGZjpGZho6xmf0zM6p2+qZWCubWihZ2Kjb2ptaG5jYGatb2alb2ZpYGKhjzA3MLQxMLzw4IGzk2P8pUtOZ0/bap3+oH3GQ1fLW/dskN65YL1zwXpaYXra4bq6Ebq6ETo64bq6Efp6kYYG0UaGcX8DYRRvYhRnYhRnahz/lblJooVpkqVpspXZJ2uzVBuzNBuzjPPmmefNM8+bZ503z75gkXPRIueSZe4ly9zLVnmXrfIuW+ddscm/YpN/9XzRjYvIGxeLb11G3r5Seudq2c/XK+/frPo6lU0xmO3RXcyjuzWP7tQ+vlvz9F7t8wf1L580v3qKffNL63tbvP3rLvvX3favuxULx7c9jm97HN4SFMGm4Pj+cP19sP1NvLk59bo5Drg7Dx1yobi79Lk7D7k7D3i49DvadVy+kPXbI81FVzfMQC9JQV83UV/ncMPQQC9RXzdRVztJVztRRytOWytK61yEwrkz4ecO0yvs7OnQM6dDT58KUTwGO6kZeFIj6Oi2/iANtUB1tcCjGSveKie8VVWOqHqqqnioHndXPf7xKMPcfp1q30ea69c8U1Y+Si/lf0BZ2eH4cafjx53/bxyVlR2Uld4pHXvzk9Ivfz32/Lj6M4uLPk/t0j1iKiILsYW4gUH4yyy0TIOXmaCYAXCZAIsFsNgAiw2wAA4b4nAgDofDBkCAw+FwQA7AYbPYLDabxQbYIBuAWGyYxYKYLIjJglhsBZjJgphsaGBwtLAY7e0b4Ojo4eLq5e0THBAY4esf6urm4+EZkJeP7O0bhmExX7DAgYRNzfi4+NTWti42hwdzRQDIA0DezCyjsrouPiGtm9DHgURj47PJKVlpGflDI1PTM/SKqurI6LhmXCvE5YMwDwRhDgcCAIBGo9fV1sXHxREIBB4EC3kCLsznwnweVzjQP/QpOa2woIjDBnlcfldnp6+Pj7Ozk6+vj7+fv5+Pn79fUFhIZEEecmhwfGJsNjsrz+6Dk5eXn7eXn6+3r4+3b0BAYEF+8ejIBMjh8XkiPm9ueore3trVRxkEAR4XEnEhIQwKQQ4fBHgAmwuwuQP9AxXlZe3tbWwWk8ViMBl0HLbZx8fbydHBw/2jr4+Pr4+Pt7eXt7d3WWkZbZYGcQ7/y8CFeXwun06ll5WWenl6enp4eHi4u7g4x8fFEXt6YJDL4/IFfCEX5n8eGMzNzvPw8PJw9/bx9g8ODAsKCPH29HV2cvPx9m+ob5idoQoFIpADYaowMdExHfgOGOJyIR4EwiAIgRx4oP9zVmY2BlMHwXwuT0gk9np5+Tk4unh4+Pj6BPr5BPn7Bvn7BOVmF/ZRBgf6hrMy83NyCqen6UKhhMsVi0QLItECjyceGZ36lJrl7Ozu7x8SFBQREBTuHxweEh1bWFYxMD3DX16d39wS7snm5HKhTC6Sy+flcsl3ldnfRppMviqVr0jly1L5kky2KJNJZNJ5qXTuQCaUyoRSmUAq5R8ccPcP4L09aHcX3tuDdnbg7R14e4e7tc3d2uZvbQm2NwXbG4LNTf7GBn99nb++zv+yzv+yzltb466ucVfXYIWlNXh5DV5a4y4s8+aXBPOLXJEEFklg0TwsmuOJF3iiBa5Q8hX/OzzBPJc/9xVPMC8QSoQCiVAoEYkXhKJ5oWheIBYpCOfmhHPzovn5Ocn8/KJEsrQgWV5cWFleXFleW/2yvraxub6lsL2xvbO+vbexs7+xe7C5I93a3d7eX9mX4QSSV+VdykHl/+6P+bcQ7O+Cm/8pBPv7oMbfBzX+IbDxDyGN/xrW8PvQ+v8WUv+H4KZ/C8H+ENL2Q3D7jyEdP4Z2/Bja8aew5j+FNKhHYm6U9P1SRNR74atmfd/Y7Lqp6TUjhJWRsaWhsZmeoYmOAULH0EzH0ELPxFrf1MbA1MrQzFrf1ErfxELPxFwfYaZrbKqnb6mra2lpcd/eLsrOLtHCzFX3nJ2xvp+xfgBCPwKhH4HQjzQ2iDY2iDEyiDE0iDbQjzI0iFaUa4YGsYqK7Stjw1iEYQzCMMbEKPZrtpkhEsxNEg6HA5imWJumWJum2pil25il25hl2JhlHQVb9kWL7EuWOZescq/Y5F2xyb96vvDq+aJr54tvHk7fRt66jLp9BX37Cvr2ldJbV9AKt6+g71wrvXOt7O618rvXy+7dKH94u/Lxz5in92qfPah78bjR9gnW9gnu1VOc7RPs6+et7160v3uBf2eL//Cmw+Fdt8P7bof33fbvupzsepztiQouDkQXB5KLA8nFkeTqSHZzUqB8dB5wdx50dx70cBn0cKV4uPZ5uAy5u/R7uPY52uEvX8z8rZGmpGR/9qy/jnasjlaM4onXuaNbE7XORp07E3XuTPS5M1Fnz0SePR165nTImVPBZ04pBr4EntQMPHVSIeCkpp+mhq+mho+mhreGhvd3s9P81NV8VVW9VFU9j4ZTf+fER9XjLqrHXdROuKqpuKkedzm8a+qI6glXxRtUj7soxokpH7f76ttQsb9x3PE3cFA+bqes/F5Z6Z2S0islpZc/HXuseebNhTshrz1zfJOrI4ubMX30Se7iFLwwA3BnWQCDyWAx6QCTDjDpHBYDAugQwOCwGCCTATLoIJ0K0mcAOhWg0zh0BkBnsuksNp3FpjNZNCaLxgAYbJDNARis4YHB7PQsTzf36PDIhpqGbjxhqG9oZGCkl9hbW1UXHxXv7uKR8Slj5PMoD+Sx6Zy66rrI0Mjm+iY2ncVhAQCDDTDYs5MzqCJkeHA4qYvEhwQzE7OxkbEpCZ/GhyfoM1RUcbHnx491GAwfhrkgCHIAkMOGIYANMCqry339vfGdbTwuDMMQBMMQxIW5AkrvQFBQaGZmLoMJQDDc1d0dFh6RmZXdju/o7Orp6CR0dBK7uykDA+M0GjgyMhMf/8nHJ6izk9TZScTju5uxrWlpWd7e/rm5BTMzTBgWwVwRiTwQG5ucX4CcmWVCkBAEBRyQD3B4AMBjMiEqjV1RVekX4FNeWcpk0+lMKp1BrcZU+/n7ZedmNzU3t7a14Ts62/Ed+I6OoaERGOTxuUI+Vyjgifg8ERfi9/YOhEdEx8YldhNIA5+Hy8qqQkLCyyuqqVQ2CArYALe/fyQxMc3JyT0sLKahoZlM7h8cHB0aGushUsorqqOi4gL8A5oamyEOxGQwUSWooICg9tZ2DsgFODDAgTkglwNySeS+qKi4okIUncqGOPzuTtJHV6+4mKSmhhZ8a2dHaye+Bd+Obe8j9VGnaAN9gzFRcYnxydPTVB5fxOOLBAKxQCDmC8QDn4dj4xKjouNa2zpI5L6eHko3gUSk9A+PTzI4kHhxefHLumh7d1EqmzuQLsi+7TF+H2nfW5IdWpDJJVL5nFQmksqEBzLu/gG8tw/v7YM7u5ztHWBrB9ja5mxuA+tb4PoWsLbJ+bIFbWzB65vwxga8sQ6vrUGrq9zVVXh5BV5cgheXoIVFzsISIFkCJcugZBmeX4YkK6BkFRYvc0WLPOE8VzDP48/x+HM83hyXNwfz5iHePMybB7lzEHcOhg9xufNfFwo8noTPlfDheT48z+dKYJ4Q5glgroDLE/J4Qj5fLBBIFDknEktEYsmcItkWVlYWvnxZ2vyyvLm+vLmxsrW5srWzsr23srO/uitb3ZWv7cnX9va2ZPz13fJB1s+JVSe8S/6XT/kf/Jr+4N/87/71/+5f/6Nf/Q/+dT8E1P0YWP9DQN1/D6j9U0DdfwY2/Gdg058DW/4U1P6n4I4/hrb+RzD2fwZVnUvEPa4YephUfubuGwOz62bmN8yNLc0RlqYmpkZGxoZGRgZGpgbGZoYIC0OEhbGpubGpOcLMzBCB0Dcy0jUy1jEy1tVH6Oqb6hucv3LlxYf34S+eR1uaO1kg/CxNAi0QUebG0ebGcWbG8abG8SaIeEUf/+H2o1GskdFRZ/83MQjDaBOjGAVT41hT41gzRJzisZy5SaKlaZKVaZKVSYqCtWmqjVmGgqJuu2CRddEy+5JV9mXrnKvn865dKLx2oejGxcIbFwtvXFQEW8mtK8jbV1G3r6LuXCu9c6309lXUnWuoO9fQd6+X3r2Ovnej9MHtcoWHdyoe3a18/HPV45+rntyrfHq/6vmjmpdP6l4+rbd9Vm/7S/0b26a3r5rf2ja9e421e9di/77N7l2r/fs2hw/tTvYdzg6dLo5drk7dbs6Ejy4EN2eCmxPxozP5owvF3YXy0bX7o0uPuwvF3ZXs7kp0tMddvvSb20P+8pe3p055nTsbfu5M+LnTXwuvsLOnw86eCj17KuzsqfCzp8LOnAo9fSpIkV6nTgacPOl/mGGavic1/U5q+pzU9NHU9NHQ8NJQ99RQ99JQ99ZQV8yk9lZX81ZV9VRV9VBR+XhI1V1F9f9HpClyyP6r48cd/jep5vjbOJw4bq+ibK9y/IPq8Q+qJ16dUHmha+by8G2SfUBBYEb9p2oSYQKe4K5NccRTLHiWwaIxGAwGg8mgs5h0FpPGYtKZDAaLzmDRGGwqjUWlMqlUJpXKoNIYVBqDSmdQ6fRZmgKTxmDRmWPDowW5+R5u7skJSb1EMosOsBgAm8EBmBw2g8OgMj/3DVWgK1HF6H7KZ4DJYdJYNVW1oUFh9bUNdCqDQWPSqQwmjTk9MV1SWBIcGNrVQYBB3sTYVHhoZGJc0ujwOHV6Fll0GGkwCIIAALDZbBaLw2Ix6bSK8jIfb++2lhaIw4EUu6YcGIL4vb0DQYGhmRk5dDoLBOGuLkJ8fGJjQzMAgBDEAwAIYHNBDh8CRSBHODw0GR+XEh2VAIECGBIqzkr39Q1GRcZFhMeMj01zYSEE8ltbOhzsXTw9fHsIFA6Hx+WKAIDLZsNsFsRkcAYGRiKjIn958SwvL4dOp7IBJp1Bq6qqDA8Pa21tYbPZbDbAZgGH1RIIQSAX5MDQEQ4b7OzoDgwMLi5GMhgsGOaPj091dRE+DwzR6QCbDY2PTedkF7q5emZn5Y8MTwBsCAJ5IIfLAWCADTEZbAqpv7CgsKmhiU6js1nsUnRpSHAIvr0DArkAAAIACAAQAEC9vf1RUTF5uYWz03QOG+7qIHp5+BXklUxOzLIYAJPOotEYVCqDRmMwGKz+vs+xMXEJ8YkTE9MQzINgHszlc3kCHl/4eXAoLj4xOyefxeaI5yQC4RxPKOYKxVzxHHduni9ZEC+vCDe3JXvS+b2DBanssB9E4SjYFuXyxaPnaguKMJPJ56VysVQuOJDx92W8PSm4s8fe3GFvbDPXNuir67TlNfryGn1pjb60ylhcpS+sMJfW2CvrnNUv4OoauLoGrqxyllY4kiVgfhEQSwDxPFs0zxJJGMJ5lkDCEkgAgYQtWGAJFzgCCcibB7liDlcEQkIOKOBAAg4sAmAxGxazoUMA+A2bI2RxhAAkBiARAAo5oAgCRRAoAjkiiCMGQB4b5LI5XIDD5XB4HJAPQgKIK4S4Qpgn4vJEfP6cUDgvFEnm55YX51cX51eXJGsrC19WF9fXFtfXFzc3lrZ2l7b2V7wgFUgAACAASURBVHYPVnb31g++bMunJDtxrSOI8HIlj4IffGp+9Kv70bfuB9/aH3xqf/St/dGv7j/86/7Dv+6/+9X8ya/2P/3r/xzQ9D8CcX8Obv9zcMcfQ9t+DMb9GID5S2itdQ7BoarvinfSObM7uqa3TY0tTYwtTBCmxkYIQyMjAyMTAyMzQ2NzI4SFEcLc2MTc2NTMEGGiZ2ioY2CobWCkq4/Q1TPR0bXU07v0810HV+eMxw/DrU19zpsHXjCPOW8ea2OeYG2eaGWWZGmeaGEWb24Wb2YaZ24Wb2Yab4qINzNJMDNJMDM9ZG6aYGEab46IM0fEmiNizRFxv1qbJFiaJFqZJlqZJFsflmuKVEuzMUuzMUs/b56hcMEi85JV9hWbnCs2eVfPF1y/WHDjYsGNi0U3LxXfvFR860rJ7avI21eRd66h71xD376Kun215PDlddS9G+j7t0q/9+C2AvLBbeSD2yUP76Ie/Yx6dA/18D7q8QP0k4foxw/QTx6VPntS/uxJxfMnFS+eVb38BfPqZc2bV3XvXje8f9tk/wHraN/i5NDq5NDu4tjp6tTp5tzl6tLu6ox3c+786NLp6txu96H20sXffCHWX/765uQpj7OK8utk0BnNwO8EHToZdEYz6NRJ/5OafodO+mhqemtoeGlqeGtqemtoeGpoeHyj7qmu5qmu5qmh7qVYqKl5qqq6q6i4qap+VFP7qKqg6qH69Qrgw4uAXf8m0tROuCqonnA9oeJ0/MSvK60Tjl/nQf+as4rqb6Km4qKh4qKp4npSze2UmoOG2nv1M68sr3g/s/v0MboyqqCzoH5wgPlllr8xzhJPMKAZBkBlsKg0Oo1Op9KpVDptlsqYnWFQp5nUaTptmk6bptKmqbPTswozXxdTM9QZ6tTEVCuuNcA/MCIsorurm8lgsRgAdZZBnaFTZxmz07TZaRptljEzRR0eHJ2ZojLpbNoso7qyJtA/GIOpn5mlz1IZM7N02ixjYmyqIK/I3z+ota2DxQaHhsdCQiPi4hIHPg9PTU4jC0s83D7WVlcDbBaTwaBT6bRZGpPKoE3PlqPK/Lz82nF4LgeC2CAM8kAAhkDeQP9QWEhEZno2k84GOdxOfHdMVFxDXRObyQE5XBCAQYAHcQRcSMiFhKPDk7HRibHRiWwmBAJ8GBTwueLJ8dmUpPTwkOjx0UkuxAcBuKkB62Dn5GDnhCxGT03McCE+hw2xGACLyZmdprVg2zw9PH95/jwjPX16apIDsOk0anVVZUR4WHtbK4vJ4rA5HDYHBmGQA4IckMPmACzgez3dPSFBIUmJyQP9A0wGk8VgMehMFoPFZoG0WUYLts3X2z8yImbo84iAJ4I4XIAFMulsBo3FpLM5LIhJZY4MjYwOj9JpdDqNUV5aHhIcgm/DwyCs+Ks5AIfD5vT19kVHRedm501NzDDp7Pa2Tk9378KCksmpWQaTTWcwZxj0aQZ9ik6bptN6+/pjYmPj4hNGx8bZAIcNcEAIhrk8mMsb+Pw5Ni4+Ny+fxQZE4jmeUMwViCChCBSJOWIxODfHXVjgrq7Pbe3Nb+9Jdg8k+9KFfdnCgWzhQLYolSkCbF522A8ilh0SSeUiqVxwIOfuy6BdKWd7j7WxQ1vdoC6tzS6sTs0tTQglk0LJlEAyLZBMCxdmhAtU8TJ9foUuWWYuLLMWltiSJdbcIlM4zxTMs/hzTP4ckz/H4M3RuGI6PEeH5xiQmA6J6bCYCYmYoIAFClmgkMnmMQEeg8Olc/g0jpDGEdKPMIBDdI6QxhFSAQGdI2Rw+AyAxwL4ACAAAAEACDmAiAXwmGyYyYaZLJjFgtkAlwVwAZAPgHwAEnAggeI2GS5XzOfPCwQSkWhhTry8MPf12usvSwsba5LN9cWtzYWtrcXtgy/S5S1ZLyxxKCNqeef8yafsvwIxf/Su+dEb84N39Y9emB+9av7Du+aPPjV/8sH82bfmz751/yOg6X8G4f4ruP2/gvF/DGn/Mbj194GN/xFUpxrV8AhFtkN1WT32VDW8a6hvYmRgamxkamSIMDI0NjIyNTIyNzIyNza2MDa2MEZYGJuaGyJMdQ2MtPUMtfUMtHWNdPQQ2roWZ7Uszcx+fvs6ysUx49aVsAsWfpctYi5bxV22SrpsnXzJOuWiddIFqwQbqwRry3gbqwQbiwQb86TzFsnnLZJtLJNtLJNtrFLOW6VcsEo+b5FobRZvZRpnaRJrgYg5EmtpEm9pEm9lmmClqNVMk6xMk61MUqxNP1mbfrI2TbU2TbU2S7UxS7UxS7tgkXHZOuuydc4Vm9yr53OuXci9dqHg+oWCGxcLb14uunWl+NaV4ttXS25fLbl1pfj21aLbV4vvXEPduY78+cahezdR92+hH9wufXS37NHd0sf3UE/uo54+QD5/jH7xtOzFs7IXv5S9fFGu8Opl5ZvX1W/fYN6+wdi9r3N0aHJyaHZ2xLo649w/tgcGkEND+sNCB8LDPkdHjsRGj8bHTiQmTCQnTaUkTycljicljkdFEZ8++80bj3/9f16e0nA9dzLojGbgaY3A0xoBpzUCTmv6/5rfGU3/0yd9T5/0PX3S7/RJv1OaPqc0fU5qeGtqeGlqeGmqe3xPQ81TQ9VTQ9VTU91LQ91DQ81DQ81DXc1dXfWjupq7hpq7mupHNdWPaqru6qofNVQ+aqp+1FT9qKHyUf2Em4bKRw0VN/UTruonXNVVXNVVXA/XJ1xVVZxVVZxVTzj/v8zdZ3Qc52Ho/XPec3KtXixbjpMbFRK9A+xFsmXZcuIkfpPY1yVSbHWxoPfeGwH2XsQCguhlsb232Z3ey+5sRQeJvguAoigSwL4fFqQoRbaVm/uec8/5neUzM4sl+WX/+8w8s9j06sFNr6ZvejV986b0jZ1ftXlT5l8UsTkrYnNW1OacmM05MZtzYiNy4jZnxEYcjIj8ODE1/R9/1fxe3uWCFmnDBeV1NYt450nfLO4YoQQvzbsY3snyTlbgWV5gWYFlHRzrZFmeY3mO4cJYhmMZnmV4luVZlqdolmM4BEYunr9YkFfQdrWNwAme43nWwTICS/MszXOMwDGCgxedgsspuARedDk9osPd291fUlTW3zPo5EVRcIefQOL0uTMXigvLlDKNR/RjMFlRVtNUfwiywQzFXL50OSsjq6erx+UUnbxDYHme4QSG4yju+pXruVm5vZ29JIoTCE5gFIYSOE7K5cqSkrITJ047RY/H41cqteVl1RcvXDGb7SCIoiiBwiQKEzwnjo1OEhhdX9tUUVYjcG636HfyXoH1yIc0FWW1x46c5llxbGTKLXpvtHcV5hdXlFfX1zYqZCq36PV5hkWH2ym4QBt8/tyl6srq3JzchvoGDEH9Pr/odHZ3dVdWVN5ovwFYAQSCUARBERhFEI5lR4aHR4b9Po/H6/F4PR6f10OT1KcXPy0pLj1z+gxgBUSHKDpEl+jyuHwszV+6eKUwv7i3u9/rGfa4fD6P3+v2uUT3l5wu0eFwCoJTEDiGuXGtrTAvv6O9HYVgFIIRCEJAELbb5ZKhmsqq06fOUBQjCE6lUp2Tk3f06DGD0QTYQavNZgYAo8UCYxjD8QAI1jc2NjY1Yhjm9Xp9Xr/fPzw8PDI2OoYiaGNj09Gjx2yAnaJonKRQkkQYmnA4hOFh79TU6Ozs6GLg5spn03e+mLl7f/aL9dkv1mfvhWZXQ7OroZlwz9ZDN9dDU+uhybXQ5GpoYjU0fi80di80cnfNd+e+d+ULd/COc2GFn1vibi0wU7P0xDQ5epMcmSKHp6iRm/TITWb0Fjc+w0/OClOzjqkZx81p8eaMeHPGNTktjt10P+AafWhKHJ50+CcE/6TDO+70jDk9Y073qNM9InpGnN4R0Tvi8o2K3hGnZ8TpGRG9Iy7PiNs74vaOuB4hekednhHR86Be7jGve0z0+pxur8vtF8M8ftEz7PGNesP8o77hMf/IxPDo5OjYzfHx6cnJmVs356enF2emF6enF6enAzPTwbmZpfnZ5cDscmBueSXwWXDl81srn/dQw79tvPhS7vlNJW1PF3Q/ldfzRE7/k7m9T+b2PJ3X80xez3fze18o7PtuUd/3SiQvlsterFR+v1L1bKX6mQrVU2Wyp8okz5T3xbXKfjtI//bowA/+4ZPNW36UsPMnO7bt2b51145tu3Zs37Vj+67t23bv2P6gatt2b9myIzllS2JKWmJqWlLK1uSUbYnJO+MTdyUmvf7Wz/7wycc1H79/6M0f73t914E3X8/92Y/LfvZG+d//tPrnP61966e1b/2k5s0fV/3kR5VvvlH9s5/UvvVm3c/erP3ZG7Vv/aT2rTfr3nqz7q2f1r/1Zv1Pf1L70zdqNx7fqH3zjZo336h5843an/2k9u9/Wv+Ltxp+8fOGX/y84R9/3viPP2/6p79v/uU/HPp//7H1X//5yL/+89Ff/8vx3/zbyd//+szbvz33zu8uvPO7C+//8fKH713d9+H1Ax/fSN/fmXmgOyezLz9nsCBHUpgrKcqXlhbKy0uUlWXqqnJ1dYWmplJbV61vrDO1NFmPtNiPHQaPHbYfP2o9ddx25jR07gx8/hx68SL26WX8yjXqaht9tY263k7f6GQ7OrnObr6nTxyQ+AaH/FLpiEw+plRNGkzTJsuc2TpvA4MQvAwhyyjxGUGtUOwdmrvDcHd45+cIPtdwqOdbJ+0Hb8dEHIyPKomLKtnoWWRJbFTRVxXGRhXERuXHxRTERRfFRhU8FB2ZHx2ZHy5ZdGRudGRuVEROVERuuGpREXlRETmRm7O/JmJTVngQtTk7XJToTdnRm7KjNmVHb8qO3pQV9WpG1KbM6M1fEflAVERWVOSGyEf2P/KEnD8vOjI3JjI3NiovLqowLrIgLiovLiovYXN2fGRWTHRGdNz+7XsL/9dHpz8uvVFxcrDhomIA4GH3LYQfxlg3zjhJhicZjmQYkmYomnuAoWiapmiapGmKpimGojmSYgmSIUiGIGiaYqwWoOVQS2F+4ZBkiCIpiqBokqVJliIYmmRZRuBYh8CLTsHFMQJNsgLn5FlHd2dvUWFpf3e/kxOdnCgwjvA07vTJs8X5pUqpxi34UDteUVzdUNMMWiGaoC9dvJSRntnV2e1gBZ5mOYphSZohaZpg2i63vfsf7xbnF7U0NtfX1NXVNNTU1NXVNxQVl7zzH384dvyU4HC53D6pTJWZmZ+RkVdV3VBZVVff0NzcePhwy/Huzl6G5kmcbqhrzjyYe/lSW3tbd9vVruNHzxXlVxTml/V1S9yi3+saoUj24vlP62oa2q6211TVnT51DkMIt8vnFFwC5xzok1RV1Fy68OmR1iNlJWVWs9Xv9YtOsbOjc98n+7IysyorKqqrKsMa6uu6uzoFnvN63B63y+1yuV0uj9vlEkXQDp49fTYvJ6+hrkEmlXEs5+AdosONIcSR1mOlxeVGvdnvHXE5PR6Xx+v2ul2eMI/LIzpEh8ALPOfgOJogrl669NF77+VlZVWVlVWWlpYVF5cVF1eVlRXm5r77zjstLS0ohlE0MySVvfve+x9+9FFpWVlpeXlxWVlxSWlxSemVa9cAu91is9U3NjY0NiAI7Pd5fR6fz+vze/3D/mHQDlaWV2ZnZTfUNTQ1NNU2NlY31Fc3N56+cllttbJer3dqyjczO7W0fOuzu9N37k3fWZ2+uzp9d+3WvfXp+6Fbq6Hp1dBUOGOr62P3Q2P3QsN31/x3Vj0rX4jBz4WF2/zcMj+7xNxcJCfniNGb+MgU7p9EPWOoexR1j2KeMdw7Tvgm6ZGb7NgtbvwWNz7FjU8JE1OOiVvixC1xbMo1MukamRRHJsXhiTDn8ITgHeM9Y6xnjBWHOdEviMO8wyeIPkH08S6fw+1zuDwOl0cQPYLocYgep9PjFL/O4fI7XD6Hy+d0+UXR7xL9bqdfcLkEUXQ6PQ7RI4huQXQLosfl9rndfrfb73L7XV6/xz/qGxkbGZl8OF27eXPu1q2FW7cWbt1avHUrcOtWYHr64a/rC8zOLc4tLfOLd4/LrSnllzflnn0qv+vJ3O7Hswcfy+p5LLvrydyuJ3M6n8vpfj6/9/mi3u+VDv6gQvZileL7VcpnqzTPVKqfLZM/WSr5H6V9z5d3bL9oPDDEvFHT9tL2N1/Z8vrWtJ3btuzcvnXn9m07t2/bsW3Lju3bdm3fvmfr1l1b03ampW1PTt6SmJqakJKSlJSWlLQlPnFbfMKO2Lid8fE/+qd/ei878+jvflP4858e/OUvCn7zr/W/+3XT2787/Pa/n3z79yff/t2Jd3534o9vn37/3fMfffDpxx9d3r/v2oGPrx74+GrG/uv52b3FhdLSEnlpsbykSFZWqqiq0NTVGMLqa41NdcbWZuuRFuuxw8Cxw8DxI7aTx8AzJ9FL56nLF5krl7jrVxw9nb6+7pH+nlFJ//jQwIR0cFKrmtVrFyymRZs1AAIB2B5E4SUMWcKRJRJfpsllhlrh2RWBWxG4207htui47RY/83k+G/bdGfF/PjL8+cjw56Mjd0ZH7oyNfj429vn4+OfjE3cnpu5O3vxi6tYXU9N3p6a/uDmz4dbMvVuz92/N3p+eW701szo9uzozvza7sDYzvza3uD4fWJ8PfsVcILSwHBq/9cX5y9Jvn7Tfx0QciI8qiY8siYsoiYssjossiosseERebFRubHROdFR2bHRObFReOF0PApYbFZETzkx0VHZURHY4aVEReQ+SlheesUVuyvla0qIi8qIjcmMismIisqI3Z0Zv2shbuHAxm3NiI3PDsYmLzI+PKoqLLn6gJD5mwyM7vxQfU/YXJUSXJUaXJ0eVp0SWJ0eUJUeUJm4uTogojo8qjovOTYrPfvMf6v7wyZUPS86VnRw80WfQ0l5Y9IGsE6IFlGBQgkZJHCUJlKBRgkZwCidInCBxgsZQgsAIAqdwlMQxCkNJDCEwhCAJ0mQ0HWo6VFJUIhuSkTiJoRhFMBTBkDhtAyDZkKKnq6+nu7+nq6+7s7enqw+w2Fmav3G9syCvqLujT+BcHCOytIOlHZAdO3HsbGF+qVyqdgoeGMTLSqrrqpsAi53E6AtnL2YeSO9q7+BpliFpmqAojKQwkkSJKxcvv/3bf0/fd7C0uLSgoCgnvzAnvzC/qCQ9K+fXv/39keMnWcHpdHklUsXBzJyM7Ly6xuaa+qbGQ62HD588duxMV2c/SXI4zjQ0tHz44YEPPtj/9r+/m34wp7CwrKamqeNGH0UJoujleCcEY8eOn2ppOaLVGU+ePFtaWimRyB1ON8s5LFZ7S8uRyqpaqUxx8eKl/PwCmUzu9ngdTrGjo/OTfftzc/Oqqmuqqmtq6+rr6hvqGxo7u7oomhRdzocEp+AQHSzPWqzmU6dP7d+/Pyc3Z0AyQDG00+lCMby5uaW0rNxiBdwer+hyOZwiLzgEhzPM6XAKnMCxLEUSNEFgMHzhzJk/vvPOvo8+ys/OzsvOzsnIyE5Pz8nIOPDJJ7//zW+am5oRCMExYqBv4I9/+OOHH3xYXlZeUlxaVFhcWlJaUlzSdrUNhmAbYG9saKyrrQftUDiiXrfX5/F53V6L2VpWWn5g/4Hqqpramtqq6pqqmtqaxuYT5y/I9XpadLnHxr1Tt8YXApMrd6Zu35367N7kZ6sTn62P3wlNfB4auxsauxsa+Tzk/zzk+zzk+zzk/SzkXLovBO6yM8v0rSA1tUiOz5Njc7hvGnJPQM4RyDECCyMwPwyxPoj1IdwwKozg4hjlnmQ8U7x3ivdNCv5Jx/CUc+Sma/im0zcpeidd3gm3d1z0jH3JOex0jvDOEV7w8byXEzwM7+J5N8+7ecEtONyCw/Wo8GmGr+PcTt4t8h4X73FzGxy8w8E7HLwoCE5ecIQ5HW4xzOl2ud1ur8/r8/uHR4eHx4aHJ0ZHb46PT09MzExMzkxOzkxNzExNzNycnL05OXPr5uz0rZnJ6emJhbmxO5/jkzf3X1Luzj7yPzOufC/j2mPZHY9l3ngsvf3ZrBtPHWx7NvP68zk3Xijo+kFx39+WDf5tpfxvKxXfq9E8X6l6plL9WIXy/6lSfqdG8r0W5T/0kW9rPds/KH56y0+jtm5L2rZly5akbVuStm9J3p62defWHVu37k5N25GatiMlZXty8rbE1LSElJTEpKSExMSExMT4hKTYuKRNEYnxiTv+/XfpZSVH62suXzgj7+2Epf2McsiplLkUMpdS7tYoPQat32wctZonbMAEDN5EoGkUmSHxOYYKctxtXrjD83d4/jOH864o3vN4Vr2+DT7/6ujo6vjE6sTU6sTU6uTU6tTN1Vu31mZm1+bm1ubm1xYW1wKB9Q3B9WBwPbi0vrQSWl4JLd8OLd0OLX+2YWkltBgMLS6FFpdCgaXQ0kpo6fZXrYQWgqH5QGghuD4fWFsIri8srS8EQ2HzwdBcMDQXDC0shRaWNyyuhBaWQ/NL67OB1dml+7NL92eDa7PBtbml9fml9fBzArdDgc9Ci7dDc0vrc0trc8urc8urCytr49PL5y53fetraS/+LibyQEJ0SXxUaXxU2aNJi48qjIvMj4vKi4vOi4vJi43OCSctLCYqNzY6LyYqfNYxKyw6Kjs6Mjc6Mi8cs/AcLjoyPyoiLxy/8KTty6RF5sZGZsdGfiVpcVF5cVH58dEF8dEFCTGFiTGFidHFidHFCbFlYYlxZYlx5WEPdz4qMa7yL0qKq0yOrUyNqUyNqkiJLA9LiixLiC5JiitMiM1KSMv41dun3sk9vr/qUsW5nusau01ww7wIECyIEiCKQxgMYyiMkTBGQCgOIyiMoDCCQzCGIigCozCIIhCGQFh4gCKoQWdoamzKz83v7elFYBTHiHDtMITQagwnjp8uyCvKOJiVmZ790Qf7sjJz+3sHGYprb+vIyy3svNErcK5wzxhKgOzYiaNnigvL5VKNg3eHk1Zb3Wgx2QiUOn/6Qvr+gx3Xb9AERSAYgWAEghMIjsPopXMX0/cduHrpitlkAQCbxQZa7ZAdRgelirzCktajJ2jOIYgeiUxRVFp+8fI1GCMImiNolqIFgmAFwTMyMoXjbENDa1ZWwYmT59LTcwsLyzs7+60AzLKi2z3icHoEh8tkBurqm44cOYFi5JBUUVBYcvz4aYJkCILp7OzJzsk/efKs3Q5/evlqZlZ2T2+f1+cXXa7evv6a2trunl4MJ1AMD39QwHCCpChe4ASnwDv4RzEsQ5AEBENt19vSM9Jz8nL6+vt5wYHh5KGWwwWFRSq1xuF0Opwiy/EMy7Ecz/EOjhd4TuBYnmNZEscJBIEA4NypU9kZGZcvXjRqtSadzqjVhn9nTU9nZ0Vp6ZHWw6AdRBG0v68/Oyv7cOsRlVJt0BuNBqNBb9BpdHabnSJpi8lSX1tfW11rA+yiUwzPCMOzQ5PRVFtT29jQpNfpYRC2Q7ANhAEYtWE4zDCMyyX4/M7R8eHpuYmlzyaW70ys3B1fuTe6fH94eXV0Zd2/suZbXnMvrbmWVsWlVUfwHjv/OT17m7y1hE8uoKOzyPA07LsJuifszjGAH7bQbjPlspAuK+myUW4b5QZIl532hMNGiGO0a5xxjzHuUdYzLvgnHb5JwTPhcI87XWNO16jTNeoQhzc4/A7HMC8Ms5yXZd00J9KcyHGuB0SOdz4qfFU4zMGJGwPWFSaybhfrdnPuR5PG8w6W4zle4HjBIYjO8AVmXnQ4RdHldrk9bo/f4x32ejeqNjIyNTIyNTI8NTZyc2IsfMvjzYnxqanJqfFbN0dnp4eXVsbv3utyLv6q4dqrWdd+kHntiZyOxzLaHz94/emM64/vu/x0+tXnc9pfKOh8sajnb8sG/rZCFk7a92o0z9Von6zW/FW97skm1XOHFEmnlL/VuLKuqqJ++e6mtC1xW1JT0xLTUhK2piZuSUnbnrZ1y9ZdaVt2pm3ZmZq6IyVle3LalsTU1KTkjarFxiXExiXExKZGRCXv2vmL7MzajusGFBqfGF2dubk+Px2anw0tzIUC86GFudD87MbmwnxoYT4UWAgtBUJLgdBSMLS0tCHwyDi4FAoEQ4FgaDEQWljcsBgILQY29i8EQvMLXzc3v2F+MTS/GI7TN5hbCM0HQvOBjbw9aiHcvOXQwtL64nJocfkrR+eXvp60+eVwqNZng2tfS9rc0vr88pfP3HjafytpEfvjo8MB24hZbMTG9Cg+Kj8+Oi82Ojs2Ois2Ois6KjMmKmejbdE5MdE5MdE50VHZ0VGZD2RFR2VHR+VER+ZGh8/vReXFxxYmxBXFx+bHxeSGxcfmx8fmJ8QVJcQVJsTkxEdnx0fnJMTkJcbkJ8UWfEVcYXJcYXJcUVJsUWJcSUJsSUJsSWJcaWL8n/UgeH9GUlx5Smx5SkxFSkxlalRFalRFSmRpSlRpUnRxYkxBfGxudOKBHT8q+ZcP6v+YezK75XL95f42nUVLcHqcMaOUCSYsIGiFIADEQAgHQRy0I6ANtttg0A7bQQi0w5AdgW0oDGCQDQFtMGiDjUbryZNnMzJzzp67aLXaEQSHERKCCRghLVZoUKLo6Oi7fr3rwoUrBw5k79+fJZEoSZK/1taZk1PU0dHPsm6KclKUk6FF0E4cO3auqKhKKtXyvBcEydLS2urqJpPJjqH0udOXDu7LuHG9kyIYBMJQGEdhPBzXc2cu5GTnS4cUDMMzrEALLk70OjzDeou9sKzq0NGTJOvgnd7BIWVZZd219i6SFgSnl3d4nc5hURxxu8eGh2+SpKOp6VhZWR0EUW1tPWVldWfPXgFBkue9guBjOZco+vUGa2Vl3dGjpwiCg2Hi+PGzxcWVSqXOYoEaGloKC8skEiWG0909/RkZORcvXWE5h1P09PVL6uqbpDKl6PK6PX7R5XU63Q5neB7g5HghXCaaYRiWCwu/D6IYfr39xoGDBxsamyxWO4qRZ85eyM0t6OjowQkHZwAAIABJREFUphme5Rws62BYgWEEhhFYVuA4J8MKLMNhKA7ZIcAKnD51Oisz6/q16wiEIDCCQAgMwgRGKBXq8rKqw4ePAjY7BGN9fYNZWXlHjp4wGC0QhIKPIEjGYrHX1TVWV9cBACQ4XA6n2+Xyudw+l9tnsdqra+qbmlutAEjTHEGzOM0iNIcwPMIJhNPN+YbFiVvDs4GxwO2xwGejwc9Hg3dHAnd9C3c985875+865u9yc3fY6dvc9G3m5jI1GcTHFtDhWdi7UTKbMGLjR2yMH6B9FtJjJtxmwmXGXVbcDWBuAHPbCBdEeRDGh/PDpDBMCsOUY4RzjgvihCBO8M5xwTHucIw5HSNOx4hDGBGEYUEYFli/wPo5dpihPAzpZiiRopwM6eRoF8c4H2JpJ0s7OdrJUw/QToEWBVoUaKdAOgTS4aCcG2iHk3ZwDMfQDEMzDBP+k6MZnmW4jQVWvMALguBwOpyiKHpdLp/b4/f6RsK3WPj8o37f2MNVS6MjE+Ojk5OjE+Pjk2OTNyduzk7enHMF1s9JwdeKrkenX3wxs+35zLZnM9ueOXjlyX0Xnj544bnMy8/nXvtewY2/Lu756/Khv66Uv1ClfqFK/d1q7VM12r9qNP5Vs/avWtTPN0kizpsPDDr/vq7zpR/94/9M2xubtiMpOTklMT45MXVL6ra0LdtT07anpu1ISd2WnLIlOS0tecuWlNS0xKTE+IS4mLjYmNi4iMio6JjYxMS0X/ziX+rrD0sGNaJz/NbNz2Zn7s3O3ZtfWA2bm7//cPyohcB6uC5/2vp8YG0ucO8bzS588Y3mA2sbgmsLS+tfEz60EFxbWFr9E9a+TNojHvZpYWUtnKWFlXC9QnNLodlgaDa4ka7wnnDS5h8k8NHaLd4Ojd1aOXe599sm7a9f/E105Mdx0dmxkdmxkbkxEbmxEbkxm7OjN2dFb8qK3pQZvSkjJjIjJiojNjojNjojLjonLmZDbExObHR2bEx2THRmXExWXExWXGx2XGxOXExOXHRuXHQ4XQWJ8YWJ8YVJCYVJiYXJSYUpSUWpycWpySVpKeVpyaVpSQVpSQVpSUVpSUVbkkvCUpOKwntSk4pSE4tSEotS4guTEooT44s2JPxZ8SV/UVJcSUpcSUpsWWpseVpMeVpseVpsaWpsSXJcUVJ8fmJ8dnTCR/Fp+1/7ZfbvDhz6uPJkweFLDZc7+62IkXGaMcYIkya73WQDLQACADBghQALaLPYbRa7zQoCNjtgtdusoN0K2y0QYLEDFrvNagcs9ra2jpzcgorKmr5+ic0OwwgJIUS4aghKYThDkpxCoc3Kyi8pqTSabCTJXW/vzs0tvnq1k2FEknRsJA0kjxw5U1nRoFaZeM5jt+FlpbU11c0mA4Ah1Lkzlw7sS+9o76IIBn4wU4TssM1qP3PqbHZmrmRQytA8RXMELTC8yDm9OiNQWFp56MgJghY4wdM/KC+rqG1r76YYB+/wMLyLF3w87xMEv8s1BkFUff3hwqJqjBDsIHX02PnC4pr2GwMkJXK8j6SdrOCRDGmKS2vOnL2M4ixFOwcGFHn5pYdajl++fCMru+jEyQs2O0pS/NCQMie38PiJMxTNCw53T+9gdVXdQP+QgxdFh9vhcAuCi+edHO/geYFlOYpiSIrGcQJFMTsIQRBMECTNMBTNgBBcW1eflZUtlSlxnO7tHcjLK2ppOWKzwyTJMDRPURxJsgTB0BTHMg6CYOwAaDFbAYvNYraePnk6Oyunva3darZaTBaLyWI2Wixm62C/pKSorLm5xWS22kGkp6c/PSO7tfWYVmcEANBitZstNpMZAGwQghJ6vbmquq6yqtZssXG8M7xIVXC4BMFlNFmrquuamluNJiuC4BCCgwhmRwk7TkE0i3IO0uFifaOuyVvDs8HhuaXhhZWRhc98s7ddt1aEqSA7GWQmA8T4AjE2T4zO46Nz6PAM6J6yOcetwoiF85sZr4X2WmivlfJYCLeFdJtxlwkXTZjTjDmtqGhFRSvmBHARJF0w7UFpN8p4cNZL8X6K91Ocj+b8LD/M8n6O83Ocn2V9DOtlWC9LexjaQ9EekhBJzEEQDoJw0ISTJhw0KTzAUwQXRuMbGILnKAdPOVmCZzEujMN5Duc5guMIliIoEidJnCQ3zttTBMnQFE1T9IPUsXw4a063KHpF0evx+L3eYa932OMZ9npGfJ7RYe/YiG9ixD82Ojw+5h8d8Y8OD4+OjE2OTdwcDt6DPPPZV+G0jPM/TP/0hfTLT+278PTBi0/uO/f0gfPPpF94JuvT53Ovfb+w8/ulgy9WyL77IGnP1OgeazQ+1qz/ziHNc43S7x+S/fIi9HEv+8a+spd2vRWRujM+KSk+LiYxPiU1eWtq6tbU1G2pqdtTUrYlJ21JTk1LTElJTEpOSEyMjY+NjomJio6OiIyKjIqOikpIStr629/+4ejRs1YLMTa6MDf7xdz8vbn5e19N2tpXLK59q6Qtrs0F7s0/8GXPFr/4U6mbDz7oWfDrPXvU4vL64vLaf7aw9OUPfr1nK2FrCytri7fXF1fWv5yxLX1Zr/kHPVv4TxO18HMWb4fGp2//F5L2wx/8W0zU+/Ex++JjDiTFZyXF5aYkFKQlF6clFW1JLNqaVLQ1uXBbauH2LUVhO7aW7txWtmN72c4d5bt3Ve7ZXb13T83evVV7dlfu3VO1Z0/lnt2Vu3dV7tpZuWtn5e6dlXt21+7dU7d3T83ePTWv7a19bW/ta3trXn+t9vXXal/f2/Cj1xreeL32jddr33it9sd7a1/fU/P6nprX91S/trvytd2Vr+2uem135d5dFWG7dlbu3FGxc0fZrp3lu3b9WTsr/6LdO6v27qx5fWfdj3bW/3hXwxu7G3+yp+knext//Fr9a3vK9+4u2vN67u7Xs1//p4zffFT3bkHzgeoT5Seunu3XqEmnGRcMEG20QUYLZDJBFhMIGO0WAwAYAcAIACab1bzBYgLMRqvJYDUZLGaT2WqxKZSaltaj6RnZ9fXNQ1IFhJIwSsIIiaI0itEIQun11ubm1o8+2n/u/CUMp0iK7e+X5ueXthw5ASIkRgg4KeAop5TrK8rrGxparVZY4Dw2K1ZRWldb1WTWAzhCnTt78cC+9M4b3TTDEwSDoAQIIjbAZjFZTp04lZmR2d/XT5MsRbI04+A4UXB4tDpzUVFFS8sxnOB43tvbKy0trWpv7+F5t0P0cw6P4BzhHSOcMCwIw1YLXlt3pKCoGqNEivdJ5Kbq+uPV9cckUiNOunHGjZCOy2392flVF650QiiPk6LJjDY0nXj/w8z9B/Ozc8v7BlQwyuA4r1KZiosrm5qPIAjFsuKNG71lJZUDPQNO1unh3eETUDzrYGmeZTiKpAiMwFAcgVGL2drT3dPV0WWz2liGZWiWwInGhsaDB9IH+iQ4SlrNtsMtRzPTs8+fu2Q2WmmSZygHQwk0yYfffwELfOHcpfbrnVqNwWSwnDh2Kisj59qV6yaDxag3Gw0Wo95sMlh6uwcK8osbGg7pDWYrAHZ09hw4mNnaelSrNVqsdpMZMBqtBoPFZAZsNlih0JRXVFdW1ZrMAMMIvCDygsjxToYVNFpDeUV1Y1OL3mCGYAyGMRjBIRSHMBLCaZhgMJqnRA/vH/VOzfhuzvmmF33TQc/UojA2xw5PU94p0jOFuacQ9yTsnoRdE3bnmJ0fsTK+cMkspCcMIF0W3GnBnSZUMCK8Aeb0EGuEWCPEGSHOBPMWlAdwh50UIdKJUE6c8+CcB2fcOOMmWQ/JeCnGRzN+ivYSrJtg3DTlJkkRJ0UMc6AojyI8hgo4wuMIT6AcgfEExhMoQ6AMgbEExlLol2iMozGOQhkaYRiUfQTDYgyJkwRGEBiBYwSG4jhG4BhF4hRFbKBJmqVZjuUEzhk+FSk63B6Xz+0K39A57BNH/O7REe/4iHd01Dsy4hse8fhHXD6/3+8b8Y9MLI7duq0kZj9oHYrIPP836eef33fmucyzT+4/8fT+00/uP/3YwbNPZl56Lvf688V93yuXPl+leqFa80KV9vka3VP1hica9I836p6tV7zQrIprNv261/v+OVXSrw+8lPZ6TFJKfEJ8UsKW1KRtaUlb0pK2piRtS07cmpy4NTEpJTEpKT4hITYuPiY2JjomOiIyatPmyE2boyIiYqOiEvbu/cnBgzltbT0s65mduT2/8MXcwhePJG1tfmH94VnERy3+GYH1hcW1+cX7C4H7i4H7C4H784tfCduDht1/1MLS+jfOz77as3CrvrFq3zBFW1wJLd5+aH3DI0n7i8LNm39wgW18+vb5K33fNmnbt7//b/9a+cf/OPLRB2f2f3IxI70tL6eruHCgrERSXiwpKx4sLxkoLx2sKJdUVUqqK4eqq2XVNfLqGnlNrby2XlHXoGhoVDU0KRsalQ2NyvoGRX2DvK5eXlcvr62T19XL6+uV9Q1fo3gwUNWHf7ZJUd8or29Q1NbLH5DW1ktr62W19bLwuKZOWr1hqLpuqPrLzUf21z7wDUdlNfXyB2TVddKaenldg7KhQdXcpD7UrG05pG05pG1t0ba2apoPyZoPDTUfGWw+OthyTtJ6QVpzpjO9+mRW/bmac53XdaCOcKoRVgsgegtsNkAWg92qt1kMgMUAmPUWi8FqNliMerNBZzIaLAadSa8zabUGrVan0xt1BnNXT39FVe3+AxmVVbXtN7rlCo1Ob9bpTGq1vrt7oKnp8McfH6iqqpMp1RCCIxip0RqrqxuycwovftomU+o1BqtEpm5pPZmZUXD69EUEoQTWDVjgspLq6soGswHAEPLCuUv7Pzlw6uRpjUanVKoHJdL+AYlCqdHrjUePHt+/72BXVw+O0ThG4RhFkSzLCCqlLjensL6hGUFJhhG7eyQ5uSUtrSckUrVSa1brrTKlUa0DjACGkg6jBSmrbi4oq8MoEaNdZohu75WX1bQ0tJ5RaG0I5bJhwsnz1/NL6q51DFlAxgbzFpC6dmPgo305v3/n4+bW0zoTBKIsSghaPVBe1VhSVmO1oQznau/ozc0vOXXmokqtV2uMKrVBrtAoFFqz2YZhBAJjMISiMIZAqMlo/vTS5ZrqmrZrbQadwaAz9HT1FBYUlpeVa1RaDMFxlBjsl5SXVWSmZ7U0t/b3Sox6i8VkMxsBncbY2z1w6sTZnKy8E8dPK2QqrVp/uOXogf0Zly5e0ar1WrVerzXqtUaDztTd1ZeXU1Bf16BWa00my40bnZ98sr+qqqajo6urs+fGjc7rbTdutHf29PTpdIahIVlpaUVBflFnZ7dCrlKpNAq5Sqc12ABQMigtLCgqLCi+3tbe093b09vf0zvQ3TcgkSu1JosFROwogdAcKbhYt1/wjgr+Cd4/wfnGac84IY6iwjDC++2s38b6bJzfxvqtjM9CeS2U10J5zKTbTLgshMuMixbcYUJ5E8KZEM4As3qI0dtpnY3U2UidjdLbKSNImxHWinE2XIBIJ8p6UNaDsR6UcaOMC2PcBO0lGC9OezDGhdEiTjkx0oERAooJCMzBMAvDLAzRCESjMPUQhlAYQmIIicMUDlM4QuMIjSMUDlMYTOIwQSAkgVAETJIwScIECRM4SuAogSE4iuAojKEIhmMbOwmMIHGSIiiKpBiK4RhOYB0C53AKzvB3DrhEt8vpcTs9HpfX6/L5PP7hDb5hl9fv8fu8ft/orZGJeW7iswtq9q2qyxEHD//1/sMvZp18dv/hpz85/sRHxx7bd+qJ/eeeybzy3YLuH5QNfb9K9f1q9XdrNM/Vap+s0z9er3+sXvdkreL5Zu0PGw0pp+H3O8h/rr766pu/3bRld+zW7anJO9KSd2xJ3pqWtCUlMS0pITUhLjkhISkhPikuNj4mJjY6OjoqKioiIvLVVyNeeTXi1VejX301OiYm8a23/qmoqHJIqvX5b87O351fvDe/eH9+8f78wv25hfvzC6sLi2sLgfVHLT5Y2fGlwPrio4LrC4HVhcDqYmBtMbC68I2Cq4vBtUesLwbXA0uhv2A5FFheD6x8XXAlFFgJfXXnxiqPr3kkcn/CyqPWwxZW1gOfhSZmVs5f+daztJKSi5IhBkEmSeIWRc4wzBzPLQh8wCEEnY6g6AyIYsDlCrhcQZcrKIpBpzvodAdFz0MBlzfo8v1vEn1Bpzcs8N/leYQ34PR9hegLiv6gazgo+oJOX/ivC4r+oNsf9PiXwtzhwXDQOxL0jgTdIwH3aMBzc9k5EdAS3tozXZ+Unyg4/GnztYEBGylDWIUZ1Jhhk8Zu1tqsOsCsA8w6wKgxGjVGo9aoU+u1ar1OY9Co9Wq1TqnSKpQqhUqt1OgVam17Z3dNbcO+femffHIwN6+wuqa+trahvLQyMzPnYHpWfUPzkFRhtAAWGwiAsAUAOzt7i0sq9x/IyisuL6tpyCutOJCZ39BwRC7XYhjD0g7AAtdWNx5qOmI1gRhCXrnc9vFHnxzYf6C4pLSktKygsKi4tPzM+Utyhfr4idNZ2XnX2zttdtRuQ2xWELQjCITJhhQlRWUtrUdBCINhov1G7/6Due/88eP96XnZeaWFpTX5xVWlVY0nL1xVGW1qk628vrW45hCMCxAh2Aheb8fPXu0sqm4+cfGGCWbMCHf8XFtVw/EeicEA0AaANtpJuQ44fOJCefWhjh6Z2UbYERYmeJ0Zamw9mV9SpdJZCcbZ0dW/PzPvw4M5uSUVeaWVBcXl2XnFJeU1V9s6LFY7DKEwhKEwDoOoxQT0dPfV1tQW5BVUlFeUl5Xn5xWUFpdeuXwFtIMkQeIYDtpAyaCksaEx/UB6+sGs0pKKmqq6qoqaooKSzIycrIzcpoZD3Z29GpVOLlMdOXw8L6fg8qWrSrlardSqVTqNWq/TGDo7ekqKypsam2RSmU6r77jR+cH7H7z7h3dzsnIyDmYc2H/gwL4DmemZzU3NA/0DQ4NDleWV77/7fsbBjNyc3Py8gtycvIb6xr7e/v7e/sL8wj/+4Y8H9h84eCD9YHpGemZWZk5ebWNzR2+/xmQ22UEAxkGMggkGoTiEdiCME2IcEOMEaaedFAHCYcGdZtxpIUUL4TITLhMmGjHRhIkmzGnCnWbMYUIFA8LqIVpvJ/V2SmsnNQChseIqM6oyo2oLqragGitmAEkjTJlRFiRFmHE/QoRpEaHdCO1GaTdCizDpQAgewXkE4xCEg2EWghgQpEGQhEASBnHIjkF2DLbjCESE10MhEBGGwuTDcfgQCuMohKF2FAl7cFYcBlHIjkAgjMAoCmMojKMIiiIojuIETlIExVKMwPDhryxw8A6n4NzgcIbvR3S73B6X1+vy+ETPsOj1uXx+97DHN+YbmXJNLQPumeIbmtTsQ3/zce3fZB/9fnrr0x8deey9lsc/Ov7YR6ee3H/xuez2HxQP/KBS+WKl8tlq1TM1midqdY/X6b5Tp3usRvlMo+57h4EfNhv+/gz44XX4Z7mtsW/+c/Tu17dt2btty57tadu3pW7fkrQlOSElIS4pMT45PjYxNjo2Oio6Oio6MiIyYlPEq69EvPzy5ldeiXr55ciXXo5ISEz751/+qqHpiNmKjE8G5hfvzS18Mb94b2N2tXhvIbC6EHiQnEcEl0KPbi4E1h5aDD8G1x+Ow4Pwi/znlwq/2rextBwKrqwHb4ceCqysP1wA+ej+8OZ/Ttpf9NXCbcztwictJ2ZWzl/51velXbw8ODy2FFwJBZZCC4HQ3OL63ML67Pza3ML63ML6/GJoIbwYJhBaCK4vBNfng+sLS+GlLOsLy2sLy6sPzS/fn126N7d0b27p/rc0u3Rv5v+c2eCGbzi0fH925f7M8sbmdPCL6aUvZpbuzSx/MbN0d2bp7q3g5xuPwbtzS1/MLd2bXbo3u3Rv7vbqreV73lsrg0asuPViev2p/GOXjw+qu0Fq0IJJDJBKY9OpbUY1YFaZzSqzXqkzqPRatV6l1CiVKqVKrVCqZHKFTKaQyhRSmUImV8mVGplS0zc4dPbCp3U1DQV5RbnZ+QX5xSVFZTVVdZ9euqpUaWx20GA0mS2AxQrYQAiw2QcHpA31zUVFZTk5+SUlFefPXdKpDCiI4zBFowxkQbqv9w10SWArioOEakh18uiJhtqGw0eOth4+0tR86FDL4bbrHSql9sb1zmNHT/T2DBj0ZqPeYtCZjHqz2Qgo5erzZy92dPTa7ZjNhkpl2hOnLtU1HKlvPFLbeLip9WTLsXNHT396rUtisGFGO365Y/B8Wy+IO2wobyNEO+lSGOAzV3o/vSHVALQe5C53qc5fl8r0mMZCacykDqC1VkqisHT2a5Q6WGclTBBthCi1GbnaIzl95YbMaLMR/IBSd+TMxYbDJxsPH29sPVbb2FJcUVPfdLi7T2IBQJsdBkHEbkfsNthqtev0xp6e3tbDR8rKK0rLyg+1tHZ2dVsBm90GgnbQbrPbABsEQiaDqaO9o7a6viCvKCcrLzszNzc7v6Gu6fKlq3KpUqPSKWQqqUR+5dNrJ46d6mjvkkrkcqlSIVMp5WqlXN3XM3Dm1LmLFy7JpDKtWtvZ0ZV+IH3fJ/vKyyoqKyrLy8oLC4oK8gqOHzve19snHZKeO3uuqrK6tLi0tLi0pqqmuKi4vq6hp7u3p7unuam5oryyvLS8rLSssqKyuqqmtq7h+InT/YNStdagN5hNZsBstVsA0AJAgB222RHADptB1ArhFgi3QIQJokwQbYZpI8QYIEYPMTqQ0tkZHcjo7LTORusASmvFtFZUY0E0FkRjhtUmWGUElQb7QyojqLWiBgAzQZQd5yHSCVMiTIkw5QRJASQcIOGASAdMOkFCsGOcHWPsGGPHaDtK2RHSBpMASAI2HLDjgB0FbLANgG0AYrdjkB2B7Ahow8KdA20YFB7bMMiOhNMF21EIgEErBFoh0AbbAchmBTeuNwN2yA6FXwQCIRiEUQTFwlXDSYakGYphGZZjOY7lOJYPP/KcwHNCuHCi4BR5UeRdbsHtcXo8otfrHnYPT4oT8wrC83bzxch381/5uO6VfU3PvX/oiT80PPHekcfeO/H4h+eeOnj1hfye75XJXqxQPFulfLZa/VSN5vFa3Xdq9P+jVvd4veHJRvipWiCi0fJvXeJ7nfjOj6pefvP3W3e9ueu1n7++87XdW3ZuS05NTUhOTkhJSUhJiEkM9yyctM2vbn71lc2vvLzp5Zc3v/JKxCuvRGyOiElJ3f7Of3xw/mIbzXrmFj4PLq0FgquLwdWFwL3FwL2FwP3F4Gpgw1owuB4MrAeDoaVgKBhYDwsEvpK0hcDaRqsW14IP1+v/pVZ9S8FHGrbhs9DynW+w9F8pWfDOhj/RufXgndDEzMrFa996lnb2YtfIeHA+sDYfWJ9bXJ9dWHtobnE97MHlx7VHl8fMbyyyvPffMbt8b2b5i/9TZpe+mF36Yu5Pv+b00t1HzSx/MbN8d3rpzvTSndmVuzPLn8+u3J1bvht+nQ0r92aW700G7pHem+f7NPtrjx9sOlt45spJqU4K0lIrLlcDGjVgUAEGhdEgN+gVOr1Cp1ZqFQqVXKGQKxRSmVwyJB2UDA0OygYlsiGpQqZQy1VamVIjVag1Kp10SNHb3S8ZkCpkKoVc3d7Wcez4iSNHjx5qaT11+kxvX59ObwBsdgTBdVqjVmPQqg2AFcQRAocJHCJIlMHtBAlRuJ14AMdsqNVosRjMRrPZaDabzGa9wWQwWvQ6o0Km6u8dVMjVaqVWpdCEz7nptUa91qTXmYxGGwDAFitks2E2kIAQGoRpEGOsEEFwHhDnAYSxY5wZotRm1GCnbChvQwUAcxpBdkBpbe/TyvWoGqB1dk5ppqV6XGEk5QZcYcC1VlphwPRWygDQWjOuNMBKE6w0IUoTorBAOpDQgYQeIgwgZkYImOJtCAnAeGef5HpXn1SusdpgEMEBGxRekbFxEctk0RuMWp1OrdFotDqT2QIjCADYOzs6T508dezoseNHj589fba7q8egN1rNNrVKJxtSKmQqhUylUen0OpNOY5ANKQb7hwYHpAN9kv4+yZBELhmQSgZlUolcKpEPSeSSQdnggHRwQKLVaOUy+YXzFwryCg63Hu7r7R8ckPT29F65fOXUiVOdHZ2SwSGpRCqVSIckQ9IhqUwqH+gbOHvm3NnTZzvaO44eOdbc2Nx5o1MqkUqHpDKpTCaTq9V6hVKj1uhVap1Ga9DrzQaDRac3GU1WkxkwmQGjyao323Rmm95i11shA4CF6W2EzkaorJjKiqmsRJjaQqhMmNoEK/U2hQ4Ik+sAuQ6Qaa1SjWVIbR5Sm2Vaq1JvUxlBPYBZYdqGsjaUteO8HefD4/AmSAh2nLfjHIBSFpi0wKQVJmwIYYUIix23AJjZCpuskAWALBbQYoUAALZZQZsVtFnhhwAL9GAcPgTaLaDdbLeb7TbTl9ebwywmK2ABwnkDrIDdZodACIEQFEEJBCPRjVOR4W8zYGjmy1UkNMOxPM/yAss7WIfAOBysM/zVBE7e5RB9vHecHF04rkFfL2h+6b3Kv3u/+pl3G554p/7Jd4889u6x//He6e98cum5nM4XSoZeLFc8W7mRtCc2kqb/Tp3hr2qhJ2rtP6zW7zhh/2jI9c7R/qhf7tu6563dP/qHH+/60d7tu3dv3bYjddu2lG1pSVuS45LjYuJiY+JiomOiIqI2vbr5lZdffeXlV1966dWXXnr17/7ulZdf3hwZGf/aj97Kyi3p6ZX7hqeXlteXlteDS2uB4P1A8F4geD/cs3DqgsG1pWBo6atJCwa+Yb61tBxaCoaWg6GVB6v8//9I2jfGbCNpd/5CqL4xad8o8Nl68PPQ5Ozti23f+lramfO9vpGl2fnQ7Pz6lyVb+PKOhG80t7g+F1ifDa7NLa3OLW/cOvdnFoP+ScG/uIznv+DhRdRv+Nd+k/lAaG5xbW5x9UvhJbMp8sLlAAAgAElEQVSB1YfXUWeX7s8E7s0G18ZmPzfhrroz1z8paz7YdLb4TPtlI9QLEFItKFMDMoVJJdNr5Hq1XKOSaxQytXRILhmSDkmkkgHJ4IYHb5RDColE3t8nGeiTDA5I5VKlVqnTq/U2s102KKsuq848kFFZWlFbWVNaWFxWXHrl4qdmvQm2IbANgQCYREgcwlE7ClkhCqEZlMVsOAlRNMIwCENDBGXDSADFrBBqBUGrHbSCEACDAGSzghajzagxa5UGtWzjzV02pFAoNEqNXqXVaw1mo9FmMtuNRpvFDFnNCGBB7QAOgqTJBNGUG0MFCOFAiLGBlNVGm8y4zoTqTKjRSmn06NkLXS3HLit0qAEUdCCvtDIyMyUzUwoLpQForY3R2hgdQOkASmslNRZcY8FUVkxuReVWWGVHlTZUB5MWjAYI1orTAELYEKKrf+jY6fMKrRElGAQlABtkMFq0WkO4AXq9yWA0WQGbzQ7aQQiEYBhBdQbDsSPHqiqr6uvq62vry0rLS4pKLl24ZNAbEBiBQAi0gyaj2aA3aNVauUwuGRwaHJD09w309fYNPWjSQ0MS6eDA4ED/wOCARCaV9fX0XTh34VDToc4bnTKpTCqRDvQNHD96vLSk9EZ7h0at0ag1SoVSqVAq5AqFXDHQP9B6qLWivOLKp1dOHj957Mix7q6eocEhuUyuUWk0am34P/KQWqPXaA1her1ZrzfrdEaFVq/Q6hVas1JnURqsKqNdZQSVJkhphuQG8AFIbkDkWkimAeUaq1xtCZOpLTKVWao0DSlNEoUhbFCmH1Ka5GqLWm83WFEjgJtshMlGWEHqITvKgRhvR1kbTNsQKvwJI8wKYRYQtdhgsxUyWUCT2W4y2c1m0GKFwquiAAsEWCCrGbSaQYvJHh48XDNlNQFWI2A1Ama9Jbx4yqAz67UmvdZk0JvMRrPFZLWYAIvJYrVYAStgA+ygDURBGIcxDMU2Vkg+4uFaEoakeZp9SGB4J807aI4haZbmPf5JfHSm7HJX0ntFL/06/bu/q/juv9c8+/ahJ99ufeydo4+/d+a5A1dfKOj7fvHg98rlL1Qqn61WPV2jeapG90SN8fFq41PVpqerjc9W6X5YpdpzFnm/xxG3/1TM679O+vH/2rPnzb27fvTjnbte37Fn77Y9u7bu2pK8JSkxKSE+IS42PjoqJjIi8pVXN738ykbSXn5l86uboiIi4rZs2f2rX71dW3/EAuAzs3eWb4eWlteDS6uBpXuB4L1A8F5waS0sEFwLN+xh1cKDhzF7ND8rSxuW/ivR+vPCd2Qv3w6tfPal/0uT5h9dmZ0PzS488tb/n5L2tVvw5gOhcNJmlx7cCv5/R9LmF9bnF745YN+UtPWvJ21xdX5hdX7x/sMFQjMb7t8KrHqmlgcMaGb1kT8UNeQcvlhzreeq2irVQRKleXBIJxtSywZV0gG5bDD86V42MCgZHJAM9g8M9A8M9A0M9A0O9EkG+of6+yW9fYM93X293f39PQNDgzK1TK0cUmoU2t6O3qrSqsPNh2WDUumApO3y1cK8guqKKtngkNVotZttBrVBLVObdGa7xW7UGHVynUaq1cn1JrUZsaIkRJJ2jAJxGiTsBotWppINyWRDMp3aYDYCRoNFJdNKBxTyIZV8SDUkkQ8NKQYHpX39EqlCpdTopQqVQqnv65f29ctUKqNBZ9OoTAqZXq4wqDUWkwmxWHDAToEwC8Ks1U7rTVi/1Ng9oBuQWoaUtlPnOw8dvyJRgUoLKTPifRqkXWq+0q+7ITX1a0ClldJBvA5kFCZsQGPrU5r71ZZBvU1iBIdMdqkFklogidE2oDH0yDXdMlWfTCVTG6519rYePzOk1FrtiNli02qN/f1Dbdc72ts7+/slUplSrlBqtDqjyWw0mc0WC2CzK1Xqw61HWg+1dnd2K2SKwYHB1pbW4sJi2ZAMsNqsFqtOqxscGOzp6u7u7Orp7u3r7RvoGxgckPT19vX39g309Xfc6Gi71tZ27Xp3V/eQZGigf6C3p6+nu6e7s7u3u7e9rf3G9RsyqWxwQNLX09fX09d6qLUgv+Dqlat9PX032jva29p7e3qlQ9LBgcHBgcFw0trb2rs6uq63tfd29/b19EmHpEMSaU9X740b3R0dPX19EqlUqVBopDKlUqWVypS9fYOdXb2dXb09vQM9A5K+IemgXCvTmIZUhiGVcUhlkqhNg2rTgNL8gGVA+f9x95bhUV1tw/ZTobhT3GpQQQq961SQIsVC0CoucZ3YTCZu4z6zZfbes/dsG3ePBwKEQEtd7iq0FA1JcMh8PyZQ2lK97+953+PNcR77WLPG/+Sc61rXWlejzdto9zbavXUOb63d04vNHba5QhZn0OIIWBxBsz3AWn0mm9/iCDg8EU+gwRNs9IdbgrX7QvWtobrWcMP+SOOB2qaD9c1ttU1ttY0HGlraGvf9wmd1Lb0+q61vqa1rrq1trq1trqtraahrqq9raqhrqa9tqa9tqY8019feojcUq4801ocb6kP1tcG6UCASCkSC/nDAFwr4wsFAKBwKh0N14WBdJBSpjdTdEltLY0try759e1tb9+2PLbMd2H/gQOuBA60HDuw/cPBAzHaHDre1H25rP9LWfuTQ4ffbjxxtf+9o+3tH2o8caX//gw8+f+/Yaft7n8WVaMet3Dk0PnfkJv6QjRUDNlX32VjT523ZoJ3AkDRyRLZpRJ5tBM81rMg7pDgwsDg4oCjSnx8ewI8MKooMLgyMyHc8XOzeiLW/ix1c+Hb2zPmbXnp52fxXFr/20isL581/9YVXX37+5eeffv6puU89NeepJ2c/OWvGzMcfe/yBBx6cPGVKr9KmPDR1ysNTp06bPn3Ws8++8s7mPWotdvi9L86eu3ru/PWz5652dF7r5abSbkZpv1bazyHXnZTW+V/y2e1Ku8X/itKiHZeix05e+BtK0wDmf3/TFXPYbTnG39jiryit48/3N/yGO+9avyN/4rPborS/prTeJOqps9d/rnA9F1uYvXZrkfbUuaunzsY2Kl49cerKe5/+ABid2znliYWi9Gql1OgwBfcynnrSFjBbvWaz22JyWM0Om9VpszpsFpvNZLWZLFbWbGHMsf9lJtZqYiwMbaZImjSSjJG2smaXxe6yOHwuP2NkS/llCoky7AvXhSJel6eyopLPLWRJ2qBH1QqVSizXyJR2i83v8mKgXlheU11SJaoQyoUyK21pijQebD6wv2lfwOMHtFB1paCiWlBWWSOSqjAD5fGEzGaHWgMZabPD7TfZ3YzVqUFQoUyBERSEYFUCcaVEXlwlUEKI3RNkTE6RRF1SJiitlAokWhChEcJKW0ORpiMN+46a3PUKmCkVgaViqESsr1AYCio1fBFE+1ocTe0Gd12NnuVKoZwaDVcKVgAE4qr17D9qbzigJG0VWqxCi8kJCx1scDQfcDQdcLYctNTtxZx+EYgWCmX5VYISoUykBqvk6sIqEW1xuHwhk9Wl08GV5dX5udyiwhKxUCqXKbU6wGK1BYLBYCgUDIWDobDFaq2qrKqpqrGarZFwbX1tvU6ry8rIokgyHAq6XU6dVlNWWsItKOBxCyrKywCd1sSyZhML6LRikVAsEhYXFfELC3ncgpLiYq1GQ1O0iTEBWkAhV1IkbTFbzCYLS7MqpVqj1rIMKxKIMtIzRAKRoFrALyzicQsryioALcBQjNlkFtYIedxCPYwAWkCtVNMUzTIshmBiobistLy4uKyktEIgkMB6zGpzOp1es9mmA+DqaiGfX8IvKq2uEYmkcoVaS1tcNnfI6grEsLnDNnfY6gxZnWGLK2J2RcyuiMUVsbgiVlfQ6gqYHT6z3Re7mmxexupmrR7W6qEtLsrsjMFY3Wa7z+oM2N0hpy/i8te6A3XeYIMv1OgPNwUizYFIc6C2OVS/r7axtbF5f/PeA43N+xuaWmsb9sY0Fok0hcON4XBjJNIUiTTVRRpqww214abacGMkdIuGcLAhFoeFg3WRYG0kUBvxR4LekN8b9Lj8t1YufV5/wBcI+EIBXyjgD4aCoXAoUhupra+rb6praGloam5qaWlq2du8d1/Lvlu07muNcaB1/8F9Bw7uO9DWerDtQNuhtkPth9oPtR1qb2s/0nbkaNsHBz/+976vjyv87a/sLhq1Mn3s2pzh6/iD1hb3jS/rs0Ew4F3l4D3QqDR8VBY1Os88kusYXugdWugfxAsO5AYH80JDCkOD+cGRPO/YfMdTVb436A931ZieWpPx0oINC19bt3TR0tfmL1n0yuKFLy+aP2/+iy+8+OLzL770/IvPzH36yRmzH3rwocmTJk+eOHXShCmTJ06dPPGByRMffGDq9IcfnvGvZ17asSuVIO0fffLNqdMXz5y7cktpt7KRnZ09ned7znf0dMbCr45oZ0f0/PlYweEv6Oj6C3K6Rfff5r8ZpV2Mnr/8h1yKdl6OHj/1N5X21bddp85GT539I6Wdvlkecqaj5/S53vMlT3XcOHX+xunzN0533jjd+XNwdoedCr9HrNLkL/KHwjvbEduZ0XPmbM8vlv3+gI7rpzuunz53/RcbNc71cvrctdNnr546e/XUmSsnz1z56cyVn05f/fqH7r2Hv6zS0ZszS3YV1uRJQJ3ZT/kaDFY/xboY1mUhrVbaamYtJsZkYlgTxcRgSJqhaJZiWIplKBNNsRRBkbjRaCAYkrJQjI21eJ0eI2YsyOFWllbG7tUoVTlZ2WVFxZSBKOYWJu9OFFcKWJxyWx2gWlfOL5FUiyE1BMh1lfxyYZnAhLPNtU1+l08mkpQUFsvEchhGVCpttUAiFitY1objTHFJpRrQWxweymwjWYtUpuTkFihUumqh5O3N21PSOTViOclYScZWVikuKqmWynRqHS6Vw5UV8tycUpEY8gVb3b6WapmeVyEXKHAZwFTIsXSe8J2EvAy+mHQ1Uv6WMhXGEWh4Cn0ZSJXoiByxrgwwkuF9VKg5q0qWWSEVoozeGbQ3t7lbD7tbD3n2H8Y8oQodklsp4onk5UptlVJbIpKl5PFScrkwThooU41IlpfH4xXwy0srKytqSorKsjI5ubl5ej3icDi9Xp/P5/d4vDTNFPOLuQU8QAfgBhzQAnweP4eTY2JZj9ul1aj5hbziIn5VZUVVZUUOJ7uQx1UpFbgBKy0pTtizOzsrs7SkpLKiorSkuCA/vyA/XyGXYyhaXlbGL+QTuNFqsVktNiNurCirqK6qZihGLBRv37YjLzevsrxSUC2orKgqKOByC3hKhcpEs6IaYSGXB+rAqsqq0uJSDMFAHVjIK+RkcUqKSysra0pKK4qKyiqrBAiK07RZpdZyefxCfnFFZXXsIJLM7Ny0dI7BaDbZPKzVzVrdrNVjsvvMdr/J5jPZfIw9wNhu4WetXtbqpS3uGJTZRZqcRtZBsg7K5CJZB8HYCdpuZBwk64iJzWT3mh2+m/gtTr/VGbA6A1ZXwO4Juf21/lB9KNxQW9dcV99SW9cSrm2KhJsi4cZQqCEQrAsE6kKhhlCoIRysDwdjWcT6cLA+FKiLEfTXxrZGBGIBmTfk9wR9Lr/b6XXa3Y6bCXm3y+P1+HyegM8T9Hl9AV8gFAiFQ+HacG19pK6xtjdia2psbmluaWluaW5qiaUl9zbv3duyb2/zvn3N+2I397Xsbd3XGvs7sH//oQOHjhx478Dhjw9+8k3TF2dKEeejGznjVyaPWJM3JJ7XP764z7qK/m+KB+7QDEuAhqcaRmXRo/JtI3mu4YXuITzvEJ5/SGFwSGFwSFHw/qLA6HznlHzzc9L6LPLA8gLomaXvPLNw7aKlqxYuXLp4weKFryxa8MrCV+a9/Mq8lxe+Mv/FZ5+fM3P2ww8+NHnS5EkTpkwcH7tOmTh+6uRJD02c+NCkyY+89PJiTk6Rx1v7zbcnz3Vc6ey61tl5rbPreld3T1dXNCa2zvM9Hed7ele2bmYUYw67nfPdv/DWnwZb/5z/SpR26U/ovBw9drIbQP9yeYgWtHz9bXdswenPMns3/vj0lH/GX/ffn7zO+Z5bdau/2k74B9wS2M8m6/h5cOrc1VisFlPaidNXfjh15avvu3z7Ps6p0r6TVbK7UFikxUF7UG8PGFk3QdotBsZsYCiCpAiSJkgKJyncSOFGEjdSOE7hBIWTlJEiCZLEjUaMwA0GI44zOGGhGZfNYYCxlD0piQlJxUUlPC4vPzePl5cHqNQMTuRlZmckplopU2tDi9NsK+eXSGtEHpurLlAbcYcsBFtZWCarknhtHhRE+NxCvRYMefz1wUjA7WNYC4riNosTxcic/EKxXG12eIysmWJMGpmSk50nV+oqqsWb3tpSXlptZu12i1ci0aRzuACERyItoUir29OA6WhOamFVmdLrbtYj1jy+WIta3YEDDv9+yt1UrSLeSchLzqsyWGsFELMrt1yIm+n6A2RTG9nYprIF82SQhHZRkX0ZVfJy0Gjb2+5r/zB89LPAkY/dB4942t6T0ZZsgbRcAwMmB2Jzo2aHCiXSecV7snLVMCrXgJmc/MLCErVSiyG4ASU0aoCbz0tLTdNqdFazNVaRYbfaCZzI5eTu2L4zNSU1KyOLk8XJyc4RVAscdhuB49yC/EIeTyGXgQAAAjpBTXV6Wlohj6eHoeIi/s4d24uL+Igexg0YbsAUchknO4tbUKBUyHncAm5BPkOzsTU2lmZjB+rTFCMWirdu2VpWWgaBMGEgcJyQyRUcTg6PyzNieHV5FS+vANDqiotKeAU8UAeWlZanpqRVV1XDsF6PGEAIUWsAuUIN6zGtFszL4xXyi9QaLWYwoCiuVgMcTsGWLbsACGdMTtJkI1m7kbVTZidlcpKsg2QdRpPrdkj2FxgZJ0E7cMpuIG0xMKMVJayY0W6gbDhtJVi7kbUbWTvB2GLgtBWnrQbKQjA2I2tnLU6rze1w+Hy+SDjcGAvOIqHGcLA+EKjz+2t7CdQG/bWhQF3QHw76IwFfxO+N+L1hvzfsc4d8noDXE/C4/R6Xz+303ZKZzeKIJeRtFofT7nQ73W6n1+30uV0en9cX8AeC/mA4GK4NRerDtXWxYqdYNrKhqbG+sbG+sbGhMXazqaGpqbG5qbGpsaGxqbGxpbmpqbmpuaVp796W/fta21oPtR84erjtkyOf/dDQ/vmWcuiRVbtHrkgdEZc7aE1h37UlAzZV9d8sG7hdNXgPODzVMIpjup9ru5/vGFHoGl7oHsL3D+H7hxYFRhYF7i/wjC1wTCh0btA3bzG2LtpT/MTSN19cGvfqa0sWLpj/ysvzX3lp/isvvvzKiy8tenXhvOdemDvryQenPjhpwqQJ4ydPGDdp4vjJE8dNnjB2yoTxD0yY8MC4cQ9MmzZr5cr1Uqm2re2D06e6urqudXZe7eq61tV5o6vzRkxp5zt7Orp+UTF/q27+V/wiDvsNXbdFWn9dYHd4l/+N8pBox6Xo3yvi14KWb77r+muLVf9PKu3q73G64+qpc1dinDx7+eTZKyfPXD1x+sqxk5c//r4Tt9fvzK96M5WXXCwq0+GAI2iw+PSUncJIEjUSKE6gOIHhBIbHxkaMIFADjmA4YohNGlEDDiOYHsIgiNLrTThhoU2wBkzcsYeTma2UKeQymVqlIlDEYTYzOMHPyy/nF9W6A621TbTeUJLHIyGs3h9pCNTVeSMN/lqdVFPKLcYxQiySVFVWu93uSDjcEqqt9wfD3qDP6Q14/BhG5ObxBDKFye4y0LSBpMRSeUZWrlSuqagWbd62WyBVUmaHDiFy+GW5pZW03RNs2OuJ7K3de8TraqwqV9UIIIujoVqszy1VWAL7bQ2HqeB+InxAbQknlEiTymQaWzhdqNnKrYTDzc73Pzcd+dR29HNi3+ECkChGGbrpYI4ClJqc4Q+/bPjoq7pPvw589Lm3/QPPoaM1OJMrUWlNDjJYT/jChMuP2lxcoTSVVyIHkGqpMiUzRyiSoXqDATOSBI1jRmGNuCCfC+gAE2MysSYTa6YpGtGj+bn5O7bv3L1rz84du7j5XIVcAUN6hmYkIvGe3XuyMrOK+UUlxSXFRcXFRcVJiUmZGZkataa4qDg1JVWlUBI4gRsIhmYwFCviF2VlZgkFQj6vkM/jmxiT1+11u9wsw8aiNJqixUJxYkKiRq0hcKMBw41GEkExHpeXlpqmB6CK0vJ8Tq5WpeEX8vNy8zQqTU52TnYWB4ZgHDcacBLFCATFEQTHMKNIJE1KSquuEaCYATPgJMkYjXRlpXD37hSlGiZpG0FZCMpipC0kbSMpK05acNJioG23Q1A2grIRpDUGTloMRjOKm1DchGAsgrOIgdVjLIKZUZxFcQYhfgWtx2k9TulxGiEYlGAI0kTRFtZkd7kCoVBDLNkYCtX7fRGvN+T1hrzesNcb9t10mM8b9HmDXnfQ6w56XAGPK+B2+t1Or8vhcTk8t+pIrWa7xWQzs1aWsZgYi5m1Wi02u83hsLscdrfD7nQ73R63x+vxBXyBkC8Y8gXDoXAkHImEI7WR2rra+rpIXW2kNnbtnamtq4vU1UfqGmrrG+sbGhsbGxsamhqbWpqaD7TsO7T34OHW9tb9H33w0TEq/H5cYumEpbtHLUseujJrYFzBoPXF/d+oGvC2cOA2+dAE3YgMw/357OhC6wi+c1ihc0iRb0iRb3CRfyjfP4zrHcl1D8+zzyg1r6XaN6udc9/NeXzR2qcWLHvulfkvzHt13ssLXp03/9V5ry56ZcG8516Y/cTMqZOmTBw3YdzYiePGThw/btL4sZPGjZk8YdyUieOnjh07eeLEB+fMeW7b9gQMoz/68MuOc5e6uq51d13r7rrR3XWjqyvaGbPab2OsC3egq7uX3lThr7jwT5T263f5axWP/yH/RGk6yPLN911/vlLVEf29RbK/kWb8z/hTpf28/fB3D9n8NWc7eiuLfsuZ81dPd1y5xalzV06du/rTuWsnzl799syNAx8dq4HNm5Ly30ouSC4VC41W2OSCaDuOEBiMoTCCwggGI7cGmB7tHdyaBGEUAEG1EtFpCQAwwnoKI9RSRXpiSim/xMKYzCbWYmbtFtZptRAIwuXkVBaXRBzeRl8YlqmLsvNp2BCweXxWT9Dhi7hDRggvKywFQKi6RiASS5xul8fnqff4673+iNsfcHoDLi+ixzicfIFUbna4cIbGSKpaLE3N5Ihl6pKy6u07E6ukCj3JyCE0o7CEL5ZRLp8tUGsNNPoaD4aDB6qrdJU1MGOtL6kGCqp0bGA/VddGhA+g4QMqR32qEEiu0Sjs4T2Vsm0lAqzpoPX9z0xHP3d8+jV9+MNCjCkysFRLWyGEa9yhuk+/afr4m/ovvvV/8oX/vU887R9UG2iOWKlibWSowRisM3pDqN3DFcqSucVSnb5SrEjn5EtlKj2EIjCGITiG4IIaEbeAp9VoaZKmKYYkSAOGA1ogPzc/KzOruKg4Iz2TV8ADtAACIxhqqKqsStidwMnmFPOLi4uK+Tx+VWVVEb+oqqJKo9ZwC7jpaelajc6A4QiMELhRDyMlxSXpqemx/WTF/GKL2eLz+r0eH8uwFeUVIqHIxJrEQnF6ajoMwjiGIzCCopgeQWJ9ZECNrqK0PCeTo5IrufncHE6OWqnOzsrmZHMQPYIiGIoSesSgRwwIYoD1WE2NKCk5TSSWYAYDrNfDetSAkzU10pSULLkSMhBmxMCgOGMgGJwwEbgJxVmMYFGj6XYMhAnF2RiIgUEwRo9SMELCCAnpY1cjpDdCegrSG2GUgDAjiBIgSkCYEcKMsIG8RWwGxWmcYEnSbLN7gsG6QKAuEKjz+sJOl9/h8DkcPqfL73IHXO5ATGA34zC/2+l3OXxOu9dh89htLrvNZbc6bVan1eKIyYyhzTTJ0iRLUyaGMpkYs9VitVrsVovDZrU57E6Xw+Vxe7xur9/jD3j8AV8gGAgGA8FYQjIUDIeCsUEotvAWDoXDwVA4EIoEwnWhSF1tXV1tfUN9Q1ND4976hv2NLW1N+5rr29taP9n34UkJHnz67fz7F+8etiJt8OrcwWt5AzZVDHyzut87wsE7lUOSoeEcYmQBM5RrHcK1DSp0Dyx0D+T7BvE8g7meoQWuIXmOsRxsrtC7k2haXaaftWrLEy8vmfviq8+88Mrz816d/9KCV1989aVnX/jXrDmPPjx98vhJE8aMGzt6/NjR48eMHj/m/vFjR08cN2by+LFTxo6ZNHrMxMmTH543b0FaGsdicX/99Y8XL1y/dKnnQnf0Qne0uysaSz/eIW14J6ncbqzbBRaj++LP/Pbe3/XcH2rs/0al3bEQ4xfzfxhm/R+R3O2c64z+I6Vd+6tK67h68vy1nzqu/3Tu+vEzPd+euFJ74POsYsWqdzPeSCnMl6N6ZwS2B2GMBmAcBjAYRGEQgQE9DCIwgEE6FNbpYR0M6/SwTg/pYD2g1wOIWqkGtACihREANaCkTKxKTkirKKlijRaWpFmKoUgjQzMwCGdmZpWUlDocbo/bD0FIbh5XrYbsdq/Z4nS7Q25nUCLR8PjlGG2WqLVFlVWk2eTy+8LeQK0/FPCFnHa3x+HVIwYOl1cqEtEuF0LTMEWXiiS7UjOqpYrCssq3t++qVCgBihGB+sSCwmR+sZZmGV/QGmiwh5pZZ21abjm3VEk7Gwsq1bsKqgFbrbHlCFp/UFd3oMLse7tUvKNGqQw2pmmQVblFVe4Q89GXlq+O+46foj/4LN/ISoJ1lvc+KjKyYH1L/bc/Nnz9Q8PXxyKffx384DPfkY8VZmeeVF2DEKg7iLqDuCcImR2ZpVUJeYViDVQpVabl5JdXCnQAjGIErMdgGCspKU9PS1fIFLiBQBEU0SOIHlGrNNmZ2TmcXKlEVlpSlpqcyuMWajVaQAdVlFUlJ6YWcouUchWghSBAr1UDNVVCYY1YKlHk5eQn7kkWCSR6CIVBBAT0OlFARP4AACAASURBVA2Ym1OQkZYlEkiKi0pKiktiu9M8bg9N0uVl5UqF0sSaa6oFO7btkIglhIHAUAOGGdQaLSebk5qSppTKy4pKCnLy1XJVQT6Xk83RqDS5nNzUlFSlQonoUViPgRCi0YJaLajTwRWVNYmJqeUVlRCsR1AMxXA9Yigrr9m1K0muhDCchRASRkg9SqEojWFMr6gwKgaM0TBG61E6Nn+bvYwAhOtuQwviOtAIQDgIG3R6g05vAGEDCBsgPQ4jBIwSeswIIQSkx2GUQAwUhlM4QbGMxWl3u1xep8vrdPltNo/F4rRa3Tabx2bz2O1ep83rtMUyim671WOzuG0Wl8XkMLN2M2s1MRYTY2EoC01aaNJMEixhZHGcQXEawxmCYCnSzNK9DzOzVqvFHtvq53K43C63x+3xef0+r9/vCwT9waA/GPAF/b5gb1DoCfi9wYAnGPQEwp5AyBsM+cK1wXB9uK6utr6xvqG5saGlqWFfc+PeSMv++v2tbZ/vbf93Zo1hRlzimGU7R65MGxGXNWxT2bA3K/psKh+wRTxoj3pIqn5oNjEkjxmSbxpU4B7E9Qzg+QZwvf3zPQPyPANy3YNzjGP4ptd0wY1Y5MWM8smvrHh03sInX1j4r5cWv/TSwpdenP/cnGeemPbEA5MenDBm3NhRo8eMHDt6xJgxI8ePHjl+zP0Txo2ZOH7cpNFjxo8cNWbEiLHjx09dvHg5n19eW7v3p5/Od3dfv3ix5+LFngvd0a6uns7uX3OrQKPr0i+4o7H+en3Hf8g/Udrvr6Wdvxw9dqoLwJi/rjTz/3Gl/bZo5xZ/T2nn//tKO3P+aozTvT1+rp/suPHj2eiJc9FPj13A7Y0bd+e/vjl1c255mY7QOyMQRqt0CKBFdBpYpwF1GlCnhQAtAmgRUAP+Cq1Sp1FrFTKFTq4D1bAexsVCxe6dyfkcHoHROIqTuJEgcJqiIQDOyuaUlpVbrE6X208x5tKySi63GEYIi81tMrmEQmVaWq5ApKRsTg2CZRYU8CsqMJp2sDYra9FqQLFQakAIgmL5ZRXJOTkSAJDDcKlIvDUpdUdKmlilzS8pf2PrjmKxRI5glSodp6J6c1Z2TmUNQJtod1htMOUWCeM27crIF5i9e9UGx868yqQSqcwelNlD5ax3a5XiuXcT1hWUA/X7qx2B9fzKXXKdKNiIf/i5rvUwz+TINTLk+x85P/6Cb2T0za37T3U0HzvZ/N2Pzd/+0PTld3WffIVHmkoALKtaWgkaZEazGDGWyDXvpGRtz8wTqkGhUsfhFXPyuFVVQoVSIxBKiorKEhKSd+3cJRKKUQSDQBgCIEAHKhXKrIys7CyOWqlWK9W5Obl7didUlleqFBpBtSgtJSM9NbO8tFImUSjl6qLCkpjkJCJ5VgZn8ztbszI4FWVVwhqxoFrE4xYl7E7Ky+FKxYqK8srszGyZVGE2WYy4USKWFuRzIRC22xylJaVvvvFWZkZWTbVAKpEJBML8Am5SUnIRvxhQa4t4/LzsHIVUnpuTm5WRBYGQSCBKSkjiZHOqK2tkMpVQJOXyiniFxRKpQiZT5uZxk5JTeIV8mVyhVGkrKwUJCalbNu+SyLQwQoEwAUA4CBMQbET0JKQ3gjCh0xOAntDdBNQbQZgAYQKAiZsCM2gATKP7FbgWNICwAUBwAMFB2KCDMADCAAjTQRgA90ouNg/rDRhmJHCKoUxms81itlksLpPJzrI/YzY77Fa31eyymGxm1mZibCbaxlBWmrRQRhNlZEiCMeIUYaAIjI6B4wxmoBEDhWAUipIEzpBGE2VkKCPD0GYza7WYLVaLzWZ12G0OZyxi83i9Hq/P6/N7/V6P3+30xfKZbqfX7fR6HF6P3eNzeHxOX8AdDPmDIX8wVjZZV1vbUFfbWBdpDjU1h5prGw63f3iMrf94XY50yurEUStTh69M77+6oN8a3t1r+X3fru63Qz4gCRiYhgzIJgfnsQPzXQML3P253v4Fnn557v657v657sE55NAc42NF+Boo9JaSnrN+28MvLpzx3Pw5Ly568cVXX3j+lbkz5kx/YNqkcZPGjBwzesT9o0eMuX/46NEjxo0eOW70qPFjR48fc/+4kaPGjBg5evCQkQMHDZ/+6MyNm94VCBQHDx49f/7KxYs9Fy7c6O7q+a3SerV06Q7crrQ/Ccj+H1QabPr2WOfZm53cYk76ldJ6G7v9g8jp9131D/g7+cm/rrTezfnnOq7/Vmm30dsZKMapjuip89ET53raPvyhWIou35y8alfGrpKaasKsxq1S0KhQIUoVrFRCCgWokAMKBaxU6JVKSKWE1QpIJYdUclglh1VyvUIOyaSAQgTJxZBKiVUL1YmpuQV5ZTBg1IIUhDAIRmNGkxrAOLxifkW1njYbrS7a5gIwI7e0OodbyiuuyueVpKRlc0urMcrCOgIG1lGjAFK4pan8Sn6xgJNXkpyVX1QhRI0m0uZWIIakXM62tOR3srI2Jia+sWsnp7hEBsKFJeVJqelVcqUUhCUgIobQfIFoV3Z+Sl5RRmlNaklVfpEoLaesWm5whw+GG99TG2yphTVb+RVb+RXbioRbi4Tv8KrTVQjZ9iF55JNKZ2CPTp8AIOkYla4nMvVGfeuhg12X6n84qYjUMV980Xb16oGui22dl9o6Lu0/2dl8/Izvg6+N9YeqUHu+FOMIoNxqkFOpyyhVcCpUSogFDTaBDMrnlnM4hVlZ3LS03LQ0TlpqVlZGrlSkBLW3fkbACpkmJ6sgP7dQLlUr5dry0prkhExOJlcuVUvFyqLCsuTE9OTE9Mz0nKyM3ITdKanJWRVlNWKhIieLt2t7cmpSdkpiVsKutJSk7NgTxUKFRgUqFbrCwrLc3MLi4sqCguK8PH55uYAkzQ6HTyiUpaZmZ2bmZmXlJSamJySkJqek5+dyRQIJoNaWFpUUcQsVEhmPy8vLydNpAUAHcAt4yYnJKSmpKelZCclpuxKSMzl5QolMrtbWiCWZHE5yenp6dnZGVk56ek5SYnpKUqZMBgIAoQEwtRbV6DCdDoNAHARxADBowV50gAHQYToQ04JoDDWI9KKDbwNU6yC1DlaDsAbSAzCigxAdhGlBFAB+AQhiIIgBAAoACAToYRBB9QbcQBpxyogzJMGSBEsSDEnQJEFTJEuTFpq0UEYzZbRQRgtJmEncbDSYCIwlDYwRowmUwhEK19MYQmMIDWMsjLGggQUxBkRJGKUQA2PATThuwnETabTQtJVmbIzZbra4YuGg3e51OWJZTa/T7rbbXHar2251O2zeGE6rx2n1uC0+ry3gdwSDrlDAFwn562oD9fWB+sZAfbO/qcnbFIrsb2796MD7PynphoU7iqYuTx23LHXwyrxBK/PuWpXfZ2N5n83ifjvVAxKhAWn44CxqIMc2KMc+IMfRP8feN8faP9syINsyIJMdmEkPy0JmVlnfwOtf5ysfXLLx4ecWP/7isqdfWDD3X/Mef2TG1AkPjRs1cfSIsbEQbdSw+0cNG3P/iHGjR40fPWrcqBGjhw0bOWToiMGDRw4YMGzEiLFz5jz7zjvbMYz++usfL1y4ceHCjQvd0e7uns7u6ze5qbTfKYL/rdv+r1baH1c8XvmbSgP15u+Od94ujDPnf265/YtOpp09f5m/r7Tu3+G3Yvs9brfa7YdP/rHSzl8/d/7G2Y7rZzuun+24djtnzt/OjTOdv2gIdLYreqYr+s2Jy97mo0l84dLNSesz8lMFSjluliK0WAGLZaBUqpNKtFKJVirRyaSgTKaTywC5DJBLAZkEkEkAhRSSSUGZBJSLQKkIkIgAoUhbXCoSVCm1KlSjM8J6FkVZ1MCCMClTQQodglEWgnXQFidpcsAYLZBoyqokldUSkUQFoRRt8RgZJ844cMYuA7ESkaKsQlxcJqgUK3SIkba4CIsDM9ukMMStrsysqMquqCyTyZQopiVIqQ6slMhUmFFLMDrSDLEOvc2jIsxiyFgFGmWElXbW065Ga+RQ3aEv933wfeDQZ7Crvtxo4aN0GWGXOSPa0F64+ZDtk28c/z5m/exb6NDRmlB9VbBe1rCPPPpZy7kLH17vOXzhSt3xn/ad7/rkevSz69HPr0U/vtRztPv6oTMXW3/obPz6tOPQl4Bvr9gUFNMBKROUUj457UesEcwW0eA2oQrll0vzC6vyC6uKK0QVNfLyKolMDqg1iFoFq1WwWgUp5Lqy4urKMqFUrJZLNFKhqqy4prS4Ri7TyqQaQY20uKiiIL84J7cwL49fwC0pKa0WilXVAjkntyglNTc3rySLw0/PyE/PLMgrKKmukcvkOpkSUGpgsVxbUSMpLq8pLhfUiBSAHqdNdpK1ydVgRY2kWiTjl1Zm5XA5eTxecVm1QCyRKmQyRVW1oKqyRq5QVguE1TUCjRaA9IhSpa6oqCngFeXzivK4RQX8svIqkVSplSp1MpWuSijhFZdx8nk5eYVFxVVVlZKqKolCoVeqUaVar9Igai2q1aKAzqDTYlotptGiai2q1iIaLaLRIBoA0QB6NaBXA3oVoFfqYBWgV2lhlRZSaSGlFlRqQZUWUulgFQCrAFgNwCodpNHpNTq9DkBiaHWIVofodKhOh2q1iFar12phQKuHABQCUBhA9aABgQgUJlA9gSIEihAGhMAxijDQBMYYDazRYCJxs9FgNhpMOMbiKG1AKExPorARhUkEJhE9CSMsjLIQykIoAyE0jNAIymAYi2GswWDCDSaCMBmNFoK0kJSVom00a2dNDpPJabG4LFaX1eqyWJwWk9NiclrN7hg2s9tucjtMXpfZ57L4XFa/yxH0OsN+dyTkqa311dZ56+u8DaHQvkjtoX3tx8Ltx3OUttkb8icuTR2yInfwyry7VuTds67k7rcE926V992t659iGJhu7J/F9s8y9c+29su23Jdl6ptp6pdp6pfO9EunB6Qho7OQ+Qr3u5D3+T38B15Y9vDzS+Y+8+oTM595eOr0SeOmjh4x7v7hY8eMHDt65JgRQ0YOGzRy+JBRw4feP2zoqKFDRgweMnzQ4GGDBo3o339o//5DR4+e+OKL87OzCgKBhpMnO7u6rl/o7rlwoaf7wo2umNIu3Oi80NN1oafrYrTz8h34oyTkxV9ypyDvdv6h0i71uur8Te4cgV36s31pl6NdV6M/nOkCDX9Had//2NXR/bOBfj+LeIcWcHekt8XAb21057YCPX92QvPNjjt3evqdO+503bjFH3/UM+evx65/Rk+s1/jpmz3rTndGz3VHT3dF//3jBcLTsCE577VtSW8WlPHUsMDACJRolUgnFGiFArVAoBIIVDU1ypoaZWwsFKqFQrVYoJUIgZ8R6EQ1WnGNVioCZGJIIYXVCkyrwgE1AWqNMEAhMIuhFoKwUqSDoV0U6SCNNtJoIwhrbECRDppyMrSLZVwm1smaHAxjM9JmgjLjtBVnrAbWgrJmPc2CFK3BjSqcUhGkijAqCaOCIGMocZPaaNGQTi3tBkwB0BaBXQ2Idy8RPoj791ORdqbxA3Prp9a2L0ztXzLtX5DtnxoOfqjf/75+//vowQ8Nhz8xHv2c/OhL+uOv6C+/M3193Hb8pP/U+fCZ7rozXQcv3fj4RvTznuhX16JfX40euxo9fj36/dXoF1ejH1/oOdzZc/DctaafLvu+OWv6+Bje/gXYclQbOaQJt+mCBzWevSprvZwJSo1ehcEhR21yxCyDWSlIynSETGOQq1ClGlWrUZUKUSv0ShmskIJKKaiUgAqZTikD5DKdTK6TyLRiqUYoUVdLVNVSdZVcXaPQ1qihUokqk1+eml9cUCEqESmKhYpikaJcpqlWAjVqSKRFxAAqg3C53qBAcIXeqEAIJUqoMKMCwcWAXqABa9S6KqW2Sq6plqurFapquaJGLq+WyQUKhVitUev1sNGIUBRK0QhJ6Y0khNMgRkJ6XANiCg0qVcISBSRRQGI5KJRCAgkolIIiGSSWwRI5KFPAUiUiU6FyNaZQYyoNrtEYNDe/r0oFq9SwSqPvRQspNZBCCym0kFwDxojdVAKgXKuTa0C5BpKpIbkGkmtAmRqQqnRypU6hBpUa6CawUg0r1bBCBSkUoFwOyOWAQgYqZZBKCqllsFYB6VQwoNWDWgTUIrEBBKAwiOlBEoEpTE8ZEBZHTQaERfUMijB6mIJhCoLIW4AAdTsQSMMQrYd7QfQMomcQhEFRFsVMKGZCcDNqtBhIC05ZCcZGsnaadTCMg2EcJtplol1mxm2iXSzlMtEuM+sxM14L47OZA05r2O2o9brq/J6GoL8hFGgIB5rDwX31jR+3vneSCny6gQNOez1j2Iq8Ictz73o99564ors31tz9jqTPDlW/JKx/Mt4v3dg33dg3g+6bwfRNZ/tmsH0z2H7pbN9U5r4Uum8yNi6fWKQIrZB4Zq3ZPvbphTPmznvksaemTn5kwrgpo0aMHTl87P0jx40cPnrYkJFDBo4YPHD44IFDBw0cOnDQ0IGDhg4cOHTAgGH9+g2+r++gvn0HT5z44NKlqysrJfv2Hjl9+mJ397XYolr3hRtdF250XbyNP3PSH8vprz/9b7zRbaLqvNLL+SvRjt9w/urPD/g9uq9FfzjTBRF/Q2mm73/sOn/hFz1vfpU8/GOl/baJzi+VdtvL/qOmA7+02m/ouhO33fs7H+/WN/2F3n5Lb7n/uRunzt346eyNH89c++H0tR/PXD9x9vrJc9d/Onf9+NmrBz87XgGSK1NyNnHLkoTKStIqZ9wywi5DzFI9K9EzIj0jgmmxnhHrGTHCSlBWhpnkmFVhsN1CiduUuF1FODSkU0u6tJQLYDwg64NMPsjk11tCBmcT6WtlQ22WcLsl3G4Ot5tDh8yhQ2yozRQ6ZA4fsoTbLZF2S6TdWtduq2+3NbTbGg5ZG9psDYdsje22pnZL0yG2sY1qOEjU78cie9HwXjS8Fwk368PNcKQZCjdDoSY4vFcfaUXqDiJ1bUjdIX3DYbjhCNx4FN37EdL0IdH6GdX2NXP4O/bocfbDH+kPfzQePYa//x129Dvs6HeGo99hHx43fPKj4bMTxBenyG/OMsfOm090O09f8ndcaey8euByzydXo1/diJ64ET15PXrmWvT09ejp69Hve6JfXI4evhDd39lTf+66/+Qlxw/dpm878M9OYx/9hH7wI/b+caT9G33r53DTR1D9+/raQ3D4IBRogQLNoK8B8tTDnjq9M6K3h/SWAGT2wawXYjwg7QZIF2B0ApRDRzl0lF1H2TVGqwo3KTFWjrNywiQjzQrKomFscsJUqUNKVaBQb5TjrIIwyQlWRrBywqSirDrWCVt8iC2A2PyoPaC3BfQ2v97qg8wegHUBjFND2dWkTU1a1YRZTZjVBKvGKTVOqQ2kCiN1JMt4gp7Gvd6mfe76Zkdtoz3SYAs1WwMNFneYtPgxygPjdh1i0cAmFcSqQFMvAKsCWDVAqwFaCbBKkFXBrAY262AzCLEgxAIgAwC0DjBqAVIDUhqA1ACkBiRUAK68iQIwKABMCRpUoEENGVSgQQViSgBTAgYlYFACmALAFDpUqUNVOoMaIG5iVOuMap1RqcEVaoNcbZCrDQo1rlQb1WqjRm3UaAitzghAJABTMUA9DelpSM9AiEmPmVHcihF2g9GOEXYEt6JGux63wgYLjJlvAaG/wgJjFj1ujYEQNoSwoYQNNdpR0o5SDoR2YqzLYHYZLC7C5iEdXsrho+1+xu5nrH7WFmBtAdYaYCx+xhpgbUHWFjLZQhZnrd3T4PI1eYJ7feF9/si+QG1rqO5gpP5Qc9NHB98/0fppp5Bte/Hd8vtX5g1dln3Psux7Vhbctbb0ro1Vd70ruWcH0HeP/r4k9L4krG8y0S+F7JtC9Uuj+6XRfdPo+1Kpe1PpPimGgWng43xqta5uDU82cUH8w0++POXRf02c+ODYsZNGjBgzYviYEcPHDh08fNDAoQMHDBvQf8iAAYMHDBjcv/+gfjH6Dbqv78A+fQbcc2+/gQOHTp8+8623tup0+KeffHfu7KXu7uuXLvVcuHSj++L17kv/TaV1X/5d/otK67wSPX/1DsTu6rray39BaTqY/v7Hzs6Lf6S0m9Hb3/bZr7YE/jOf3bLan+vtTvyHSjt59srJs1dPnrn205nrJ87c+OHU1WMnr3z/0+XjJ68cP3nl+Kkr3/504ZMfOgKHPs4FDe+UCdLUSCntkNhDMntIaQ0prCGFNSSzBGSWgMwajCG3BRT2oMIeVjoiCnv4dpSOiMZdr/M0gL4mKNAMBVpAfzPk3wsHW5HIEazuA2Pjp1Tz5zHIps9uh2r+gm75gt77Odv6henAF+YYBz+3tn1ha/+37fC/bUe+Mh/+ij70pbHtc8OBTw0HPsUPfoof/AQ7+DF28GP04MdY2yd4+2fGI1+SR78mj35tfP8r/L2vsCNfYe99Y3j/O8OR741Hf6A/PMV+cob97Kz5y07Tl130F+epzzuMX3SQX54nvzxv/Hc3+c1F43eXyO8v0z9eM5+KsqdvWM/ccJ+P1ndFWy9HP70S/bonevp69Oy1aOeV6Lmr0bNXo8euR/99Kdp+KdraHY10Rb0dUceZqPl0lPzxBn7sKn7sKvHtRfzLTvTjU+jR48jhb9FDXyIHP0cOfKRv/QDee0TfchhpPoQ2tKF1B5BwKxxogX3NoLcJcDfonHU6R53OXatz14KuMOAMaa1+ldmjYFxyk1tu8chtXqXdp7V5NVaPnLZJKavS5JQzdillFRvNYqNZQlqklE1l8gC2oN5RCztqIVsYsIYAS1Br9qtoj4J0KUiXnHTKSafc6FAQNgVhlRMWuYGVGxgZRktRSkmYSG/E3XzQ3XzQUd9qrW0xh5vYQIsp0GLyNpC2MEL5NIhNqqHFKlqkpAQKUiAnBXJSKDMKZUahDBfK8Gq5sVpOVCtwodIoUholclwqM0hlBokUk0j1IikikKICKSKQIgIpXCOFaqRQtRSqkkJVMqhaBgrkkEAOiRSwSAELFaBABghk0G8RyxGxHJHIUYkck8gNYhkmkqI1UqRGilTLEIHcIFIQEgUhkRMSuUGiMIiVmERlkKpxmQaXaQi51ijTGqU6o1RnlIOUEqJVMKOEaDlIKUBKBpBSnVGqJaRaIvaYXyEDSBlAKkAqhhKiY6hgRgEzCj2jQFmVIfajwaShzFraoqHNGqNZZWBVKKPG2BgqlFGhJjVmjqEjbBDl1DNuzOzDrQHCFiRsQcoRMbnq3PYmm6fVHH5PZj28IkU5amnWqOWc+5Zl3bsi9641hXetL/+fNwV3b1H12QHetxvuu0ffP9HQP4non0z2T6H6p1J906g+Kca7Usi7k9B7EjXDE5VzS+jdgO3lRN6DcxaMn/av8ZMeuH/MxOHDRw8fPnrosPuHDBo2cMCQ/v2H9O8/uH//Qf37D+rXb+B9fQfc13dAn/v639un37339rvn3r733HPf0KGj/vWvF3ZsT7HZAt99e+p8x5VLl25cvHSj+9L17ks9t/hPlNabmfx9pf0zq3Ve/htKi5ms+1ovvxXb31YaoGeOnejqvPiLbeG3L63dMd76Y3oPZfkl/6HS/kkA9zeVdkdOx07GOnftVMe1kx3Xfuq49lPHtRMdV090XDvRce3Hs1e//+ny1ycvfX7igvvwp1kK6J0ycbnJmwmRW2uUbxaJ1nOr4vMq1uSUxeWUrcktj8spW51btiqvdHV+aVxBeVxBxRpu5e3E86p+y9pCwXq+ZFOJ6q0y3dtl+rfLb1LWyzvlyLsV6OYqbEu1YasA3y4kdoh72Sk27JQYdkkNO6XETimzU8bulDI7FKZdKstutXWPxrpHbd6lNu3WmvbozHt05j2AZQ9g2QVYdgPWXYB1J2jfCTp2gu6doHubzrUd8GwHA9vg8DZ97TakYTvatBVv2Yq3bDHu3UK2bmH2bzW3bbcf3uE+sst7dGfggz2RjxObPs868A3//R8ln52Fj112nrpRdzH6YSz92BP9sif6SU9075Wo/+wV/IdO1RcnKj76nnvoq7SmT3eG33vHc/BN6943zM1vUHUbDYGNoHODxrxOSa+XouvE8AaRbr1Ava5atr5SsqFSvKlcsrFUvIEvWsetWZdfvTavKj6vcg2nPC6rbDWnJC6nZA2nKD67KD67MD6TF59esCaDG5/FW5dZuD6LvzGjYH1a3tokzpqErDUJWXF7MuN2Z8btyYzbk7kmIWtNQvbapNwNydxNKYW9JBduSi7cmMzbmMTbkMRdn1iwIbFgQ2LB+sSCdUkF65IK1ibnxyflxSfmxe3JXZuUvzGtcGt+VWKpLKlcnlQmSyyV7SmW7OKJdxQIt+ZVv5VRui6RF7c7b9XOnFU7clduy1m+lbN8a/byrdnLt2Qt35K1fEv68i3pSzZnLtmcsWRL+rKtmSu2ZcdtzY7fkh2/NWPNlvQ1WzLitmau2pa1alvmqm2xQdaqbRmrtmWs2J6xckfmyh2Zq7dnrt6eGbcj4xaxmdXbMlbdZPW2zLht2Wu2Za/ZxlmzI3fNjtzVO3Ljduat2pG7cmfuil25q3blr97Fjd/Fi9/Fi99dsHYPd20Sd11yL+uTeWuTufGJBWsTC9YlFqxLKlifXLAhmbs+uWBdUsH6pIJ1iflrE/PWJuSuS8jbkJC/MSH/jcT8N5MKbvFGUv4bifmbEvI2JeRu3PMrcjbu4azfk7V+T+a63Rlrd6fHJ2auS85el8JZm8yJT8yOT+hlTUJW3J6MuD3ZaxI48Qk5axNz1yfnb0zlvpnBfyuz6O2s4l6y+e9m8rfv4W7akbdqW+7ru0qf3cB5IC7zibcLH95c8vD2iqm7BVMSpVPTNVOy0QfyiAe4xof5zLQS67Qy+7Qy5yNlzofLnA+WO6eW2iaXOKaWWKeWUNP4+llFcA4e5OGB19fvnPDQnIkTHxo9evKwYWOGDh09ZMj9SLT+EwAAIABJREFUgwYO79//dqUN7td/0H19B9zbJ2ayvvfcc9/dd99319197r23//33T3j+uYWc7KJAoOHEiY6LF3suXYlevHLj4uWei5ejFy5HY0r7T9KJf+yzf0bX5WjnlV6fdV/tpetqtPPaz5y/efOWzC5cj164/gu3/ePEI3v8p66uS79W2s8nYHZH79SN+w+VdqejU36vDOb/b8/9h0r7ma4bvS94IXr2Ui9nLkRPn4+e6Iye6I5+dO4K4KtfnlG4Q6jeXKN8eXfm9NVvTXotfsLCuPELVo9fsHrc/JVj568cs2Dl6AUrRi9cMfa11WNfixu3eE2M8UvibzFh6doYE5etm7Rs3eTXN01Z/tYDK7c8uGrbgyt3Pbhy14Mrdj2wYucDK3Y+uHLXQyt3P7xqzyOrE2JMi0ucHp/46NrE6fEJ0+MTpsfvnh6/+9F1u6avTZi+NvWx9emPrc94/I2sGW9xZrzFmfE2Z+Y72TPeyZrxbuasLdmztnBizNjKeWIL54nNOU9syXtia/4TWwpnbOU/uoX36JbCR7eWTN9WPm1H1bSdNY/tEU9PlE1PlE1LkT+arnosW/t4HjizEJlVjM4pw2dXEnNF9LMqy0K9b625ebf/MO/AN5qPTppOXG3pirZdjh6+HD10OdrS2WM63ql879/5ze/t9jTFM/5FkPU5GTWrBp1WopuaI5mYKZiYWjkxoWTyDu6Ezdnj3kqbsGnPxE27p2zcPmXj1qkb3p26/u0H1731cPzbD65+86GVbz208q2Hlr8Z48Glmx5YvGHKkrWTF8dPXbxm6uK4B15b9dCiVQ8vXPXQolUPv7b6kUWrpy1e8+jClY8uWPnY/BWPvrp82iuvP/rq8sfmr3h8wcrHF6x8bP6Kx+avfGz+qsdfjXv81bjHXl4d49GXVt1i+ryVt3jkpZWPvLxq2qurY0yfH/fYwrWzlm7816p3Xli3fd6GnTFeWLf9+bjtz67e+vTqLU+tfPfJ19+evezNmUs2PbFo42MLNjy6YMOjCzZMn79u+vy1015dM/2V1dNeXvXQy2seennNw6/GTZsf/9jCdbMXbnhywYYnF8Y/uTB+1vy1sxaun7Fow4xF62csWjdj0YYZizbMWLRuxmvrZyxeP2Px+plLNsxesmH24g2zl6ybvWTdk0vXP7l0w5ylm+Ys3TRn2Rsxnlyyce6yN59a8tbcJW/OXfLm3KXvPLnk7Tmvvzvn9XdnL3931vJ3Z63Y/OTKrXNWbntqxbanVmx7auWWp+O2PRO//dm1O56J3/5M/Pan12x7es22Z+K3P7dm+3Px259fu+2FddtfWLf9+bXbYjwXv/XZNVufjdvy3OrNz61697lV776w8u1f8fyKt55f8dZzy9+8nWdff+OZ1zc+vWzDv5aufWrJmrmL4+YsiZu9NG7WsjWzlq2ZuTR+5tL4mUviZyxZ88TiuMcXrX5s0erHF6154rX4GYvXzlyybtay9bNf3zBn+aa5K954auWbvaza9PSKTfMWbfzX/PWPvbR2+sJ3n1i2e+ZbBU/vKHsyUTA3TTY7Wz0zB5xZgM4oZmaVW2ZX2efUOOeKvHPF/jniwGyxf7bYP1PinyH2zRCFZoh8M0T2uTX005XYVrGx0BDYmsSd+ugzEyY8NHr05KFDxwwdMnrIkNEDBw7v229wnz4D+/QZcG+ffrGw7O6777v77j7/c9e9/3PXvXfdde/dd/e56657/+eu+/r0GThh/COLF8cJBIojRz7p6Lh86XLPpSs9l65EL16OXvy/W2m9Qvodpd3idp/9d5QGoabjP3V1XvxFh7dfKe3m5F+y1y9MdluR6P+m0m632l838Z/Q3XPuwq9LTs9fjHZ3Rbu7o13d0TOXoh9/d1aAWd7JKnp9R8bsZRumPL94zJxXRs16afgTLwx/4oWhjz035LFnBz76zODpTw997Jlhjz8Xmx8xY96IGfNGzXpp1KyX7p/98pg5r46dO3/cUwsmPL1o4jOvTXzmtUnPLJn87LKJz70++fkVE59bPvG55eOfWTb+mWUTnn19wrOvx2YmP79i8vMrJj+/csoLq6e+GPfAS3EPzFvzwLz4B+ate+jlDdPmvzFt4RvTX3vz8aVvz3j93SeWb565cuuTcTueWrt7bvyO2XHbZq3ZNmf9zifX75y1YefsjbtmbtoxY+POGet3zVyfMHtD8pOb0ue8mTnjjbSZb2bMeCvn8bcLHnu3cNqWomnbSh7aWf7w7sqHEgWPpIgfzVA8xtHOKICfLMafqaT/VfP/tXfmb01k+7r/C+7e+55zzz77dO+27di2KIqIgig2CqKgKIIKihODSNstziOTqAiIKKAIMiiCs4KiyBxGQZRZSJiHAJlTqUyVpKoy1f2hkpBAQLTb3m5Pvc/n4QmVyqq1Vg1vrbW+teqJzZUcu+QXa++VexY0763qOtbCiO0XpPPVz1GsSIOVabBiDfZCgaXz4ahe5tHWHv/qps351Q5ZeUuuZy+MTZt7/vqcE7E/HLzww97gf3of/sYj8O+uu/9zrdf/c3T7j5Xr/8tu7X8sdfzL4hV/sVz+F4ulfzVf8td5S/46x/qvc5b87Serv/1k9dfZi/42e9FfZy38P7MW/J9Z8/9Cmv8XkvnfSPP+L8n8P0jmf/vR/G+zF/zHjwv+88cFf//R4h8/Wvxj1vx/zJr/Pz8uwPlmtsU3sy2+/Wnht3MsvjFb8K2ZxT/NLL41s/zWzPKbOQsN+cdPFjj//ZPFf8+x+LuZxX/PXfj3eZZ/N7f8u7nlPxYs/ucimxmLbWcstv1+yfIfrO1+sLb7fsny761tZyxZOsPa9jtrm28XL/7GyuobK6tvrGy+sbL5ZpHN/1gu+Z9Fi7+xXPKtpfU3FjbfWNj8faHtf1nY/NfCxf+90PrbRbY/WNnNtrafu3TF3KUr5trYm9nY/2Szcra1/Wxr+zlLxpi9xH7Wkp9nWdvPtlk128Zh1tKVs5aunG2zcrb1yh8Xm2aW1cpZi1b9YOkwa5Ejzg9Wjj8scpi5yGGmpeP3Cx1mWjjMtHCYtchx9hKnObZr5i53mbvcZd6ydebL1s9f7rrAbsMCe1eLlRsWrnJbuMrNYuWG+T+vn7di3bwV6+Yud5lrt3bu8jVzbZ3mLl0918bR3Ho8822c9CxYukaP+dLV85Y66nCaa+NotsRhzuJVcxav+mmJ40/Wq3+yXj17iePsJY4/LnaYZbXqx8UOPy52mL3Y6SfrNT9Zr5ljs2aOjZMh863XLLBZa7HYcd6ilbMX2s2cZz3b0o5kYz97ueNPP68lLVv9w7K1M5evI9lvmuW47UenHaS1O2e57CZt9Ce57Z3pFjDTLeCHTft+2LRv5oaAWS6BJBf/mev2/Oi8fc6aLfOd3Beu8Vhm52y5aMViy2ULLWzmzl00d+6in36ymDVr7g+kOd/PnP399z/OmEH653czcb6b8cN3M36Y8T3p+5mzZnxP+m7GD999R/rmm5mzSAvWuWw5ders48cvhoZYckSDKDFEgSEKDDe2Tx7x+pMsTW9Rpvzsc1kaiyv9Yy3N5FRgf7Kl6V1tGm3KqTCwNEwow4RyzRgyjViGP9iPSSQYKMdABGuhgQl3X+w5dWHV9oDFrtvnO22e5+gxd5X7PAf3OSvd5qx0m+vgPs/R3dzRfcHqzQtWb1ngtMVizdaFaz0tnb0snb0WuWxbvN57iesO6w27lrrttt20Z5m7zzJ332Xufkvd/XFsPfxtPfxt3cdY5rF3+dZ9dp6BKzx/WbF1/wrP/T977l+xdb/dlv3LN++32/qrvVfQKu+DjrsOOfkcWeN7bO3eE+sCT7v+Euy6P9h1/+n1+0+v//WM64EQ1wMh64JC1gWFuAQFuwSFOAeFOR+IcAk6v+7wxXVHotccilxzOMrp8KXVR+IcjsbbH0+0P3Ftxelkx7MZjheynC7ec4p64HTpsfOV3PXX8jelFG9MLXHLKPO4W7U9961/Scfh2sGwNk4MlXdtSJrJQu5ykAdc+D4PzubAN0bE0RT66eb+Q3UU/7Imr9zKDdmvnFOe2l/Jsr+QZnf2hu3xy9YHLtjsC1nsc9TCe//8LT7zt+yxcPOeu27rnDWbfnLcMHuly+wVzj/ZOc+2XTPLZvWsJatIi1f+sNj+h0U/z1xoN2PhshkLbWcsWDpjgc135ktmmC/53nzJd/OXfDffeuYCm5kLbGbNt5k133rWvCWz5i3W89N86zkLbOYttJ1vtdzC2m6R9YpF1j8vWrpSxyo9ljYrLa3tF1rbL7Sxt7C2X2D98wKbn+fbrJi/FOdnC9uVFrb2FrYrFy5fZWnnYLnCwdLOYYGd/QI7+/k/289bbjd76dJZNtazbKx/sLKZucj6e8slMxYunrFw0QwLqxkLrGYsWPLd/MXfLrD+1sL6nwuXzLC0mWlp+9Miu3lL7K3sVi1esXrxCicrO6eFy1cvXL564bLVlraOWpY6Wix1WLDUwWKZ48LlTguXr5m/fLX5Msf5tg7mSx3MbRzMrR3mWTvMXbJq3hKHuUtWzbV2mGvtYLbEYc5iR7Mlq82WOM21XjNvqfO8pc7zbHFc5tmum2+7fr7t+gXL1y2wW2e5coO1k8cyF8+f13uvct3l6ObjsMnHfuMO+407f96w4+cNO1a4ei9f57XMxXOZi6et89alazcvXeOx1Ml9qZO77Wr3ZcYsd/KwW7PZbs3mFc5bVjhvsXfxxPnZZaud8+Zla92XrXW3c/awW7vZbu3m5Ws22zp52Dp5LHPeardum926bctdvJa7eC1z9tTi4rXcZbvdOj3bDFm1zttxvffqddsc13mtdNmyat2Wn9e6L1mzwcJ+7eI1blZrNi1a42G5dovVuu2LN/hau++1ct+7yH2vhUfAAo998z32meuY5x6wYOMv8zcGzHPzW7hx16IN3jauXktdvda7btu2zd/PZ7/vnsBduwJ27QrY7u3r6bXT02unp+cOT88dnp7enp7enp7bt2zdhrN5ixeO26bN7h6emzdvd9+045fAo+Hh0cnJmW1t3ZBUifsZbmkwOg2D+dMtTYpiUiUGoZhUYeBVqmlZmt7YDC2NLfgYS7uVlcPiSsUyjfBDliaCNBMRSzGxbDwSg2laxj+sMI6PcbWPnRxsCm8T6cz4gxOX6QslmpgfSDvpNQSNvUCWx1M3NNHu5JZeTrkfmZB57srtiLjb56/evph450Ji9sXE7EsJWdHxd6LjMy8lZF1KyIpKuIMTnZhlCL4k5lp2bNI9nJgb2TE3smOS70TfyIxOyoy6fltPdFJmzI07l5LvxKZkXU7Oiku5F5f8IC75weUb92NTsi7fvHsl9UFc2r24tDtX0rOupGddTc+6mp59NeNefMa9+FvZ8bfuxt+6n6Aj/taDhIyc+Fu5V24/u5z57PKd5zFZedFZedGZz6NuP4+89fzC7bzzt/LO3XpxLuNlxK2CiNsFEZnFEZnF5+6UnM8qO3en7FxW5bmsqrDsmtCsmrB79WEPm8KevA/L7Tj7ojPsVVf4q66woq7Qws7QAmpYATU0nxKeTwl/SQnP6wjJbQ1+9O5U9usTmZWn0sknU0uCkwtOJ70MvvY8NP5x2OXbYdE3QiMTzpy/evrclVNhscfPRB09eeHQ0bMHgs7s//XUL/tPBe47FuB/OMD3kO/uX3fv2LfTy3/7Fh9P912bN2zf6LJ5o8uWjS5bNzhv2eC8ZeO6zZvWb9m0fou7q+dmV88t6z23rPfc6rJlq4vHFmePLS4eO9d7+WzcHuCx84CX79Ed+054B5zYvve0d8Bp74AzO/bhf4N3Bp7Zse/U9r3Ht/oe9fQ9utXn6OY9Bzd5H/bYcXTzjhNbd5703HXKa/dJz11HPbyPbfY+sXXnia07j2zddXjLzr0eXr5um/09PHa6uXm6unqsd960fu3GNU7rHR2cVtg5Ll/uuHSZg83yVdbLHa2Xr7a2c7RZ5bh0lYOtg+NSh9VLHVyWr924coOPh7ff1l2+W/f4e/n6e/n4e/r6b/Xz3+rju3mXn8cu3007/dx2+m7a4eu+08djp4/HTh/33T7uu3du2rl9o/fW9V7uLps3OG1yWbVxrb2r00pXZ0c3V5ctmzZ6b9nss31b4J7dQb/sP3XgYOjBI2cPHz937GTk8eCLJ0OjToZFnwqLDg6/FHr2cmjE5bDzV8IvxkfG3IiKTYmOvRkTlxodmxYdmxYVmxYVmxYdmxZzOT3mcvqluLRLcWkxcakXY5MvXr4RFZcSFZdy8epNQ6LiU6PjU2MS0mIS0i5dS7+cdPty0u24G5lxNzJjr2dcSkw3JCYhIyYh41LirUvX78QmZccmZV++oQX/NzYpO/bGHR1ZYwvxlZPuxF3PjL9+++q19CvXUq9eS4lPTI5PTL6acCM+8WZ84s2E62mJSemJSenXb2TcSLl9IyXrxs2spNTs6zezrqfcSUzJTEzJjL+ZeSX51qWUW5dSbsUkZ1y6cSv2xu245FvxNzPTb2ZlpGan38xKS7mTloI/up6ZlpaZnn4nLe2WntS0WzdTM3BSbqaPfU7JSLl5KyU56/r1W7duPczNLeroGJBAShjFEAWGqjBEgcEKTIaO8Tn8yTD9T0CuxORKraVBakwywdgmG0szXM4WSm/fn/Ycj9O3tA92LU7dpSsx+VQd/LksbaKxiaQ6J552/sc/PygzYuw9DpIxpGKMxUSo/ZymDlpjO62pfbSpnd5CGW2hjDZT6C2U0feU0fZOejt1tJ1Cb6fQWymjrZTRNspoG5VuSCtltKVjWEv7cEv7cHM7ral9qKljoKljoKl9oPF9v0ma3vc1tw80vx/EaWrvb2rvb+oYaOzoa+joMaa3oaO3oaPb4HNvQ0fvu/bed+0Db9sH69sH6zoGazsGqylD1ZSh6vcDlW0D5JYBcstAWetgSctQSTOtqHm4qGW4sHm0sHm0sGW0sIX+qmnkZRPjZRMzr4n9rIH9tJ79sJ57r453u4adVklPrhq9Xk5LLB9IIPcnlPUllPYllPRdL+1LLh9KLR9Kr6DdqRrOrhq+Vz38qJr2qIr2rHowr3owv6rvVVVXYWVbQfnbV2WvX5bUvCiuelFY+aKg8kV++bPnxU+f5j9+nP/w4cuH93LuZz+5e/thZmp2RlLGzfibSZevJ0THX74QGxUeeTH0woWQ8+fPnDt3+mzE6bCIU2Ghx4KDD58OOXgy+MDx4N+OBe8/HPzLoZBfDoX+euTiwROxR8/EHTuTeDIs5cy5zLCLWeFRd89G3T0bdTc8Kjss8u7ZqHsR0fcjou+EXsgMPp9x5mzaqbC04yE3j51OPnIy6eDRG0FHkg8eTTl0DCf54NGkA4fjfzkQ4xd4fpdf6G7fkF17zuzaecx728Ftngc8N//m6f7bZvdfPTbt3+QWuHHjPtcN+9Zt3LfOLdDFbZ/LRh+nDbsc1u1ydN29eqPfWvfA9V6/bdoVvGdfuP9vEfuPRh8+c+loaMzhkJhDwTGHzkQFnbz46/HzgUci/A+F+weF+QeF+geF+AeF+B8M8T900ufXwzsCfvXa4++xw2fTNh+PnQHbfA/4/nr6wMnIkMj46MSUxIxbyXfvZjzOfVyQ/7zsVX5FUWF1aUktmfymrLyurOINufJNRWV9ZdXb6pqGmtqm129aautaa9+01dbhtNfWddTVU+rqKW/eUuvfdta/7Xzb0PmusauxpaextaexraepraepraexvdeQ5va+5o6+Fkp/C6W/lTrQRh1spQ5o6Rxs7RxsoQ606D63UodaO4faOmltncOthlCHW6i0FiqthTrUQh3UMTQeymArZfA9ZeA9pf89te89tbed2ttB7e3o7OvoHOjoHOigDnRQ+9spfe2U/g7qYAd1kNJFo3TTKN20jq6h9q7B9s7B952DbV2Drd2DrV2DLV39zZ0DLXjeOgc7qUOdlMHOjv7Ojv5OSn8ntb+zs49K7e3s7KNSu/VQqN0dlC6KwQcqtYdC7aZQe6nUvq7O4Y72fgplsLdnlMUUSiCVHMEQBaZQm7C0ifwbWdpkfFmWZuhqn2Zpv2cW53He9nvzP/FbvD2qewuRTIZJJRgsxqRCDShQAAAM8hEBqBKAagGoEmpRSoQKSKyCRCqJUCURqsQClViAf1YbIhaoxAKlRKiEdEgESjGoFIGIkA8L+bAAkOvBl4hARCRARAJYrEMEyoWgTMCXCUAZKJDyhVpAkcwACBSNWyIDRTAogvlCOU8k54rkbLGcLZZzBHIWX0YHtNAAZAhABvnoAA8d4CkGAcUAT9HPVfSykW62oput6GapOhmq9yOqFpq6cUD9tl9V16Os7FZUdKHkLrisU15GlZV1SMvaofL34kqKtLYTftOFNPYgTT1ISy/a1oe09cLUPmlnn7S7V9TdB3b3cbr6R7v6aV39tM6+oc6ewc7ugc6ufiqlp6O9s72ts72ti9raTm1tpza1tdc3tlbXvS2rrC0qrS4orHj5sjT3WUlObuGTJwWPHr96+OjF/fvPs+/m3Mp6dDPjUVLag8Tku1cSb12MSTsfmXH+YnrEhVvh526Hn8sMO3f37PmH5yJzI6PzLl56FR37Kjr2VUxsQczl4stXS68mlCdeL7uaWHIlvjgurig2tjA65uWFC3nnIp6Hhz0NDn506uTdo0fuHDqYeTAo+8jhzIMHU/btu7Jzx9Vdu+J27b68e3fM7h3Re3ZE++y87Lcrzn9XvP+exADf6wH+1/fuvR6wL2lv4A3/X5L8Aq/7BsR6+0S4e4Vv8grbtC18k/fZzbsvbt971X//9V8OpRw+lXEy/HbwhTvBF26fjMg4EZZ6LDj18Omk344nBB65EnDo8t6DsQFaYvwPXPDdH7FnX8huv3C/wEtBx66Hnr975XpeRlb54+d1+aWNZa9bqt621TRR3rR1N3f2v+/rpw4MddOGe0dG+kdGBkeGB0eGaXQc+giTxeByWHwOC+SwQDZTwBwFmKMAiwGymCIWU8RmiXG4XIjHkwKgnC+A8QMMFMECMWKIUIyIJKgY0iKCUKEEFYoRoRgRQKgAQoVSVChFRTKFHrFMKZHiKPQfxBAOOjUSKSqRKiSyiSglMqVEqhRJ8AwoxBKlGFKIIaVIphRJlUJIIZSguq2MIYJQoVQhhBRCqRKClDItCrlUIZMqIAiVSGCJBJZIZHrEEplYIpNAcgkkF0tkECSHpDAEwRCEQBAKQSqJWCkWKSRiJSRRyeQaGMVQ5VgrTW6K/+2WxubJpjOW9vks7YOI4Un5CGOTmUAs/wBj08yYcjWxfOwVfJAUgyBMLlLDEo0UUkslKplYKZdo5BJMLlHLxGqZWC2TqORSJSJXIXIVLFPDMrUMUskglRxSwVK1ITJIBUvViFyDasFQOYbIMESmwdGvKYfUckgDSzWwFINlGCzTjCFVw1IFLEVlUkQmRaRSVCZDZTJUKkOlMlQmU8jlCrkcgeUKGFbCsBKBVQisQmAlDCtguUIuV0jlqBRGJQgqQVBIpsAvFiJIIZQqBFK1QIbxZRgg1QFhPAjjiDRMIcYQYAwQo/MxGg/rZ2M9DKyTjnWMYG1DWMsg1jykaRxUNQwo3/Ur3vWhTf1IK03VMayhDGu6RjTdI+qeUXXfqKpvVDVER2l0dIQOjzLldJaEzhbSOQI6B6Rz+Ew2n8nmM5kAk8llMTjMUQ59hM2kMZhDdOYgjdE3QO/qoXVQB9vaB1ta+5uaehsau9++pdbVddTWttfUtFZWNpeXN5eSG4tLmwqKGl6+evM0t/revfLMzNL09MKUlIJriXlxcS8uxby8FP0qJvpVdNSri5EFkecLL14ojLpQePFCUVRkaWx0+ZVYcmxMWWxMaWxMaUx0SdTFosgLBefPvTob/uzM6XuHDqbvC0javTtx544bPntu+vml+PnF7/BO3L0zxd83OcAv0Xd30t496b8FZB/a//BY0NPjh3JPHsk7dfzF6ZMvz5x6deZM/qkz+afOvDxx6umhY3cDD2Ts/S3Vb3+Kzy+JO/0Tdvgn+++/GfBb6q+HMw4dzzhy8ubB4ylBR5N+PRS/77c4v/0Xd/qHe+4K2bozeOvO4G27wnb4ROz2v+gfeGl/UNLJMxnnLj5OTCrOuvf6+YuOqpqu+oa+ptaBNgqto3uY2jfaPcTsG2EOMFlDLOYol8MAuAw+l83ncgAWB2BxAA6Xz+HxuQDIA4QAIAb4YoAvBgCIx5PweBKAL+WDCChAQAEqEKJCISoSK0QSpRhSSWRqiVwNwRqcccMwk7YzUAMQjRTVyBQamVItV6oRJWaEAg8LVMOo6kOoYVQDoxpEgenDLgyR62ILYRRDUQxV6EAxFMFQfCGiUcAaFNagsAZGNPj6cgSDYQxBMIUWDYpqEFQDI2oU1aCoCkFVCKqCUSWMKOWwQg+MKLXAKgTRIAgGwwYg2oyhSp2lKU2h97YPNeM+N/8CS7udncsGvnhLm3wGsD+qGffBTUtMDbRKYEyEO59uCjVEooEhjVyqlkNKWKJAIDUCYQikRiA1LFHBkBKWoSisRGElCqtRWC2XKuVSJSxVIjKVIXKpEpGp8HUUsEYBYxMx8DlDNIagMgUqUyByBJGjiFyBA8sVsFyBwkoFolQgCgWqVKJqJapWKTQqhUap0ChRpQJVKBAFgqAwgsIKhVyhgGGlHFbK5SqZXCWFVfjFSIKMv8MQ4N4mxngijCvCGCA2zMUG2VgfE+thYN10rGsUo9Ixyqjm/bCmlaZupanbh1WUUU3XKNZNx3rpmn4GNsDUDDE1NKZ6hKUYYSnoTITJhlk8GQuA2HwJBxRzQDGPL+bxxQAgAnhCPk8AcIVcNshnAnwmj89gAiOjfNowb2CI2zfA6+3jdHezOjsZFMrI+/fDbW201tbB5uaBxqaBdw0D7xoG39QP1tUN1dQMVlYMlJf1FBd1FuRTnuc2P7zfmHX73a1Zds/8AAAf7klEQVTU+tTk10mJlVcvV1yOrrgcXXE5qiwmsvjiucILZ1+eDXkedvpZ6Km8sJAX4aH54aH54aEvw0LyQ4JfnDmdc/z4vQMHbu0LuLF7V+L27dd37EjZsydp964bPrvTAnzT9vkl++9JC/S781vAvQMBT478mnfi4IuTh/NPHC04dbw4+FRZSHBZcAg5JLQ8NLTsTGjJ6dD8k6E5h089PHD8TuDBVJ/A9L2/Jvvsu7rLN9Z7d6SXd+imLWc2epxydT+5ftPRdW6HXTYeXrfxuNvmYM8dEbt9owJ+uX70xIPImJfXb1TcuVufk/e+hNz/5u1QcwuDQqFTu+id3YzeflY/jTtEB0Y4fDoPYPABBp/HFgBcIZ8r4gNCHiDgAgIOIODyBVy+gAcKeaCIB4p5oAQAJQAoBUApAMr4QhgUogIhKhQpRGIlbmZiSCWRqiUyjUSu1ruUTDFd5ErdZxSTKTQyhUau1MhVakSFoQZozUmpng6oUtvoMUJpAqUSUyoxlQpTKTGVYgwliqkRTAVrVLAGhTEE0QZuIAiGILqzVWdpCKpRKDCFQq0HQVVjNoYoYUSJaA1PjSowBYopUEyh+4AqtJnRRohMZmk6Plyrf6KljXsi7XO20gDZhOfSxsIoCEv7OEuTYXIpJpWqZFKVHFLJpRq5FNOhlktVMplSLlfBsBqGNTCM4VO3yeUao3sx3fJxC00ilxmjSxBHa5CwAoZVMIzBsFoPgmoQVI2gKhRVKxSYIYhSjShVsEIlR1Uwfjus0MgRtRxRj81cgM+FalwVeB8vKMMACONCGEeCsYQYnY+N8LBBlqaPruyjK3pGkG463MtAehloLxPtoSO9dGSApRxiKoeYyhGmapSppLOUDJaCwUIZbJjBhpksGYsrY/NlXFDGE8gAAQQIIBCE+HwxCEIgKBGAYgFfwueJhFyBkAuCbB6fyeEzmPxRBjjKAIfpwNAwp3+I3TvA7Oln9vQxuvvonb10ag+zo5PZ0cl4T2G0tTNa3zNaWpjNzcymZnpD4/Druv6Kyq6i4o4XL9ufPW978qTx/v23dzPr79yuvZ1eeTO5ID7uSeT5R+cjHpw9mx0aejc45G5wyL0zYfeDwx6EhD4JDc8JP5cTfu5pWMTdk6fTgw5dCwhI8PdP3Ls3MSAgMSAgbs+uaO9tMd7bYndsu7Jre8JO72Rfn9v7Au4H/fYwKOjJ4cO5x469OHny1anThWeCS8LCS0IjikMjCsMj8kPCc06czj54JC1wf9yu3Re2eIZs8jji7BK4apXfz/Y+9iv9HVf/4uy833XTbxs9Tu3wiT5w9EbI+dsX4x7GJ5fcffrmRfGb/NLGkipKXXNvM2WgvXuwc3Ckb2R0gDE6yKQPc5kjAIcpBNgSgCMBOBDAgfA+Qx4gBUCYx4d5gFwLHwZABABRgK/gg0o+qOQLFACIAkIFIFTwtXN/q/CZVIVSlVCqEsnUEjkmlWMyGJPDH+dnEy7TGrlKI1epJxqSttU1Dcb/VoWhKkyhxhQTjU3/rUprb0ql1tL04MYD60DQMU9CTW5dgemtDgdFNajCwPxQTIFiSoU2BYUKU6jHsoRM6WfTsrRpV/v0kSnGHkebaGl/ylgaTyqFJzGtaTvWh2dJ+V9jaTIpJpWqpFKVTKqeYGlqmVwll6vksNrQuj7B0uTyCWY2wdJgGMPbeTCihBE1jGDIuPNHoUFQFaq9czS2NIUaVqjkqNrY0samLZja0kAZBkgxLoRxxBhLiDFBbBTAhrnYMBejcbBBrmqIqx7iaWg8zRBXPczVjHA1oxwNnaNhcDVMjprJVrG4ShZXyeKibC7K5cFcPswBZTzBmKUJBFIQhEAQEmgtDQIBsQQQSwCxGBCIuICYyxNzeGI2V8Rgi+hscJgODtP5tFEc3uAIZ2CY3zfE6+0HuvuArl5eZzePSuVRqEAHBWinAG3v2Y1NjPr6keoaWnnlYElpb0FhV34e5fmztpwnDQ/uVWekld64Xpx0rTDxWv7Vqy8uxeZejH52IfrZhahnkVF5kVEvIqPyoy7lR196fiHyUWhY9smTt48cTQ0KuvnbgeuBgfH+vjE7vSM9t0a4u511c4103xiz2SN+m1eKj0+ar0+Gn1/mvn0PDgTlHD7y7NjxV6fPFAaHFYaE54eGvQwNzwsJf3j85J2gQ/G+fjE7dkZ4bgt29zi2YeMh1w3HPDaf8/O/cvBQ0qmQWxFRj65cL0jPrn70/O2L4tbiyo6qt101Db31rYMtVFpH30jn4GgPbbSfzh7mcJl8gC0EOGKAC/G5Uj5XCvJkOHxABgAyHl8GgDAAohNQAHwlH1TxQdU0LQ36Qy1tklbap1uayVbap1ua4uMsTX8aKpWYUqED97OPtbQPudonONa0XE2JyZT/WktDPrulfSamGa84TT5rrnTfanR8RIKTP1+imYgUxqRyTNenr8bBJx3AI4BxFAoMVRiYnMFwgu6c1M5TYNhBpBvM0H7Qzt6GYEJ8OhW5ATIMkGJsMcYSYSyhFo4Q4wgxlhBjCzGOEGMLMBaIcQUYV4DxQDUHUHIAJYev4PIVPL6CByh4fITHh7UxBaAMBGUCgVwgkAoEUiFohBiUiEEJxJdAfIkEEEoAIcQTSLighAuK2TwxmytickRMjpDBFjLYAjoLRzjKEowwRCOjAtowOEQDB2hA3wDYO8DvGeB39fGo3dx2Cru1ndnYwmpoHn3zllb9erCypo9c2VtW3lNK7nhV1Pws792T3PpHT+oePKrJvl9x63bRjeRXCddeXr36Ii4uL/by80uXcqKiHl+IfBBxITskPPNk8J3TZ5IPHkr4JfCSn0/Unl0R27yCN7uf8XAL3uwWvsX97FaPs5vdz2/dEuW1LW7Xnmv++5L3/3rzwIFr+/amHzqYffrU3TOnbx8/nnXqdPapMzcPH7kRdDDpUFDaqRN3zobfjbz4MDo2Nz6pJONO1aOcumf5jUWV7yvfUGobuupbe9619zZRBtq6aZTB4a7h4V76SD+TPsQZGeHS6QCTI2RzxRwuxAWkPL6MD8AgHwVAlAfAPL4MAOUACOPwBDBPAPNAlCfA3UsJCFRahApAqOCJlTyxEpAoAIkChJQ4AqlKIFUJ5Rrdqx010mk3I0y2PPRLEPUnAqsx+bQZ54IKJX7zN24YD0N0GTMalpuev5pAN3KmUGpdzci5cbdQasYx7jGvj8Vk8T8hHanxDFhjUxVP8ti1SSA1xhJKM6ZvaRl3nuKWJjEZE/hVW9rEn/9RuTIdaQLjaHRgfwSacUCIRopgUhiTIZgcxeSoBgdGMbmxpaHGlgZrGbvHlKMaOT5Ej2KQwZiHfpQeMrA0MYKJEEwo1yKQYqAU40sxHqThiDQcMYbDFWo4Qg1bqOEINVwhxhNhPBHGE2I8gQYQqPXwBSodCr4ABQUIKIAFArkOmUAgFYFGiEFIDEogUCIFIYgv1gKIJIBIwgUlXL6YA4jYgIjFE7K4QiZXyOQImRwRgyNksEV0lnCUIRihC4ZHwaER4dAoODDM7x3k9Qzwuno5lC7WeyqrtZ3V8p7Z2MJoaB5+827w9ZuBmrreqtdd5EpqSfn7wpL3RaUt+YWNz56/vv+w/NYdcnpGaWpqScrNouSUgqQbr65dz4tPzL0U9zQq9ml0zMPIi9nhYXfCQjNDQ9JPn0o+evT64YPxB35N+HX/lV/2XQnYG+fvH+frf9nHP8434Oq+X5IOHLwRFJR+7HjmmeDs0NDs0ND7Z889jox+fvlKfvy1gqQbZekZNQ8evst90Zpf3FZU1lXxuuv12566pu76tu53bb3NlMH3vbSO/uHOQXrPCL2PQe9njg5yGMM85gifTuczmQIWV8wFIB5fxhPIAQHMBxE+iAICHBgQIHyhFkCLQoehpSn5IhVPrORJlIBEwYeUfEgJSpWgVAXKlAKZSghrRLoJbSFji5JOQPvV5K0BWKXFyKhUH9OkmLalwUojtDd/xgthg/Et/LMW5aeiwGCF1kcVOktTqDGFGkNVGKL6RLP5BEubPjI1JlVhUmNL+2Q+xdLYPBlhaX9scSZ74/hnQDMRSB88NmFoHVaMvweEx8zMyNK0ZoZPlW1oaejYpG34csjA1fRxoWKZ9s0JoFTDl6j5Yg0OT6TWAxi8kI8vVAMCFV+o5gvVoFAlECp14PFysDFyoVAmNkYilEoEkEQASXUfxuBLJIBYzBOJeUIhVyDkCgQcUMDhC3CTYwMiNiBg8vgMDkBnA6NsYJTNG2FyaHTW0Ch7YITZO8ToHmB29tEp3SNt1JE2Kq2lY7DpfX9Da8/bps7adx3Vb95X1b6vrG0tr24uIde/LHyd+6LmSW7VwycVDx5VPHhEvvugLPt+cWZ2YUZmQfrtgvSMgvSMlyk3X95MfZWa9iLl5tPEa4/jEx5fjX8cd/VhbNzDmMsPoi7dj4y+e+5idkTk3QsxD2PiHkRdfhR79XFcQm5C0ssbqYVpd0oz71fff1qf87LhRUlLUUV7eV1nTUP3m+but639TR2D7b0DHb39Hf0D1IGhbtpIH2O0nzk6yGLQuIwRPn2Ez6ALWCwRmy1mscVsLsQF5TwBDAgRQITwxDAg0lsXAggRvgidgFKHii9S44AiDSjW8CE1H1IBUhVfpuLLVKBcDcrVIKwUICohqhGhGv2tusk5kCZOpyRTYTKltgPcEJMNtY+ytI+41k/Y+u/H0JWnBlWb6CD9Yi0NUmOQ+g/wM4kSk2owtugPtDSp0WwgX6ClfZl8Hvf6XZaG8wmWNv6WGTVxN62/GEG6DlKJbjBSINWAEo3+7ayAWAOINXzd+1RB3QsfDC1NIFIJx1CIxAqxGDUGFothyBipSIYjE8v0n6UiGSSUQiAkBSEINzZAJOIJRTyhiAeKeKC2Z5LDF7EBIRsQMHkgkwsyuXw6mzfK4g4zuEN0zsAIt3+E10/j9AyyqL0sai+T0sPo6Ka3d+H2NtDYNtDUNtDY1veupbeugVpV+768sq2U3FJU0lxY3FhQ2JBf8O5lwdsX+W+e5dXlPK/Lya3NyanNyanLyanLya3Lyal5/KTm8ePXT57UPHxU8+DR6/uPXt97WHvvweu7D2rvPax78OTNw5w3j3Prnzx7++xF88uC94WllLLKzvIaSkVtV019T31Lf+P7vhbKQHvXYGfPUHffcO/g8ODoKI0xQmMN05jDwyz6KI9BBxgMPpMpYDFFLJaYw5FweVIeIOPyZYAABoQIX4TwRQhfgvAhhC9BQLEhqECiNEY/qbfR66gEEkwg1YAyDSjX4LN7CxFMiGK4mYkmt7SJ78oyfO3IZJbw72tp+obmdPpIcUszHPxDlBiiMt3x+MEBqnFzdkzT0qbb3/g5LO3Bx1maVIZO1eKBvuBW2pfJl2Bp+ghao46aSXr/J4I/xSlTjqFNxHihfhxY+94jg5nl9GH92gfn8beQQxgIYQID8MdFQJGGL1SDIg0o0gjEatEYSpFEKZEojIAQCYRIJUbIxHK5WC4Xy2EIlus+y8VymVgmF8nkIplMKJUJpFIQgvAhN/whc75IyhdBgBDSjr0JxFxQzAWFLEDIAgRMLjjKFoyyBSNs0QhLSGMIBkYEAyP8PhrQO8TrGeT1DHK7B3CfY1F7Ge1do60UWlPrQENDf/3bvrr6ntd1XdU11KpqalU1paKKWlFFLa+kkMspZLIhHWVl2s+lZdTSsq5ScncpubesvLesvI9c0V9e01/5eqCqdqC6bqCunva2caShmd78ntHSPtxGGW6jDlN6R7v7R/qGRgaH6aN0OoNBZzDobC6Ly2dwQRwmT8TiiVmAmA1IuICUC8h4fDkAwnzBWCMMFKOgRGtpoGQMAYQKIIUQUhlj4hWJWmSYQI4JtE6GiSa++FE53tJMvv7RqKE2ZccjqhkDd7Vp8hHtjz86hkLfZWqY+UmZpJX2ORpksMYE06+oj7I0SDUVEiUm02BcifzWw6fTtbTMu884gAy/uhl1/hpj+ES60WMHJtf/5I7jP50prum/h8+V4elUtQpD8DhmvLPCGMXHMPHnU4Dg2zWIFht35GitTq5FqkMixyQyTARhQgkm0j0KKRlDA0k1MqnKCJlSJlPIpYagsBRFpAgiRZCxDzogBIEQRAIjYhgWy2GxXC6SyUVSuQhChBAihGCBxCRyUCwHRDgIIEQAAcIFEQ5fzuTJGFwpgyNlcCA6WzTCFI0wRcNM4RAd7B8Gegc53b2czm42pQt/QoDe1kFv66C3to+2vB9tbhttahlpbMYZbmwabmgaedc02tBEb2phNLYwGluYjS3splZOUyunuY3b0s5rowLvu4D2LqCjm9/ZC3b1C3sGhP3D4qFRwTATHGYBDDbA5PLYXIAHggIxKBKDIjEfkoOQnA8hfAkMSGC+BAYhBIQUAqmKL1WBUrVQphbJNThiwwgjRItErsbB/5WOZ/JZJ/BbHN2FSaoxQqbB5DqQD1009d+iGkxhjFKDKTEtKmOU00YxfSZk4PfyMflUYZhKMx6lBkMw0w40TRDMBCaLj5paczJgDIOxsb08BTA2JRoMxTAAQm4/yp2upZ04E1lY+qaipplc1VhW2WASclXjZJRXN1XUTKTxD4dc3UCubiBXvyurevsHQq58W/4Z+GMzqaXynYm9U1VfVvXGEHJVfXn1u4qqhvLqtxU178ZRWVP/Aarf6ZmwF/BETO4gfO80lFc1VOjQZfJdaUVDaUVjSXlDCbmhuOydnpLSd8Vl74pK3xaU1L8qrssvqn1VXPequK6wpK6opK6opK649E1xaW1xaW1Z2WscMrmWTK4lk2vI5JqKMaoryFWVZWNUlFYa/otTVVJZVVJZWVyhg1xZTK4qJlcVkysLS/VUFZOrS8rx5VVF5BodtcVldcVlb4rK6gpLX+cX1bwsxKl6UVDxPB+n/NnL8py8sse5JQ+fFN9/VHzvYdHdB0V3HxRm38cpyr5flHW/KOtu4Z3sMTKzijOzizOzy7Lvl+uovPuw6u7DqnuPqh88fv0o9/Wj3Jonz14/zavJyXud++J17ovqZ/nVz19V5BVWvCgsfVVU/KqoqKCosLCkuJhcVFpeVFpeWFFdWFFdQK55VVaNU0CuKSDXFpBr88trC8rrCsvriire4JRU1pdW1JdW1JdW1usOuTclFbUG1GlXGM87E1S9Lal6W1z9rqSmoaSmobS2obS2sbT2HU5Z7TtyXQNORV1jeW1DeW1Dee078msT6L5tqKx7VzWB6jcNODX1jWPoFk6HqvppYyoDfx61b6tem6C8rp5cOwFTNTl19RpSUddQUdc4DpNrTga+c/V7fAr0R8JklL9pLK5+czLi4nQtjRAhQoQIEfr3EmFphAgRIkToKxFhaYQIESJE6CsRYWmECBEiROgrEWFphAgRIkToK5FpSxOJRCKRSEiIECFChAh9qcKt6gOWJhKJBAIBAABcLpdDiBAhQoQIfXnicrkAAAgEAkNXM21pAABghAgRIkSI0JctAAA+YGlCoZDL5f5rc0mIECFChAh9UFwuVygUfsDS9IsIESJEiBChL1YcDoewNEKECBEi9DWIsDRChAgRIvSViLA0QoQIESL0lYiwNEKECBEi9JWIsDRChAgRIvSViLA0QoQIESL0lYiwNEKECBEi9JWIsDRChAgRIvSViLA0QoQIESL0lYiwNEKECBEi9JWIsDRChAgRIvSV6Gu0tLwgEsk5oR3DMKw9wZlECsr7V+fo9+tTCmL4m/YEZ12d/C/SZyh1XtAXfEBNUd6v5kwgRGhK/VGW1p7gTNLLzGKlV1h2I+uTcsSqST3gZmVOIpFIJHMrtwOpNdNJByRfOxZ6rxXBsH8DS0O6c8O8VlqY4UV08kuoHEE+8JN/taUZ7V8SiWRmYet24gkV+uQE/xR9CZY2rub+yIpDWhNczcxcI/VnyDQtrf1R6LH40k87PQkR+rL1h1ravmwajUajUWufJhxYa06y8s5o/dClepxYeUFWJDPb3TFPa6k0au3TmN22ZiSrIwXgh344nOVtZuadNYxhX7yl9Wd4mpHM157IrqXSaNTa7BNrzUlWQXlTX2G+CEvT7l98F8d4W5HMXBM+dg//qfpiLE1fc/qKS/rduRK+jnG1cL3SaOCO07S0qjArklVY1e/NACFCX6D+UEszPNWR1ivOJDPPjP6PyU1VmBXJzPe+4dW9P9WDRPJI/ZhkvmxL60xyJZF87xuYNFJ60pK0LLJuql99EZZmvH2k9KQlyTKY/Mlpfn59MZZm9Avwvi+J5HSl9Y/M1ti2iI5HQv+r9dksDcOQvCAzQ2txjkgNc7Uwm+IaUxe5jGQWlGd83w+2FuXkvO43tRGDM9jwq/GWFni7IAzvyjSzcA0b63BBRgqivVaYk0gkkvkKr+gCbe/fhLzmBZFIgcm5JwzTYNUk+Ol+6mfQGJ0kTQMNZ3iSSM5XDFs3BkXEkJHKBD+8U9Lcyu1EbvdYpiYtCAY1Zh9wtTDDvziQrb1xn2BpEdnaTJtZrPT7uBa0qSti6xUn7TITu3es/9jMYqVRRUxVQtM7Ny+IRAq8kuG3wly7hkHntGESGIYh3bknXHVph90IdTI43CbN0oT0jaTf1WYWK/1SY/aNrWPQgWxmsdIvwWQX+cSaQ3IDSWO3MJMcMXie7ml3q/kKr2jd/v7AWTDJXp7kBMEwDKI+0R/ahoWYVukIEfrC9BktzXAZPqBg5RaWlpNT1DpZN6LxqfbhjUzT0khmDkeya6k0KvmKpyXJzP8RiGF4H6eZbWBaLZVGa8qP8bYiWQWTEVN5zQsikUhW3jH5TTRaU36IqxnJzMzMyjuBTNX9bx/TgE2ZpqFAcpiDGcnMdktYGrlpFDT6Giw4YkUydz+b30SjUckJ3la6XtcpCoK0Jria6X5Tm33EwUzbOB5vaaSxrIW4mpEsg/I+2J87adVDnNep3la6PIyvMnyQB88srSn/rPtY1+rUJZzc0khmDoEJ2Tk5r/ux/gxPMzPXkPwmGo1GrU3zH6tlhBxspa+k2uwjDmb6I2GKLI1P30j9GZ5mYzs/xtuKpMslQg62Iln5p9VSadoqNdkpYVwuBOx9GexgRrKPrEMwbIojxvigM+ys/NBZYHovT2Zp7UmuZvpfPDniYKbdzDRLR4jQF6Y/0dKWRdR8oF3wmSxtR7b+/rIucpn2q/YEZ6POvv5UD5LZkQJTec0LIpECcxHDNAz+R3IDSSTXpM4p0xwnZKQyVXv/TTJf4RWmCxcYzvA0yi6SF2RG8swYnqogSF6QmWFHJlJ60hLPz3hLM8waK3sHCU95ehofHkIikcxsd+vu3MdVGfjI38yosxjMC7LEs/uBEk5uaQa/gTg0msGtwNjuBu/7GndSt17RtdKmyNKE9A1VF7mMZHmydKwVmBuotzRwlEbj6EeyJuvZm1BzZhauYYY9AqaPmHEHnUEv7wfOgkn28iQnCDnY0uhgb09wxjczzdIRIvSF6U+0tA8PahhbWl7Q2GXAoK338ZZm8heGqeulv7Ya5XXc8Mn4NMc2N3makwjiNOUnHFhrrouzKDgyWb/s5AUxYTYk/Ko05Via/to1bhtGFT7uu7HwEMOr3cTUycGW48aK9E7wKSWcMH6FjFSORcWSSCTSJLcpBmlMkaUpx8fygsYNfBquC1Gf6CNXTVfb+Jp7HeNsNFg8+REzocz67H6o49H0XjZ9gnQmuU5a9GmVjhChL0yf0dLAR/5mk55rkyeiv4BAHBqNRqNVXXT6DJaG5AaSSL6ZfTQjjYLI77C0KdI0qBWDcTOtkJqIZfi9+adc8FuvOJFWniMbb5TGgT5gaa1XnMZbGgKOmnYsE9uf+O2Ulgbe9/3jLK0hxp5k5Z9W24vXrLG7G213KkvTZ+mDlmbQWDJcF3zkj/d/autqklSMywXmBVmO9UZPccSMTw2876vNycdY2the/lhLm2bpCBH6wvQnRTxOM/SsPcF5fOiEYcrDGZ4TugA/tZVWF7mMZBmYa9DbhCDIuHW0mnYrbfI0xwQ+8h8bSdFKH2cxoVuOfM5p+f6HjKkKAt73HVdnhgUx6ng06GDqT/X4+I7H6Vqa6V4++5iGqUo4xc413gHjsoLUROhWnLDdD3U8asdAp7hcN8TYT9bxOK6bnJW9YxqWNi6Ed/IjxlTHI94C/cBZMMlenmbHY3+W3/J1l2qnXTpChL4wfabn0vDnybyN4q3GTpD2Rwe8/LJMGRzSmuBqRjJfeyKNjA/+v0o74mCmH5BqiLEnaQMDmvJjdtuamfSuaVkaxnrkb04yczjyBN9Q9hEHC6/bvRPyin2EpU2e5oQiWrmF4UVsIqcdcdA/e2cUPIFHPuAxDFMUBKmLWW1G0oar0JryY7xtV4SShSbCQ7ThBtrAiek87jdpoSd+a1hl0w0PMSzhFDvXeAcgpSctSWauIU9rqU3ktBNrzUljMSAG4SHaip1ueMhkZTMID9E+U6Zbtz/Vg0Sy8k8kN+kO+GlZmnZYTBu1MekRow0PSSBTdWE0+mfZPnAWmN7L0woPyQ9xNdP2gU+zdIQIfWH6LLOHmFs5jZs9xPiaVxVmMhQQl9FAibnVcrcDqWOTayCtGbrYeeMY7Y+3tIlRytrN/A5LmzTNKYtoXEKDEPcVXmHTCHHHJgS1a6NNJnQ8xjxJxZM2s3A1jHyfhj7O0rRZ0j1XMHkQv0EJp9i54y0HatSXY6Vfwv1I17FWCzJSEDZVEL/JLE3dqQY1ppoO4kdGdM9UmFu5nchNCzIz9bSZiZrrz/Aca6lPcsTkBZFI+2JS9RVlGEQ/5VkwyV6ezNKMg/hdxybrmV7pCBH6wvQ1zvFIiNC/vYixK0KEPkWEpREi9AWKsDRChD5FhKURIvQFirA0QoQ+RYSlESJEiBChr0SEpREiRIgQoa9EhKURIkSIEKGvRFNY2v8H+O9OgPYWKXsAAAAASUVORK5CYII=" /><br />
<br />
<br />
Destacam-se os seguintes excertos, que merecem transcrição:<br />
<br />
"As escolas e creches têm sido um local de uma revolução silenciosa. O governo brasileiro, e também alguns governos estaduais e municipais, escolheram as escolas como um local de propagação de uma ideologia moral e sexual abusiva contra as crianças. Isso está sendo propalado através de materiais didáticos. As famílias estão sendo desrespeitadas, pois os pais não estão sabendo o que está sendo ensinado."<br />
<br />
(...)<br />
<br />
"A lei e a constituição garante a família a primazia na formação moral dos filhos. Isto é um direito constitucional da família, que a escola desrespeita e as políticas públicas abusivamente desrespeitam"<br />
<br />
(...)<br />
<br />
"Tudo isso foi escrito em livros, quando formularam a ideia do comunismo eles entenderem que é necessário a destruição da família. No manifesto comunista, de 1848, você verá que Karl Marx propõe a abolição da família. Posteriormente, F. Engels escreve um livro em que ele propõe também a destruição da família tradicional, pois na visão dele, a família tradicional é a causa do surgimento da propriedade privada."<br />
<br />
<br />
(...)<br />
<br />
"Eles mudaram a lógica da revolução, não é mais os operários que farão a revolução: a revolução é feita através das escolas, da mente das crianças."<br />
<br />
<br />
(...)<br />
<br />
"Os grupos marxistas, socialistas, se escondem atrás da bandeira dos direitos humanos. Eles se escondem através de bandeiras nobres: combater a discriminação, combater o preconceito, defender as minorias. Isso é nobre. Mas isso é o que eles alegam fazer. Quando nós vamos observar o que eles estão efetivamente é uma corrupção sistemática mediante a erotização, pornografia. Um material como este foi apreendido em Fernandopólis/SP, mas há outros exemplos em Recife. Alguns materiais contém 'os segredos da escola: coisas que você não deve contar para seus pais'."<br />
<br />
<br />
(...)<br />
<br />
"Crianças possuem vulnerabilidade psicológica presumida. São pessoas em desenvolvimento. O que está acontecendo hoje é o desrespeito a este preceito legal e constitucional."<br />
<br />
(...)<br />
<br />
"Se o professor insistir em desrespeitar: cabe ação criminal e ação de reparação individual de danos morais. Se o professor for um servidor público, é improbidade. O pai deve representar ao Ministério Público, para ajuizamento desta ação."<br />
<br />
(...)<br />
<br />
"O Pacto de San José da Costa Rica garante a família o direito de formação moral dos filhos."<br />
<br />
<br />
(...)<br />
<br />
"Herbert Marcuse, socialista da Escola de Frankfurt, no livro 'Eros e Civilização' ele propõe a libertação do logos grego, para a razão hedonista, do prazer, e propõe a erotização das crianças. A erotização, a pedofilia."<br />
<br />
(..)<br />
<br />
"Isto não é só do Brasil. É da ONU. Os materiais que vêm da UNESCO já contemplam esta ideologia disfarçada. Nós não temos problemas com ideologias. Mas que ela não esteja travestida de direitos humanos. Está travestida de direitos humanos, uma política pública de de instrumentalização das crianças para a sexualidade."<br />
<br />
<br />
<br />
Enquanto a DPU faz uma nota de 2 parágrafos, só com clichês, a favor dos abusos do ENEM, o Dr. Guilherme Schelb nos enche de esperança e orgulho do MP, citando fontes primárias, livros de diversos autores.<br />
<br />
<br />
<br />RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-76954450980711715592015-11-06T15:53:00.001-08:002015-11-27T17:12:08.040-08:00indicacoes bibliograficas<b><span style="font-size: x-small;">Este é um post em desenvolvimento.</span></b><br />
<br />
<br />
Segue abaixo indicação de livros baseadas, notadamente, nas listas que já existem do Professor Olavo de Carvalho.<br />
<br />
O diferencial desta é a melhor sistematização e organização.<br />
<br />
Usei também algumas outras fontes, tais como o catálogo da "É realizações" e a opinião de alunos reacionários, bem como na minha experiência em alguns grupos de livros.<br />
<br />
Tentei evitar mais de um livro por assunto, de forma a não deixar a lista muito extensa: o objetivo não é citar todos os livros que eu conheço, mas dar uma visão ampla boa de tudo, com um número mínimo razoável de livros por assunto.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div style="text-align: center;">
<span style="color: blue;"><span style="font-size: x-large;"> </span></span><b><span style="font-size: x-large;"><u>1) Filosofia</u></span></b></div>
<b><span style="font-size: large;"><br /></span></b>
<br />
<div class="western">
<b><span style="font-size: large;">1.1) História da Filosofia</span></b></div>
<div class="western">
<br /></div>
<div class="western">
coleção do Frederick Copleston<br />
Outra boa é a do Giovanni Reale </div>
<div class="western">
</div>
<br />
<br />
<b><span style="font-size: large;">1.2) Livros de introdução</span></b><br />
<br />
01) Introdução a Filosofia - Aloys Müller<br />
02) Plato - Paul Friedlander <br />
03) Para Uma Nova Interpretacao De Platão - Giovanni Reale<br />
04) Introduction à la méthode d'Aristote - Jean-Paul
Dumont<br />
<div class="western">
05) Introdução a Aristóteles - Giovanni Reale</div>
06) A Ontologia Axiológica de Louis Lavelle - Padilha, Tarcísio<br />
07) Reflexões autobiográficas - Eric Voegelin<br />
08) Eric Voegelin - A restauração da ordem - Federici, Michael P.<br />
09) Introdução ao Pensamento de Xavier Zubiri - ORGANIZAÇÃO: Secretan, Philibert<br />
10) Filosofia e cosmovisão - Mário Ferreira dos Santos<br />
<br />
<br />
<br />
<b><span style="font-size: large;">1.3) Principais filósofos e seus principais livros</span></b><br />
<br />
<u>Platão</u>:<br />
<br />
Fedro<br />
O Sofista<br />
O Político<br />
A República<br />
As Leis <br />
<br />
<u>Aristóteles</u>:<br />
<br />
Metafísica,<br />
Física,<br />
Da Alma,<br />
Ética para Nicômaco,<br />
Política<br />
<br />
<div class="western">
Organon. (Trad. de José Pinharanda Gomes) Uma das melhores traduções conhecidas.
</div>
<br />
<br />
<u>Mário Ferreira dos Santos</u>:<br />
<br />
Filosofia Concreta,<br />
A Sabedoria dos Princípios e<br />
Pitágoras e o Tema do Número<br />
<br />
<u>LEIBNIZ, Gottfried Wilhelm von</u>:<br />
<br />
Discurso de Metafísica,<br />
Monadologia,<br />
Novos Ensaios sobre o Conhecimento Humano<br />
<br />
<u>GIRARD, René</u>:<br />
<br />
A Violência e o Sagrado,<br />
O Bode Expiatório<br />
Coisas Ocultas desde a Fundação do Mundo<br />
<br />
<u>HUSSERL, Edmund</u>:<br />
<br />
Idéias para uma Fenomenologia Pura,<br />
Lógica Formal e Lógica Transcendental e<br />
A Crise das Ciências Europeias e a Fenomenologia Transcendental (principalmente este último)<br />
<br />
<br />
<u>SCHELER, Max</u>:<br />
<br />
O Formalismo na Ética e a Ética Material dos Valores<br />
As Formas do Saber e a Cultura <br />
<br />
<u>SCHELLING, F. W. von</u>:<br />
Filosofia da Natureza<br />
Filosofia da Mitologia<br />
Filosofia da Revelação <br />
<br />
<u>TOMÁS DE AQUINO, Santo</u>:<br />
Comentários a Aristóteles<br />
Suma Teológica<br />
Suma Contra os Gentios <br />
<br />
<br />
<br />
<u>ZUBIRI, Xavier</u>:<br />
Inteligência e Realidade<br />
Sobre a Essência<br />
O Homem e Deus <br />
<br />
<br />
<br />
<u>ORTEGA Y GASSET, José</u>:<br />
<br />
A Idéia de Princípio em Leibniz e a Evolução da Teoria Dedutiva<br />
A Rebelião das Massas<br />
Que é Filosofia? <br />
<br />
<u>Louis Lavelle</u>:<br />
<br />
A Presença Total<br />
<br />
<br />
<br />
<br />
<u>Eric Voegelin</u>:<br />
<br />
Ordem e História<br />
A Nova Ciência Política<br />
<br />
<br />
<br />
<br />
<b><span style="font-size: large;">1.4) Outros livros de filosofia</span></b><br />
<br />
<br />
Beleza - Roger Scruton
<br />
<div class="western">
Eu e Tu - Martin Buber
<br />
WEIL, Éric - Lógica da Filosofia <br />
MARÍAS, Julián - Antropologia Metafísica <br />
<br /></div>
<br />
<br />
<div style="text-align: center;">
<b><span style="font-size: x-large;"><u>2) Literatura</u></span></b></div>
<br />
<br />
<br />
<br />
<b><span style="font-size: large;">2.1) Formação Literária</span></b><br />
<br />
Introdução à poesia - Johannes Pfeiffer <br />
Esquecidos e Superestimados – Rodrigo Gurgel <br />
Apresentação da poesia brasileira – Manuel Bandeira <br />
Ensaios Reunidos - Carpeaux<br />
História da Literatura Ocidental - Carpeaux<br />
Muita Retórica - Pouca Literatura -Rodrigo Gurgel<br />
<br />
<br />
<span style="font-size: large;"><b>2.2) Poesia e Prosa</b></span><br />
<br />
Alguns indicados pelo Olavo:<br />
<br />
<u>Portugueses:</u><br />
<br />
Eça de Queiroz, Camilo Castelo Branco,<br />
Camões<br />
sonetos<br />
Bocage<br />
Antero de Quental<br />
Fernando Pessoa<br />
Mário de Sá Carneiro<br />
Ferreira de Castro (romance chamado Selva)<br />
<br />
<u>Brasileiros:</u><br />
Gonçalves Dias<br />
Luis de Souza<br />
Manoel Bandeira<br />
Carlos Drumond de Andrade<br />
Murilo Mendes<br />
Jorge de Lima<br />
Bruno Tolentino<br />
Machado de Assis<br />
O Ateneu <br />
Graciliano Ramos<br />
José Geraldo Vieira<br />
José Lins dos Rego<br />
<br />
<u>Gringos</u>:<br />
<br />
Os demônios - Dostoiévski, é um que ele indica fortemente.<br />
O homem revoltado - Albert Camus <br />
<br />
<br />
<div style="text-align: center;">
<b><span style="font-size: x-large;"><u>3) Política</u></span></b></div>
<br />
<br />
<u>Mais introdutórios e genéricos</u>:<br />
<br />
01) O eixo do mal latino-americano - Dr. Heitor de Paola<br />
02) Mentiram e muito para mim - Flávio Quintela<br />
<br />
<u>Sobre temas da moda</u>:<br />
<br />
01) Ideologia de Gênero: neototalitarismo e a morte da família - Jorge Scala<br />
02) A agenda do gênero - Dale O' Leary<br />
03) Mentiram a Muito para mim sobre o desarmamento - Bene Barbosa e Flávio Quintela<br />
04) Sexo Privilegiado - Martin Van Creveld (SOBRE O FEMINISMO)<br />
05) O Mito do Patriarcado - Warren Farrell.<br />
06) The Flipside of Feminism - Phyllis Schlafly<br />
07) Psicose Ambientalista - Dom Bertrand de Orleans e Bragança<br />
08) A refutation of moral relativism - Dr. Peter Kreeft<br />
09)Who Killed the Constitution? - Thomas E. Woods Jr. <br />
(sobre o ativismo judicial)<br />
10)<br />
11)<br />
12) <br />
<br />
<u>Para gente grande</u>:<br />
<br />
01) Gnostic Return in Modernity Cyril O'Regan<br />
02) A democracia na América - Alexis de Tocqueville<br />
03) Bertrand de Jouvenel. O poder <br />
04) Fire in the Minds of Men - James H. Billington <br />
<br />
05) O Ano do Galo - Verdades Sobre a China - Guy Sorman <br />
<br />
06) Cv-pcc: a Irmandade do Crime - Carlos Amorim <br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<b><span style="font-size: large;">4) Liberalismo</span></b><br />
<br />
01) As seis lições - Ludwig von Mises<br />
02) O essencial von Mises - Murray Rothbard<br />
03) A mentalidade anticapitalista - Ludwig von Mises<br />
04) A lei - Bastiat <br />
05) A economia não mente – Guy Sorman<br />
06) O fim do FED – Ron Paul<br />
07) Socialism - Ludwig von Mises <br />
08) O Mistério Do Capital - Hernando Soto Polar<br />
09) A Sociedade da Confiança - Alain Peyrefitte<br />
10) A Revolta de Atlas - Ayn Rand <br />
11) Ação Humana - Ludwig von Mises <br />
12) A Ética da Redistribuição - Bertrand de Jouvenel<br />
13) The Constitution of Liberty – Friedrich von Hayek<br />
14) Capitalism and Freedom – Milton Friedman<br />
15) America’s Great Depression – Murray Rothbard<br />
16) Governo e Mercado - Murray Rothbard<br />
17) Democracy: The God That Failed - Hans-Hermann Hoppe<br />
18) O Liberalismo - Antigo e Moderno - José Guilherme Merquior<br />
19) Mises e a Escola Austríaca - Ron Paul<br />
20)O manifesto libertário - David Boaz. <br />
21) O que todos deveriam saber sobre economia e prosperidade - James D. Gwartney e Richard L. Stroup. <br />
22) As aventuras de Jonas, o Ingênuo - Ken Schoolland<br />
23) <span class="_5yl5">A História do Pensamento Econômico - Robert Heilbroner<br /><br />Uns livros mais mainstream, não liberais:<br /><br />24) Economia - Samuelson<br />25) Microeconomia - Pindyck</span><br />
<br />
<b><span style="font-size: large;">5) História do Brasil</span></b><br />
<br />
01) Teoria da História do Brasil - José Honório Rodrigues <br />
02) A Democracia Coroada - Joao de Camillo de Oliveira Torres <br />
03) História dos fundadores do Império no Brasil - Otávio Tarquínio de Sousa <br />
04) A história secreta do Brasil - Gustavo Barroso <br />
05) Os donos do poder – Raymundo Faoro<br />
06) Casa Grande & Senzala - Gilberto Freyre<br />
07) Brasil: Uma História - Eduardo Bueno<br />
08) Revivendo o Brasil-Império - Leopoldo Xavier<br />
<br />
<br />
<br />
<br />
<b><span style="font-size: large;">6) História Antiga e Medieval</span></b><br />
<br />
Outono da Idade Média - Johan Huizinga <br />
As origens da burguesia – Régine Pernoud <br />
História de Roma - Theodor Mommsen <br />
Rome (edição brasileira "Historia de Roma ") M. Rostovtzeff <br />
A history of Greece - George Grote <br />
A Mulher no Tempo das Catedrais - Régine Pernoud <br />
Luz sobre a Idade Média - Régine Pernoud<br />
Os templários - Régine Pernoud<br />
A Imagem Descartada - C. S. Lewis<br />
Alegoria do Amor - C. S. Lewis<br />
História das Ideias Políticas(volumes I, II, III e IV)- Eric Voegelin<br />
As Raízes Medievais da Europa - Jacques Le Goff <br />
As Raízes Medievais do Pensamento Moderno - Alessandro Ghisalberti<br />
Idade Média - O Que Não Nos Ensinaram -Régine Pernoud<br />
Heróis e Maravilhas da Idade Média - Jacques Le Goff<br />
Paidéia: A Formação do Homem Grego - Werner Jaeger<br />
<br />
<br />
<br />
<b><span style="font-size: large;">7) História Moderna e Contemporânea</span></b><br />
<br />
<br />
<br />
01) Tragedy and Hope – Caroll Quigley<br />
02) Origens da França Contemporânea - Hippolyte Taine<br />
03) Tempos Modernos - Paul Johnson <br />
04) Michel Vovelle - A revolução francesa <br />
05) A Sagração da Primavera (Rites of spring)- Modris Eksteins <br />
06) Reflexões sobre a História - Jacob Burckhardt <br />
07) History of Frederic II of Prussia - Thomas Carlyle<br />
08) Natasha's Dance: A cultural History of Russia Orlando Figes História Cultural da Rússia. <br />
09) Vladimir Volkoff Autor escreveu vários livros sobre a técnica da desinformação. <br />
10) Icebreaker: Who Started the Second World War? Viktor Suvorov <br />
11) How America Got It Right: The U.S. March to Military and Political Supremacy Bevin Alexander Para limpar o preconceito contras os americanos. <br />
12) The Politically Incorrect Guide to American History Thomas Woods <br />
13) Nas Sombras do Amanhã - Huizinga<br />
14) Rosenstock-Huessy, Eugen - Revoluções Européias <br />
15) Hitler e os Alemães - Eric Voegelin<br />
<br />
<b><span style="font-size: large;">8) Cristianismo</span></b><br />
<br />
01) Como a Igreja Católica construiu a Civilização Ocidental - Thomas E. Woods<br />
02) Cristianismo Puro e Simples - Lewis, C. S.<br />
03) Ortodoxia - G. K. Chesterton<br />
04) Confissões – Santo Agostinho<br />
05) Os santos que abalaram o mundo - René Fülöp-Miller<br />
06) Uma Breve História do Cristianismo - Geoffrey Blainey<br />
07) O Judaísmo e as Origens do Cristianismo - David Flusser<br />
<br />
Christopher Dawson. A formação da cristandade <br />
History of the Popes: Their Church and State Leopold von Ranke<br />
<br />
Verdade Absoluta: libertando o Cristianismo de seu cativeiro cultural Nancy Randolph Pearcey Leitura obrigatória.<br />
<br />
A Cidade Antiga Fustel de Coulanges Demonstra que o fundamento de Roma era o culto religioso. Religião é fundadora de civilizações<br />
<br />
The Jesuits: The Society of Jesus and the Betrayal of the Roman Catholic Church Malachi Martin Livro muito importante<br />
<br />
Hostage to the Devil: The Possession and Exorcism of Five Living Americans Malachi Martin<br />
Livro muito importante. Documenta meticulosamente cinco casos de exorcismos absolutamente impressionantes;<br />
<br />
The Rite of Sodomy Homosexuality and the Roman Catholic Church Randy Engel<br />
Estudo mais sério sobre a penetração do movimento gay na Igreja.<br />
<br />
The Boy Who Met Jesus: Segatashya of Kibeho Immaculee Ilibagiza<br />
<br />
Imitação de Cristo Tomás de Kempis <br />
Livro muito importante; é um clássico da religião cristã. É um guia bastante prático para a vida cristã de todos os dias.<br />
<br />
O homem eterno – G. K. Chesterton<br />
<br />
Torturados por Amor a Cristo - Richard Wurmbrand <br />
<br />
<br />
<br />
<span style="font-size: large;"><b>9) Outras religiões</b></span><br />
a <br />
<br />
<span style="font-size: large;"><b>10) Conservadorismo</b></span><br />
a <br />
<br />
<b><span style="font-size: large;">11) Arte</span></b><br />
<br />
Uma Nova História da Música - Otto Maria Carpeaux<br />
<br />
<b><span style="font-size: large;">12) Ciência</span></b><br />
<br />
History of magic and experimental science - Lynn Thorndike <br />
<br />
<br />
<br />
<b><span style="font-size: large;">13) Direito</span></b><br />
<br />
<div>
01) Principios Filosoficos Do Direito Politico Moderno -<span class="Apple-tab-span" style="white-space: pre;"> </span>Simone Goyard-Fabre<span class="Apple-tab-span" style="white-space: pre;"> </span></div>
<div>
</div>
<div>
02) Os fudamentos da ordem jurídica<span class="Apple-tab-span" style="white-space: pre;"> </span>Simone Goyard-Fabre<span class="Apple-tab-span" style="white-space: pre;"> </span></div>
<div>
</div>
<div>
03) Filosofia del Diritto <span class="Apple-tab-span" style="white-space: pre;"> </span>Igino Petrone<span class="Apple-tab-span" style="white-space: pre;"> </span></div>
<div>
</div>
<div>
04) Principii di diritto costituzionale generale <span class="Apple-tab-span" style="white-space: pre;"> </span>- Santi Romano<span class="Apple-tab-span" style="white-space: pre;"> </span></div>
<div>
</div>
<div>
05) Lições de Filosofia do Direito<span class="Apple-tab-span" style="white-space: pre;"> </span>- Giorgio Del Vecchio<span class="Apple-tab-span" style="white-space: pre;"> </span></div>
<div>
</div>
<div>
06) Aspectes Juridiques du Capitalisme Moderne<span class="Apple-tab-span" style="white-space: pre;"> </span>- Georges Ripert<span class="Apple-tab-span" style="white-space: pre;"> </span></div>
<div>
</div>
<div>
07) Lógica Jurídica -<span class="Apple-tab-span" style="white-space: pre;"> </span>Chaïm Perelman<span class="Apple-tab-span" style="white-space: pre;"> </span></div>
<div>
</div>
<div>
08) Der Zweck im Recht (A evolução do Direito)<span class="Apple-tab-span" style="white-space: pre;"> - </span>Rudolf von Ihering<span class="Apple-tab-span" style="white-space: pre;"> </span></div>
<div>
</div>
<div>
09) Filosofia do Direito - <span class="Apple-tab-span" style="white-space: pre;"> </span>Miguel Reale<span class="Apple-tab-span" style="white-space: pre;"> </span> </div>
<div>
</div>
<div>
10) Lições preliminares de Direito<span class="Apple-tab-span" style="white-space: pre;"> </span>Miguel Reale<span class="Apple-tab-span" style="white-space: pre;"> </span></div>
<br />
<br />
<b><span style="font-size: large;">14) Psicologia</span></b><br />
<br />
<span style="font-size: large;"><b>15) Pedagogia, crise na educação e educação liberal</b></span><br />
<br />
<br />
01) Another Sort of Learning – James V. Schall (e outros desse autor)<br />
02) A vida intelectual - Sertillanges<br />
03) Considerações Sobre a Educação Seguidas de Pedagogia Infantil - Alain <br />
04) Maquiavel Pedagogo - Pascal Bernardin<br />
05) Charlotte Thomson Iserbyt - The Deliberate Dumbing Down of America <br />
06) Sociedade sem escolas - <span class="st">Ivan Illich</span><br />
<span class="st">07) Didascálicon - Hugo de São Vitor </span><br />
<span class="st">08) A Theory of Cognitive Dissonance - Leon Festinger</span><br />
<span class="st">( Mostra como a informação paradoxal estupidifica as pessoas. )</span><br />
09) Paulo Freire - Pedagogia do Oprimido<br />
(só para ver como ele é comunista...) <br />
<br />
<b><span style="font-size: large;">16) Islã e multiculturalismo</span></b><br />
<br />
In the Shadows of the Koran - Sayyid Qutb<br />
<br />
Eurabia: The Euro-Arab Axis Bat Ye'Or Os direitos humanos são
utilizados como meio para uma rápida islamização da população.<br />
<br />
The Nazi Connection to Islamic Terrorism: Adolf Hitler and Haj Amin Al-Husseini Chuck Morse<br />
Muslim Mafia: Inside the Secret Underworld that's Conspiring to Islamize America P. David Gaubatz e Paul Sperry<br />
<br />
Reflections on the Revolution In Europe: Immigration, Islam, and the West Christopher Caldwell <br />
Killing
Wealth, Freeing Wealth: How to Save America's Economy.and Your Own
Floyd Brown, Lee Troxler Mostra que a recente crise econômica não tem
nada a ver com fenômenos normais cíclicos da economia, mas que foi tudo
maquinado desde os mais altos níveis das finanças internacionais<br />
<br />
<br />
<br />
<b><span style="font-size: large;">17) Comunismo</span></b><br />
<br />
Leftism, From de Sade and Marx to Hitler and Marcuse - Erik Von Kuehnelt-Leddihin <br />
A Escola de Frankfurt - Rolf Wiggershaus<br />
Rules for Radicals - Saul Alinsky<br />
The Best Enemy Money Can Buy - Antony C. Sutton<br />
Marx & Satan Richard Wurmbrand<br />
New Lies for Old - Anatoliy Golitsyn <br />
Disinformation - Ion Mihai Pacepa <br />
Pensadores da Nova Esquerda - Roger Scruton<br />
Red Cocaine - Joseph D. Douglass, Christopher Story, Ray S. Cline<br />
<br />
<br />
<br />
<br />
<b><span style="font-size: large;">18) Globalismo</span></b><br />
<br />
"Poder Global e Religião Universal", do Juan Sanahuja <br />
The Shape of Things to Come - H. G. Wells <br />
A Farsa Ianomami - Carlos Alberto Lima Menna Barreto<br />
The Creature from Jekyll Island: A Second Look at the Federal Reserve G. Edward Griffi <br />
The Rise of Global Governance - Henry Lamb<br />
<br />
<br />RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-27499301139974247402015-11-05T17:16:00.002-08:002015-11-05T17:25:42.385-08:00Bolsonaro idolo de Recife<span style="font-size: x-large;">O povo brasileiro ama Bolsonaro!</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoST6y2lAdTSuKtepWNwzOKE4Q3ux_MxZA9WlGQU9-_c838yn6QL9Y1kCNIMKFlyDqXJGWWcZCk9KSnjkqNIWskb7G7ovO1UsX-PNQ3Lyrb3XMwSxYkzSpMgGupTPf2THRCc1JZiN8fFCj/s1600/bolsonaroooooooooooooo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="157" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoST6y2lAdTSuKtepWNwzOKE4Q3ux_MxZA9WlGQU9-_c838yn6QL9Y1kCNIMKFlyDqXJGWWcZCk9KSnjkqNIWskb7G7ovO1UsX-PNQ3Lyrb3XMwSxYkzSpMgGupTPf2THRCc1JZiN8fFCj/s320/bolsonaroooooooooooooo.png" width="320" /></a></div>
<br />
<br />
<br />
<br />
O deputado mais votado da história do Rio de Janeiro!<br />
O único deputado que não roubou no mensalão, de acordo com o Relator Joaquim Barbosa!!<br />
<br />
<br />
<br />
<br />
<br />
Mais uma prova disso é a recepção calorosa que ele recebeu hoje no aeroporto de RECIFE-PERNAMBUCO!!!!!!!!<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNg0qvC5ajAYFftEa-d7BOiisB7qCZrjrR4xIsByaTw4M58pH0rj1ek-z2w_DYK4SNo5MdCftms_e4Y3ezen1OOWc2wSk2FxOa8fHIgSd5lX5il3erxi4RaAPCP3A8gNTynBbxV6tDIe-3/s1600/bolsonaro%2521.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNg0qvC5ajAYFftEa-d7BOiisB7qCZrjrR4xIsByaTw4M58pH0rj1ek-z2w_DYK4SNo5MdCftms_e4Y3ezen1OOWc2wSk2FxOa8fHIgSd5lX5il3erxi4RaAPCP3A8gNTynBbxV6tDIe-3/s320/bolsonaro%2521.jpg" width="320" /></a></div>
<br />
<br />
<br />
Inúmeras pessoas se reuniram para ovacioná-lo e<br />
<br />
<span style="color: red;"><span style="font-size: x-large;">cantaram o hino nacional!!!</span></span><br />
<br />
<a href="https://www.youtube.com/watch?v=tZGPumbXPIA">https://www.youtube.com/watch?v=tZGPumbXPIA</a><br />
<br />
<br />
<br />
<br />
<br />
É uma pena que como todo político honesto, Bolsonaro é massiva vítima de difamação.<br />
Mas o Povo o AMA!Mesmo assim ele tem 90% de aprovação no Brasil, pena que alguns poucos que não se interessam o suficiente por política para se livrar das<u><b> falácias que a mídia o tempo inteiro tenta difundir para difamá-lo.</b></u><br />
<br />
<br />
<br />
<br />
Vale a pena ver o vídeo de Barbosa citando Bolsonaro como o único deputado que não recebeu mensalão!<br />
<br />
<a href="https://www.youtube.com/watch?v=5dvQknBCix0">https://www.youtube.com/watch?v=5dvQknBCix0</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk3p2GF1m1SrRggggAmbnTlGq73cTMqMiSOonGz13UhWaL4NirOWg2jx5oFb6V0hVuw7avqxAPTnwtqRC00K4kBCa6y1om7h0vPNyXmRSQ2hSdyVuHG9hrgIFX9pAJ_Z-DSlksITkqO7yF/s1600/bolsomito.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="220" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk3p2GF1m1SrRggggAmbnTlGq73cTMqMiSOonGz13UhWaL4NirOWg2jx5oFb6V0hVuw7avqxAPTnwtqRC00K4kBCa6y1om7h0vPNyXmRSQ2hSdyVuHG9hrgIFX9pAJ_Z-DSlksITkqO7yF/s320/bolsomito.jpg" width="320" /></a></div>
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<br />
<br />
<br />
<br />
<br />
O motivo da visita em Recife-PE é a luta contra o desarmamento. Ele e seu filho, também deputado, vao participar de audiência pública sobre o tema.<br />
<br />
Sobre o tema, li e recomendo o livro:<br />
http://www.saraiva.com.br/mentiram-para-mim-sobre-o-desarmamento-8770914.html<br />
<br />
No segundo livro da série Mentiram para mim, Flavio Quintela está de
volta, desta vez junto de Bene Barbosa, líder do Movimento Viva Brasil,
para desmantelar e reduzir a chiados os argumentos mais usados pelos
defensores do desarmamento: que países desarmados são mais seguros, que o
governo quer desarmar as pessoas porque se preocupa com elas, que as
armas precisam ser controladas para facilitar a solução de crimes
entre outras frases prontas. Este livro é resultado de uma pesquisa
séria, feita com primor por seus autores, extremamente dedicados à
questão já por muito tempo, na qual são expostas as informações reais a
respeito dos benefícios que as armas trazem à sociedade. Como em
Mentiram e muito para mim, este livro desfaz um grande número de
mal-entendidos e falsos pressupostos e o faz sem dó.<br />
<br />
<img alt="" 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" 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<br />RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-50855132909507847992015-11-03T01:22:00.005-08:002015-11-03T01:22:59.150-08:00Estudar antes de falarEsses militantes comunistas juvenis e universitários não são merecedores de admiração.<br />
<br />
A grande maioria são absolutamente apedeutas, se dizem "A juventude do Araguaia", mas não sabem onde ficava a Guerrilha do Araguaia.<br />
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Como diria Nelson Rodrigues,<br />
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<span style="background-color: red;"><span style="color: white;"><b><span style="font-size: small;"> "<span style="font-family: "Verdana","sans-serif"; line-height: 150%;">Eu
amo a juventude como tal. O que eu abomino é o jovem idiota, o jovem
inepto, que escreve nas paredes "É proibido proibir" e carrega cartazes
de Lenin, Mao, Guevara e Fidel, autores de proibições mais brutais."</span></span></b></span></span><br />
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<span style="font-family: "Verdana","sans-serif"; font-size: 10pt; line-height: 150%;"> Não leram Marx, Gramsci, muito menos leram críticas a eles.</span><br />
<span style="font-family: "Verdana","sans-serif"; font-size: 10pt; line-height: 150%;"><br /></span>
<br /><span style="font-family: Arial, sans-serif; font-size: 10pt;"><span style="font-size: large;"><span style="color: white;"><span style="background-color: red;">A
esquerda prospera na exploração da ignorância, própria e alheia.</span></span></span> Onde
quer que ela exerça a hegemonia, impera o mandamento de jamais ler as
obras de adversários e críticos, mas espalhar versões deformadas e
caricaturais das suas idéias e biografias, para que a juventude
militante possa odiá-los na ilusão de conhecê-los. Universidades que
professam dar cursos de marxismo capricham nesse ponto até o limite do
controle mental puro e simples.</span><br />
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<span style="font-family: "Verdana","sans-serif"; font-size: 10pt; line-height: 150%;">.........</span><br />
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<div class="headline">
<h1 class="title">
<a class="title" href="http://www.midiasemmascara.org/artigos/cultura/14415-estudar-antes-de-falar.html">Estudar antes de falar</a></h1>
</div>
<div class="articleinfo">
<span class="author">
Escrito por Olavo de Carvalho </span><span class="created">
| 14 Agosto 2013 </span><br /><span style="color: #be4238;">
Artigos - </span><span style="color: #be4238;">
Cultura </span></div>
<div style="text-align: center;">
<em><span style="font-family: Arial, sans-serif; font-size: 13px; line-height: normal;">Um
sujeito é comunista não porque creia em tais ou quais coisas, mas
porque ocupa um lugar numa organização que age como parte ou herdeira da
tradição revolucionária comunista, com toda a pletora de variedades e
contradições ideológicas aí contida.</span></em></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;">O
caminho mais curto para a destruição da democracia é fomentar o
banditismo por meio da cultura e tentar controlá-lo, em seguida, pelo
desarmamento civil. A esquerda nacional tem trilhado coerentemente essa
dupla via há pelo menos cinco décadas, e sempre soube perfeitamente
qual seria o resultado: o caos social, seguido de endurecimento do
regime se ela estiver no poder, de agitação insurrecional se estiver
fora dele.</span></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;">Essa
estratégia é antiga, clássica, imutável, mas os pretextos com que se
legitima conforme as conveniências do momento têm sido variados o
bastante para desnortear a platéia, que se entrega a animadas e às vezes
ferozes discussões sobre os pretextos mesmos e nunca atina com a
unidade do projeto por trás deles. Às vezes, como acontece no Brasil,
nem chega a perceber que entre as duas vias simultâneas existe alguma
relação. Pessoas mentalmente covardes vendem a mãe para não correr o
risco de ser rotuladas de “teóricas da conspiração”. Rebaixam-se ao
ponto de defender de unhas e dentes a “teoria das puras coincidências”,
segundo a qual as ações acontecem sem autores.</span></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;">Imaginem
então o medo que essa gente tem de reconhecer algo que no resto do
mundo já é obviedade patente: que o comunismo não morreu em 1990, que
está hoje mais forte que nunca, sobretudo na América Latina. Treze anos
atrás, quando Jean-François Revel publicou seu último livro, “La Grande
Parade”, ninguém na Europa ou nos EUA o contestou quanto a esse ponto,
que no Brasil ainda é um segredo esotérico.</span></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;">Há
até quem negue que Dilma ou Lula sejam comunistas, mas faz isso porque
não sabe exatamente o que é um comunista e, como em geral os liberais,
imagina que é questão de ideais e ideologias. Na verdade, um sujeito é
comunista não porque creia em tais ou quais coisas, mas porque ocupa um
lugar numa organização que age como parte ou herdeira da tradição
revolucionária comunista, com toda a pletora de variedades e
contradições ideológicas aí contida. A unidade do movimento comunista,
sobretudo desde Antonio Gramsci, da “New Left” americana e do
remanejamento dos partidos comunistas após a dissolução da URSS, é muito
mais de tipo estratégico do que ideológico. Na verdade, esse movimento,
cuja extinção a queda da URSS parecia anunciar como iminente e
inevitável, conseguiu prosperar e crescer formidavelmente desde o começo
dos anos 90 só porque abdicou de toda autodefinição doutrinal homogênea
e aprimorou a técnica de articular numa unidade de ação estratégica as
mais variadas correntes e dissidências cuja convivência era impossível
até então. Convicções, portanto, sinceras ou fingidas, não têm aí a mais
mínima importância.</span></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="background-color: red;"><span style="color: white;"><span style="font-size: large;"><span style="font-family: Arial,sans-serif;">Para um sujeito falar com alguma propriedade sobre o movimento comunista, deve antes ter estudado as seguintes coisas:</span></span></span></span></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;">(1) Os clássicos do marxismo: Marx, Engels, Lênin, Stálin, Mao Dzedong.</span></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;">(2) Os filósofos marxistas mais importantes: Lukács, Korsch, Gramsci, Adorno, Horkheimer, Marcuse, Lefebvre, Althusser.</span></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;">(3) “Main Currents of Marxism<i>”</i>, de Leszek Kolakowski.</span></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;">(4)
Alguns bons livros de história e sociologia do movimento revolucionário
em geral, como “Fire in the Minds of Men”, de James H. Billington, “The
Pursuit of the Millenium”, de Norman Cohn, “The New Science of
Politics”, de Eric Voegelin.</span></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;">(5) Bons livros sobre a história dos regimes comunistas, escritos desde um ponto de vista não-apologético.</span></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;">(6)
Livros dos críticos mais célebres do marxismo, como Eugen von
Böhm-Bawerk, Ludwig von Mises, Raymond Aron, Roger Scruton, Nicolai
Berdiaev e tantos outros.</span></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;">(7)
Livros sobre estratégia e tática da tomada do poder pelos comunistas,
sobre a atividade subterrânea do movimento comunista no Ocidente e
principalmente sobre as “medidas ativas” (desinformação, agentes de
influência), como os de Anatolyi Golitsyn, Christopher Andrew, John Earl
Haynes, Ladislaw Bittman, Diana West.</span></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;">(8)
Depoimentos, no maior número possível, de ex-agentes ou militantes
comunistas que contam a sua experiência a serviço do movimento ou de
governos comunistas, como Arthur Koestler, Ian Valtin, Ion Mihai Pacepa,
Whittaker Chambers, David Horowitz.</span></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;">(9)
Depoimentos de alto valor sobre a condição humana nas sociedades
socialistas, como os de Guillermo Cabrera Infante, Vladimir Bukovski,
Nadiejda Mandelstam, Alexander Soljenítsin, Richard Wurmbrand.</span></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;">É
um programa de leitura que pode ser cumprido em quatro ou cinco anos
por um bom estudante. Não conheço, na direita ou na esquerda
brasileiras, ninguém, absolutamente ninguém que o tenha cumprido. Há
tanta gente neste país querendo dar palpite no assunto, quase sempre com
ares de sapiência, e ninguém, ou praticamente ninguém, disposto a fazer
o esforço necessário para dar alguma substância às suas palavras.
Nenhum esquerdista honesto o fará sem abjurar da sua crença para sempre.
Nenhum direitista, sem reconhecer que era um presunçoso, um bocó e, em
muitos casos, um idiota útil – às vezes ainda mais útil e mais idiota do
que a massa de manobra esquerdista.</span></div>
<div style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: Arial, sans-serif; font-size: 10pt;">A
esquerda prospera na exploração da ignorância, própria e alheia. Onde
quer que ela exerça a hegemonia, impera o mandamento de jamais ler as
obras de adversários e críticos, mas espalhar versões deformadas e
caricaturais das suas idéias e biografias, para que a juventude
militante possa odiá-los na ilusão de conhecê-los. Universidades que
professam dar cursos de marxismo capricham nesse ponto até o limite do
controle mental puro e simples.</span></div>
<span style="font-family: Arial, sans-serif; font-size: 10pt; line-height: 115%;">A
direita, bem, a direita cultiva suas formas próprias de auto-ilusão,
das quais já falei bastante neste mesmo jornal. Talvez volte ao assunto
em outro artigo.</span><br />
<br />
<br />
<br />
<br />
<br />
RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-90421308801475684012015-10-24T09:39:00.000-07:002015-10-24T09:42:02.381-07:00Não vou assinar as 10 medidas do MPF. <span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">Não vou assinar as 10 medidas do MPF. </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">Creio que a essa altura do campeonato até os mais distraídos já estão cientes de uma campanha nacional do Ministério Público Federal para coleta de assinaturas para Projeto de Lei de Iniciativa Popular para recrudescimento legislativo no combate à corrupção. </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">As medidas são ótimas e criativas, indubitavelmente fruto de boa pesquisa de direito comparado e um belo brainstorming dos Procuradores da República.
Gostei em especial dos testes de integridade, isto é, a simulação de situações, sem o conhecimento do agente público ou empregado, com o objetivo de testar sua conduta moral e predisposição para cometer crimes contra a Administração Pública. </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">Não tenho dúvidas que elas vão otimizar o combate à corrupção, caso se tornem lei, mas eu, mesmo assim, não vou assinar. </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">Eu poderia dizer que não vou assinar com o mesmo argumento da Deputada dos Direitos Humanos, Maria do Rosário(PT, ex-PCdoB) na sua luta contra a redução da maioridade penal, qual seja, que "a cadeia não resolve" - creio que isso seria suficiente para te convencer a não assinar também - mas não vou ser covarde, não gosto de citar argumentos de "autoridade". </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0"><span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">Ou então, eu
poderia dizer que não vou assinar com o outro intransigente argumento da Deputada dos
Direitos Humanos, Maria do Rosário(PT, ex-PCdoB) na sua luta contra a
redução da maioridade penal, qual seja, que as cadeias estão super lotadas.</span></span></span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0"><span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">Pense bem: se estão super lotadas e não resolvem para os menores, por que resolveriam para os agentes públicos corruptos? </span></span> </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">Não vou assinar, na verdade, pois tenho medo que a nova lei anticorrupção recupere anualmente muitos bilhões de reais e estes sejam realocados para a educação. </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">Eis o verdadeiro motivo: medo. </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">Tenho medo que o PIB da educação aumente. </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">Tenho medo que haja aumento salarial para professores que passam o semestre inteiro, para não dizer a carreira inteira, se lamuriando de um Regime Cívico-Militar que teve 434 mortos e desaparecidos em 21 anos(o mais brando da América Latina), mas usam camisa de Ernesto Guevara, que permitiu mais de 1.000 fuzilamentos. </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">Tenho medo que andem de Corolla e Hilux professores que defendem a Ideologia de Gênero, responsável pela destruição da família de David Reimer, no antiético experimento do Dr. John Money. </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">Tenho medo que professores apologétas da maconha, crack, heroína e do aborto façam turismo nas Ilhas Gregas durante a sagrada greve anual - que só deixa de acontecer quando o respectivo sindicato é aliado do PT. </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">Todas as pesquisas, de todos os institutos, indicam que o povo brasileiro é conservador: contra o aborto, contra a maconha, contra o casamento LGBT e etc, mas os intelectuais orgânicos nas universidades lutam diuturnamente contra isso que a doutora Marilena Chauí chama de fascismo da classe média. </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">O povo quer uma coisa, eles querem outras. Noventa por cento da população rejeita o PT, noventa por cento dos professores universitários vão morrer abraçados defendendo o PT. </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">Investir na construção universidades e institutos federais é uma belíssima estratégia eleitoreira para o PT, do mesmo nível do Bolsa Família, veja bem: ganha votos dos alunos(que passam a ter diplomas), dos professores(que passam a ter empregos e cargos), dos pais dos alunos(que passam a ter filhos doutores), dos vestibulandos(que passam a ter mais vagas).
Investir na construção universidades e institutos federais é uma belíssima estratégia tática para o PT, pois cria militantes e difunde a ideologia do partidão. </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">O Sistema Educacional brasileiro, sob os auspícios do MEC, é parecido com um buraco negro: tudo que entra lá é destruído. A analogia foi boa, mas creio que é melhorar compará-lo a um vômito, pois os jovens inexperientes que entram nas escolas e faculdades chanceladas pelo MEC voltam para prejudicar a sociedade, após serem vítimas de desinformação.
O MEC, suas escolas, seus livros didáticos, suas universidades são gritantemente inconstitucionais. Violam o artigo 1º, inciso V, <i>in verbis: </i></span></span><br />
<br />
<i><span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">"Art. 1º A República Federativa do Brasil, formada pela união indissolúvel dos Estados e Municípios e do Distrito Federal, constitui-se em Estado Democrático de Direito e tem como fundamentos: </span></span></i><br />
<i><span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">[...] </span></span></i><br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0"><i>V - o pluralismo político</i>." </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">O máximo de diversidade política que existe é um simulacro de oposição entre os intervencionistas keynesianos, que na estranha lógica deles são a "direita", e os marxistas. Nunca conheci algum economista formado em universidade pública que conhecesse Ludwig von Mises ou Friedrich von Hayek, da Escola Austríaca, ou Milton Friedman, da Escola de Chicago. Ouviram falar deles pela primeira vez quando eu lhes perguntei o que achavam deles.
É evidente de um intervencionista como Keynes não pode ser considerado liberal, por definição, mas para a mentalidade distorcida deles é assim que funciona. </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">Às vezes o PSOL ou PSTU, para desinformar simulando oposição, também dão uma cutucada no PT, como a patética cena de Jean Wyllys pedindo o impeachment de Dilma.
Isso não faz do PSOL ou PSTU um opositor do PT, pois até Lula já quer o impeachment de Dilma, desta forma poderão colocar a culpa nela e dizer que "o petismo foi deturpado" e enaltecer e reeleger Lula - estratégia essa de revisionismo histórico já antiga, feita pelos soviéticos após as barbáries de Stalin, para reavivar Lênin e o leninismo, o historiador Robert Gellately, da Florida State University, já nos ensina isso em suas obras. </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">Todos os partidos de esquerdas são unânimes em questões fundamentais, como a luta pelo aborto, pela maconha, pelo casamento gay, pelo multiculturalismo, pelo desarmamento, pelo feminismo. Suas briguinhas são apenas para enganar os distraídos e fazê-los pensar que são desunidos. e desorganizados, quando na realidade são hegemônicos e multifacetados. </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0">Lima Barreto, há aproximadamente 100 anos, propôs uma insólita solução para a educação do Brasil, que ainda me parece a única esperança, eis as palavras do sábio: </span></span><br />
<br />
<span class="_5yl5" data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0"><span data-reactid=".1l6.1:$mid=11445660686943=29e658f29724e804002.2:0.0.0.0.0.0"> " <i>Meditei muito sobre os seus problemas e creio que achei o remédio
para esse mal que é o seu ensino. Vou explicar-me sucintamente. O Estado da Bruzundanga, de acordo com a sua carta constitucional, declararia livre o exercício de qualquer profissão, extinguindo todo e qualquer privilégio de diploma. Feito isso, declararia também extintas as atuais faculdades e escolas que ele mantém.</i>"</span></span>RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-65514138581336508842015-10-16T13:38:00.003-07:002015-10-16T13:42:45.519-07:00Gilmar Ivete Juridica ?<div data-contents="true" data-reactid=".n5.1.0.1.0.0.$editor0.0.0">
<div class="_209g _2vxa" data-block="true" data-offset-key="frus6-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$frus6">
<span data-offset-key="frus6-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$frus6.0:$frus6-0-0"><span data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$frus6.0:$frus6-0-0.0">Li um interessante texto em que o autor diz que Gilmar Mendes é a Ivete Sangalo do Direito.<br /><br />E que música boa mesmo, Chet Baker, seria </span></span><br />
<span data-offset-key="frus6-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$frus6.0:$frus6-0-0"><span data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$frus6.0:$frus6-0-0.0"> "Jack Balkin, Daryl Levinson, Sanford Levinson, John Rawls, John Hart
Ely, Ronald Dworkin, Mark Tushnet, Cass Sunstein, Bruce Ackerman,
Christoph Möllers, Laurence Tribe, Marcelo Neves..."</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="frus6-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$frus6">
<span data-offset-key="frus6-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$frus6.0:$frus6-0-0"><span data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$frus6.0:$frus6-0-0.0"><br />http://jornalggn.com.br/noticia/gilmar-e-a-ivete-sangalo-do-direito-por-juliano-zaiden-benvindo<br /><br />É um belo texto. <br /><br />A única coisa que faz Gilmar Mendes parecer um grande jurista é que nossos operadores do direito estudam ainda muito menos do que ele.<br /><br />A base da pirâmide será sempre muito maior, para sustentar os medíocres.<br /><br /><br />São diversos os degraus desta pirâmide....</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="2eopb-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$2eopb">
<span data-offset-key="2eopb-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$2eopb.0:$2eopb-0-0"><br data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$2eopb.0:$2eopb-0-0.0" /></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="a5nal-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$a5nal">
<span data-offset-key="a5nal-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$a5nal.0:$a5nal-0-0"><span data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$a5nal.0:$a5nal-0-0.0">Amigo meu achava que não passava no vestibular de Educação Física, fez na particular pra nem gastar o dinheiro da inscrição.</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="b032f-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$b032f">
<span data-offset-key="b032f-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$b032f.0:$b032f-0-0"><br data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$b032f.0:$b032f-0-0.0" /></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="bv8kn-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$bv8kn">
<span data-offset-key="bv8kn-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$bv8kn.0:$bv8kn-0-0"><span data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$bv8kn.0:$bv8kn-0-0.0">Tem aqueles que acham a provinha da OAB difícil.</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="aarsv-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$aarsv">
<span data-offset-key="aarsv-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$aarsv.0:$aarsv-0-0"><br data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$aarsv.0:$aarsv-0-0.0" /></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="5bn84-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$5bn84">
<span data-offset-key="5bn84-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$5bn84.0:$5bn84-0-0"><span data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$5bn84.0:$5bn84-0-0.0">Aí o negócio vai afunilando... Concursos...</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="883le-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$883le">
<span data-offset-key="883le-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$883le.0:$883le-0-0"><br data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$883le.0:$883le-0-0.0" /></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="dh2qh-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$dh2qh">
<span data-offset-key="dh2qh-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$dh2qh.0:$dh2qh-0-0"><br data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$dh2qh.0:$dh2qh-0-0.0" /></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="12t-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$12t">
<span data-offset-key="12t-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$12t.0:$12t-0-0"><span data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$12t.0:$12t-0-0.0">Depois, para pouquíssimos, vem o mestradinho e doutoradinho na PUC-SP ou UERJ.</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="5v2pm-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$5v2pm">
<span data-offset-key="5v2pm-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$5v2pm.0:$5v2pm-0-0"><br data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$5v2pm.0:$5v2pm-0-0.0" /></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="3jn1s-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$3jn1s">
<span data-offset-key="3jn1s-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$3jn1s.0:$3jn1s-0-0"><span data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$3jn1s.0:$3jn1s-0-0.0">Pós-doutorado em Yale ou Coimbra ou Alemanha.</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="6ag21-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$6ag21">
<span data-offset-key="6ag21-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$6ag21.0:$6ag21-0-0"><br data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$6ag21.0:$6ag21-0-0.0" /></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="bv1fh-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$bv1fh">
<span data-offset-key="bv1fh-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$bv1fh.0:$bv1fh-0-0"><span data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$bv1fh.0:$bv1fh-0-0.0">Óbvio que os que não passam na OAB acham gênios os que passam em concursinho. etc...</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="4nra9-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$4nra9">
<span data-offset-key="4nra9-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$4nra9.0:$4nra9-0-0"><br data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$4nra9.0:$4nra9-0-0.0" /></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="2g5tn-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$2g5tn">
<span data-offset-key="2g5tn-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$2g5tn.0:$2g5tn-0-0"><span data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$2g5tn.0:$2g5tn-0-0.0">Um cara que limita sua vida intelectual a passar em um concurso, vai endeusar um zé ruela que ganhe mais que ele e tenha doutorado em Yale e dê aula em cursinho e entrevista na TV Justiça.</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="f1utt-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$f1utt">
<span data-offset-key="f1utt-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$f1utt.0:$f1utt-0-0"><br data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$f1utt.0:$f1utt-0-0.0" /></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="ehc2d-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$ehc2d">
<span data-offset-key="ehc2d-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$ehc2d.0:$ehc2d-0-0"><span data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$ehc2d.0:$ehc2d-0-0.0">Não havendo um referencial maior que toda essa mediocridade, é este o caminho mesmo: a escravidão. </span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="e0qq6-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$e0qq6">
<span data-offset-key="e0qq6-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$e0qq6.0:$e0qq6-0-0"><br data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$e0qq6.0:$e0qq6-0-0.0" /></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="29uf3-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$29uf3">
<span data-offset-key="29uf3-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$29uf3.0:$29uf3-0-0"><span data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$29uf3.0:$29uf3-0-0.0">"Quem não lê, será para sempre um escravo", já dizia um sábio brasileiro. Vai ganhar a vida a encontrar justificativas hermenêuticas para justificar decisões bizarras de tribunais e pseudo intelectuais cheios de influência política notória.</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="7ulr6-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$7ulr6">
<span data-offset-key="7ulr6-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$7ulr6.0:$7ulr6-0-0"><br data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$7ulr6.0:$7ulr6-0-0.0" /></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="enl71-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$enl71">
<span data-offset-key="enl71-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$enl71.0:$enl71-0-0"><span data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$enl71.0:$enl71-0-0.0">O STJ decidiu que o menor que tiver sido internado e progredido de regime não pode ser internado denovo. Mesmo que o segundo crime seja homicídio triplamente qualificado. E ainda tem gente que vem argumentar a favor disso com princípios que qualquer calouro conhece(se pelo menos usassem um argumento original).</span></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="1ia0o-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$1ia0o">
<span data-offset-key="1ia0o-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$1ia0o.0:$1ia0o-0-0"><br data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$1ia0o.0:$1ia0o-0-0.0" /></span></div>
<div class="_209g _2vxa" data-block="true" data-offset-key="d3ike-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$d3ike">
<span data-offset-key="d3ike-0-0" data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$d3ike.0:$d3ike-0-0"><span data-reactid=".n5.1.0.1.0.0.$editor0.0.0.$d3ike.0:$d3ike-0-0.0">Toda nova decisão bizarra que surge de algum tribunal lá da Holanda ou Costa Rica, já está lá um batalhão de patrulheiros que fazem questão de tentar justificar, como se fossem eles mesmo que tivessem dado a decisão, como se eles fossem responsáveis pela decisão bizarra. É o medo de ver cair abaixo tudo em que acreditavam, durante toda sua vida, e uma sensação de pertinácia ao grupo, o grupo do monopólio da virtude?<br /><br />Sem dúvida, conforme a analogia do autor, Gilmar é a nossa Ivetão jurídica.<br /><br />Mas tenho dúvida se estes juristas que o autor cita merecem a deferência que ele lhes presta. Talvez fosse melhor citar outros grandes nomes da humanidade, não necessariamente juristas.<br /><br /></span></span></div>
</div>
RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-4328047930324391782015-10-14T19:04:00.001-07:002015-10-15T02:27:51.185-07:00por que votam no PT<span style="font-size: x-large;">Por que as pessoas votam no PT?</span><br />
<br />
<br />
A coisa está preta para o lado do PT.<br />
<br />
Trânsito em julgado no Mensalão.<br />
Pena gigantesca de quase 40 anos de cadeia para Marcos Valério.<br />
Dirceu Preso denovo na Lava-Jato.<br />
Contas rejeitadas no TCU.<br />
Inflação galopante.<br />
Crescimento econômico negativo pelo terceiro ano seguido.<br />
Brasil sendo rebaixado em rankings internacionais para investidores.<br />Dolar 4 reais.<br />Gasolina quase 4 reais.<br />Rombo no Fundo de Pensão dos Correios, BB, Petrobrás.<br />Investir dinheiro destes fundos em papéis da dívida pública venezuelana.<br />Empréstimos para ditaduras da Africa e ditaduras comunista.<br /><br />
Todo dia um escândalo novo... já escreveram alguns livros sobre isso.<br />
<br />
<br />
Os petistas insistem em se esconder em argumentos pueris: <br />
<br />
"A culpa é de FHC, da seca, dos portugueses, da crise internacional".<br />
ou <br />
"Com Aécio seria pior".<br />
<br />
CONHEÇO MUITA GENTE que diz que os eleitores do PT são:<br />
<br />
1) alienados/ignorantes ou<br />
2) burros.<br />
<br />
Mas não é tão simples assim. Creio que afirmar isso é simplificar demais um problema maior.<br />
<br />
Conheço alguns esquerdistas com desempenho acadêmico excelente ou currículo invejável.<br />
<br />
Vislumbro pelo menos mais outras cinco possíveis razões para, a esta altura do campeonato, apoiarem estes larápios, totalizando sete:<br />
<br />
1) a alienação/a ignorância<br />
2) a burrice<br />
3) a psicose<br />
4) a maldade<br />
5) a apeirokalia<br />
6) o corporativismo/o instinto de sobrevivência<br />
7) a inocência<br />
<br />
<br />
Breves comentários sobre algumas delas:<br />
<br />
<br />
<span style="font-size: large;"><b>3) a psicose</b></span><br />
<br />
O psiquiatra Lily Rossiter Jr escreveu o livro Liberal mind ( http://www.libertymind.com/ )<br />
<br />
<br />
no qual esposa a tese de que a mente esquerdista ou progressista(Liberal mind é o oposto de conservative mind) se assemelha a de um psicótico(alguém que tem problema de contato com a realidade. Favor não cometer o erro elementar de confundir com psicopatia.), semelhante a uma criança mimada.<br />
<br />
Foi isso que li neste livro.<br />
<br />
Creio que este seja o caso dos militantes esquerdistas profissionais e professores universitários.<br />
<br />
<br />
<br />
<span style="font-size: large;"><b>4) a maldade</b></span><br />
<br />
<br />
Sobre isso, sugiro o livro Ponerologia: psicopatas no poder ( http://www.livrariacultura.com.br/p/ponerologia-psicopatas-no-poder-42235355 )<br />
<br />
<br />
<br />
<section id="product-description" itemprop="description"><div class="container">
<br />
<br />
<header><h1>
</h1>
</header><br />
<div class="content">
'Não
é preciso nenhum estudo especial para saber que, invariavelmente, o
discurso comunista, pró-comunista ou esquerdista é cem por cento baseado
na exploração da compaixão e da culpa. Isso é da experiência comum. Mas
o que o dr. Lobaczewski e seus colaboradores descobriram foi muito além
desse ponto. Eles descobriram, em primeiro lugar, que só uma classe de
psicopatas tem a agressividade mental suficiente para se impor a toda
uma sociedade por esse meio. Segundo - descobriram que, quando os
psicopatas dominam, a insensitividade moral se espalha por toda a
sociedade, roendo o tecido das relações humanas e fazendo da vida um
inferno. Terceiro - descobriram que isso acontece não porque a
psicopatia seja contagiosa, mas porque aquelas mentes menos ativas que,
meio às tontas, vão se adaptando às novas regras e valores, se tornam
presas de uma sintomalogia claramente histéria, ou histeriforme. O
histérico não diz o que sente, mas passa a sentir aquilo que disse - e,
na medida em que aquilo que disse é a cópia de fórmulas prontas
espalhadas na atmosfera como gases onipresentes, qualquer empenho de
chamá-lo de volta às suas perpecções reais abala de tal modo a sua
segurança psicológica emprestada, que acaba sendo recebido como uma
ameaça, uma agressão, um insulto'. </div>
</div>
</section><br />
<br />
<br />
<br />
<span style="font-size: large;"><b>5) a inocência </b></span><br />
<br />
Repito essa frase:<br />
<br />
"o
discurso comunista, pró-comunista ou esquerdista é cem por cento baseado
na exploração da compaixão e da culpa."<br />
<br />
<br />
<span style="font-size: large;"><b>6) o corporativismo/o instinto de sobrevivência.</b></span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPs5aKUAvIsfDQRNmLfuT0VB0zYUoucmcbNDn6zWYXp1i2cDc53WtEyAKXqbEAd_8D16Gt1IJAS-Ru_uQijuJ58tV0AUvqSWtyZ3aQgsujT3LDrM59Uk4-nb07AcnxKf3BQbRMkJ9NA6Rs/s1600/piovani.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPs5aKUAvIsfDQRNmLfuT0VB0zYUoucmcbNDn6zWYXp1i2cDc53WtEyAKXqbEAd_8D16Gt1IJAS-Ru_uQijuJ58tV0AUvqSWtyZ3aQgsujT3LDrM59Uk4-nb07AcnxKf3BQbRMkJ9NA6Rs/s320/piovani.jpg" width="320" /></a></div>
Se sua profissão é, por exemplo, dentro de uma universidade pública e você não sabe fazer mais nada além disso: mesmo que você não queira, você é obrigado a defender o PT.<br /><br />Se você é um artista, e recebe verbas federais de fomento a cultura, que na verdade só são liberadas para artistas medíocres que defendem o PT. Você tende a votar no PT. Veja o que a luana piovani disse sobre isso.<br /><br /><br /><br /><br />
<br />
<span style="font-size: large;"><b>7) a apeirokalia</b></span><br />
<br />
Apeirokalia é um termo grego, que significa "Falta de experiência das coisas belas."<br />
<br />
Está relacionada também a ignorância. Ignorância das coisas belas.<br />
<br />
Basicamente, de acordo com Platão, está é a causa da manutenção das pessoas na "Caverna". <br />
<br />
Não posso deixar de relacioná-lo como uma das possíveis causas.<br />
<br />
<br />
<br />
<br />
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<colgroup><col width="375"></col></colgroup>
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<td align="LEFT" height="17" width="375"><span class="_5yl5" data-reactid=".kb.1:$6060235318944991577.2:0.0.0.0.0"><span data-reactid=".kb.1:$6060235318944991577.2:0.0.0.0.0.0"><br /></span></span></td><td align="LEFT" height="17" width="375"><span class="_5yl5" data-reactid=".kb.1:$6060235318944991577.2:0.0.0.0.0"><span data-reactid=".kb.1:$6060235318944991577.2:0.0.0.0.0.0"><br /></span></span></td><td align="LEFT" height="17" width="375"><span class="_5yl5" data-reactid=".kb.1:$6060235318944991577.2:0.0.0.0.0"><span data-reactid=".kb.1:$6060235318944991577.2:0.0.0.0.0.0"><br /></span></span></td>
</tr>
</tbody>
</table>
RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-12263435554891509442015-07-09T05:02:00.005-07:002015-07-09T05:02:37.221-07:00crime de homofobiaconheça uma possível minuta de futuro projeto de lei das esquerdas unificadas que criminaliza a homofobia<br />
<br />
<br />
<br />
<b>Crime de Homofobia</b><br />Art. __. Opinar contra o casamento entre
quaisquer pessoas, coisas, animais, vegetais, minerais, vírus, moneras,
fungi e/ou protistas.<br /><br />Pena: Reclusão de 29 anos e 11 meses a 30 anos, além de multa.<br /><br />§ 1º Incorre nas mesmas penas quem:<br /><br />I- durante o exame de ultrassonografia perguntar ao médico qual o sexo do nascituro;<br /><br />II- não votar no PSOL, PCO, PCdoB, PSB ou PT ou qualquer outro partido membro do Foro de São Paulo;<br /><br />III- opinar a favor de Israel ou dos Estados Unidos da América em qualquer hipótese;<br /><br />IV- fizer apologia ao cristianismo;<br /><br />V- opinar contra a expansão islâmica e o multiculturalismo;<br /><br />VI- opinar contra cotas para negros, índios ou quaisquer outras cotas;<br /><br />VII- opinar que o aquecimento global não tem provas suficientes para ensejar tanto aporte de recursos públicos;<br /><br />VIII-
suscitar, em debates públicos, que o suicídio de David Reimer foi
causado pela experiência do Dr. John Money de criá-lo como uma menina;<br /><br />IX- falar que o amor materno é um instinto natural e não uma construção social para oprimir as mulheres;<br /><br />X- suscitar, em debates públicos, algumas das declarações de Fernando Henrique Cardoso sobre ele ser ainda socialista;<br /><br />XI- o bom senso do nobre sábio gnóstico hermeneuta, no caso concreto, decidir que foi homofóbico.<br /><br />§ 2º Aumenta-se a pena de 1/3 a 2/3 para quem:<br /><br />I-
lembrar aos incautos que a Comissão da Verdade concluiu por apenas 434
mortos ou desaparecidos durante os 21 anos de regime militar brasileiro;<br /><br />II-
alegar que os governos populares de Mao Tsé-tung, Josef Stalin,
Vladimir Lenin, Fidel Castro e Pol Pot tiveram mais mortos que o regime
militar brasileiro;<br /><br />III- alegar que Ernesto Che Guevara já
assistiu um fuzilamento ou alegar que existe vídeo no youtube de Ernesto
Che Guevara confessando ser assassino em tribuna do Plenário da ONU;<br /><br />IV- alegar que a República Popular Democrática da Coreia é uma ditadura;<br /><br />V-
se posicionar contra o PL 5002/2013, de autoria de Jean Wyllys(PSOL/RJ)
e Erika Kokay(PT/DF), em especial ao seu artigo 5º que prevê mudança de
sexo para crianças, ainda que sem o consentimento dos pais, através de
procesdimento sumaríssimo;<br /><br />VI- alegar, em debates públicos, que
existe vídeo no youtube de Hugo Chavez confessando que ele, Lula e Raul
Reyes, ex-comandante do grupo terrorista e narcotraficante FARC,
trabalharam juntos em uma mesa do Foro de São Paulo, na edição de 1996,
em San Salvador, El Salvador<br /><br />§ 3º Aumenta-se a pena de 2/3 a 4/5 para quem:<br /><br />I- lembrar que dos 434 dos mortos e desaparecidos vários eram guerrilheiros armados, tentando implementar uma ditadura socialista no Brasil.<br /><br />EXPOSIÇÃO DE MOTIVOS:<br /><br />Conquanto
a cadeia não seja solução para os menores de 18 anos, a homofobia deve
ser punida com reclusão pois "o discurso mata", como diria a sábia
psicóloga e deputada Erika Kokay(PT/DF). RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-48253692218353093522015-05-06T20:04:00.001-07:002015-05-06T20:31:37.616-07:00homossexual homofobico<div style="text-align: center;">
<b><span style="font-size: large;">Parabéns à esquerda potiguar!!</span></b></div>
<br />
Houve um caso que abalou a capital potiguar: um jovem ficou desaparecido após ser visto saindo de uma balada gay e passou alguns dias sumido, acharam o cadáver e hoje o suspeito confessou que o matou, por uma discussão no motel.<br />
<br />
Devo parabenizar a Esquerda neste caso, pois, pelo menos na mídia, não suscitou a hipótese de homofobia - apesar que esta foi suscitada pela população. Parece que já pagaram mico demais tentando capitalizar em outros casos Brasil afora em que acusaram levianamente de homofobia e depois o indiciado era o namorado e agora estão mais prudentes. Dessa vez não levaram pra Globo, não levaram para a Regina
Casé. Não processaram ninguém. Não tentaram cassar o registro
profissional de ninguém. Parabéns à Esquerda Potiguar!<br />
<br />
Trata-se de mais um caso de "homofobia" praticado por outro homossexual? Quantas vezes a história vai se repetir? E quem leva a culpa é a sociedade "machista". E quem leva as verbas federais para a combate a uma homofobia putativa em universidades públicas é o ativismo político gay. <br />
<br />
Só lamento que o autor do crime não seja "DE MENOR". Tem 19 anos. Quase! Eu gostaria de matar uma curiosidade: de que lado ficaria a patrulha politicamente correta. Qual faceta do criminoso seria defendida/acusada por eles: o Dr. Jekyll ou o Mr. Hyde? O lado do "De Menor" ou do "Assassino Homofóbico e Machista"?<br />
<br />
O Brasil tem 55 ou 60 mil homicídios por ano. É o campeão mundial de homicídios, em números absolutos. Quantos destes são gays vítimas de pais de família que saem a noite para caçá-los? Quantos destes são vítimas de outros gays? É por isso que chamo de homofobia putativa a que enseja a existência da militância LGBT.<br />
<br />
A homofobia existe, assim como existe todo tipo de loucura, mas é infinitamente mais rara do que se capitaliza em cima dela. Diversas são as pessoas hoje com mandatos eletivos às custas da defesa anti-homofobia. Diversas são as pessoas com carreiras acadêmicas às custas do ativismo gay. Diversos são os projetos de lei para cercear a liberdade de opinião. Graças <span style="font-size: small;">a</span> Deus e aos nossos deputados conservadores, apenas são projetos de lei. Pois muitos esquecem que a liberdade de opinião também é, pelo menos formalmente, um direito humano, de primeira geração.<br />
<br />
Diversos homossexuais são contra o ativismo gay, sendo o mais notável deles o ex-Deputado Federal, Clodovil Hernandes e o pessoal do blog "gaysdedireita.blogspot.com". Exsurge, então, uma pergunta: seriam eles homofóbicos? <u><b>Clodovil era homofóbico?</b></u> Pense bem antes de responder!!! e assista este vídeo do nosso saudoso Deputado falando por que era contra o casamento gay: www.youtube.com/watch?v=dL8UgNjw1qs <br />
<br />
Já li e recomendo a leitura do livro do Júlio Severo sobre o ativismo gay, para entender melhor o caso, pode ser encontrado aqui http://juliosevero.blogspot.com.br/2011/09/livro-o-movimento-homossexual-agora.html em formato PDF.RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-11237066438455031022015-04-27T03:55:00.001-07:002015-04-27T03:56:57.346-07:00Corolario inexoravelEste lixo que vemos hoje é o corolário inexorável da mediocridade deliberadamente acumulada nas últimas 5 décadas de "ocupação de espaços" gramsciana...... na mídia...... na educação.... nas artes... em toda parte..... o que coincide com os 50 anos da Rede Globo....<br />
<br />
Como bem frisou Olavo de Carvalho:<br />
"Na década de 50, tínhamos, vivos e atuantes, Manuel
Bandeira, Carlos Drummond de Andrade, Graciliano Ramos, José Lins do
Rego, Àlvaro Lins, Augusto Meyer, Otto Maria Carpeaux, Mário Ferreira
dos Santos, Vicente Ferreira da Silva, Herberto Sales, Cornélio Penna,
Gustavo Corção, Nelson Rodrigues, Lúcio Cardoso, Heitor Villa-Lobos,
Augusto Frederico Schmidt, a lista não acaba mais. Hoje, quem representa
na mídia a imagem da “cultura brasileira”? Paulo Coelho, Luís Fernando
Veríssimo, Gilberto Gil, Arnaldo Jabor, Emir Sader, Frei Betto e
Leonardo Boff. Perto desses, Chomsky é Aristóteles. É o grau mais alto
pelo qual se medem. Chamar isso de crise, ou mesmo de decadência, é de
um otimismo delirante. A cultura brasileira tornou-se a caricatura de
uma palhaçada. É uma coisa oca, besta, disforme, doente,
incalculavemente irrisória.
<br />
A inteligência, ao contrário do dinheiro ou da saúde, tem esta
peculiaridade: quanto mais você a perde, menos dá pela falta dela."<br />
<br />
<br />
É como a estória do sapo que, colocado em água quente, pula...<br />
<br />
mas colocado em água normal, esquentada lentamente, morre sem perceber.... RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-88347155163831974012015-04-05T13:49:00.000-07:002015-04-05T14:03:23.152-07:00nao sou esquerdista, imagina!O marxismo cultural está tão profundamente impregnado no
subconsciente das pessoas e é tão hegemônico que o cidadão vota em
esquerdistas extremamente radicais com discursos adocicados como Marina
Silva, Dilma, Luciana Genro, Mineiro, Fátima, Professor Robério e ele
ainda acredita que ele, o eleitor, não é de esquerda. Este
eleitor/cidadão se acha inteligente, universitário, esclarecido e, acima
de tudo, imparcial - isento de preconceitos.<br />
<br />
Ele realmente acredita do fundo do se<span class="text_exposed_show">u
coração que tomou uma decisão livre, analisando as cartas da mão e as
cartas da mesa, os debates entre os candidatos na TV, os currículos, as
propostas e as circunstâncias do caso concreto, em suma, os preceitos da
boa e velha metodologia científica. </span><br />
<div class="text_exposed_show">
<br />
Por fim, ele acredita "não ter culpa" que toda sua lógica imparcial tenha
convergido para os mesmos candidatos que os professores universitários
mais abertamente radicais de extrema esquerda, inclusive filiados a partidos, do Departamento de Ciência
Política, defensores do regime norte coreano, recomendam - foi apenas
uma coincidência.<br />
<br />
Perceba que não estou falando aqui neste texto dos esquerdistas, mas sim de pessoas que se julgam, honestamente, imparciais e, no fim das contas, votam exatamente nos mesmos candidatos que o líder do DCE, o militante do PSOL ou o "professor" de Ciências Sociais.<br />
<br />
Creio que estas pessoas são vítimas de uma educação esquerdista, desde tenra idade, e de uma propaganda massiva de desinformação, com o escopo de, ao invés de informar, gerar uma confusão tão profunda que permita a ação histórica do comunismo, de forma insidiosa e dialética, sem que as pessoas percebam quão nefasto é o comunismo para a humanidade.<br />
<br />
Certamente o universitário não é incapaz de inteligir e é claro que possui algum conhecimento, mas a lógica deles fica comprometida pois suas premissas estão viciadas pela desinformação comunistas:<br />
<br />
1) Muitos acreditam que Hitler era de direita, quando era marxista, financiado e aliado de Stalin;<br />
2) Muitos acreditam que o PSDB é de direita, quando, na verdade, é socialista fabiano e joga um jogo dúplice junto com o PT.<br />
<br />
Por aí vai. <br />
<br />
<br />
<br />
<br />
<br /></div>
RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-51041317715036258802015-02-27T03:02:00.001-08:002015-02-27T03:07:39.827-08:00A Era da InvejaSer odiado por ser bom é algo bem corriqueiro no Brasil.<br />
<br />
Tom Jobim já dizia: "No Brasil, ter sucesso é uma ofensa pessoal." <br />
<br />
Normalmente quem odeia são aqueles que são considerados bons em razão do cargo, dos títulos...<br />
<br />
Exemplo: professores universitários. etc....<br />
<br />
Supostamente são considerado bons... possuem um certo status, mas quando veem um realmente bom, passam a odiá-lo.<br />
<br />
Talvez por temerem ser desmascarados.... testam o bom, para ver se ele tem nervos de aço para continuar sendo bom, em um ambiente hostil aos bons e propício ao charlatanismo, ao engodo, ao embuste.<br />
<br />
No entanto, isto não é só no Brasil.<br />
<br />
A filósofa Ayn Rand, autora aclamada em defesa da liberdade, também passou por isso e considera o ódio aos bons o maior mau possível de ser cometido(A maior imoralidade possível de ser cometida é atacar um homem por suas virtudes ao invés de suas falhas), veja esta curta entrevista(vale a pena salvar o link para ver em casa, caso não possa ver agora):<br />
<br />
<a href="https://www.youtube.com/watch?v=gaA_nlho6Kw">https://www.youtube.com/watch?v=gaA_nlho6Kw</a><br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGM4Sgn9lRYBd_5PYft2kVEn-sB1A6DBZ0ejKNmg-W8rdFOvxkWyqRdXmdGMNi9q-bexTSmzHL6csBXjsmsej995W5UIesvJ5Bycg6vys0pWMytJE_9wRa0CEQa8p3PeqAHK4EzOIa_efY/s1600/rand.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGM4Sgn9lRYBd_5PYft2kVEn-sB1A6DBZ0ejKNmg-W8rdFOvxkWyqRdXmdGMNi9q-bexTSmzHL6csBXjsmsej995W5UIesvJ5Bycg6vys0pWMytJE_9wRa0CEQa8p3PeqAHK4EzOIa_efY/s1600/rand.jpg" height="208" width="320" /></a></div>
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<br />RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0tag:blogger.com,1999:blog-2827176890155553663.post-15545020966422878312015-02-21T11:06:00.001-08:002015-02-21T11:20:50.321-08:00Reflexões sobre a Universidade e as FARC<div>
<div>
<span style="font-size: small;"><span style="color: navy; font-family: arial; font-style: normal;">"<i>Matar
é bom ou mau? Estuprar é bom ou mau? Narcotráfico é bom ou mau? Peculato é bom
ou mau? Não há como saber a priori, pois a moral é relativa. Se beneficiar a
causa revolucionária vermelha é bom, caso contrário é mau. Os fins, que nunca
chegam, justificam os meios, que sempre chegam.</i>"</span></span><br />
<span style="font-size: small;"><span style="color: navy; font-family: arial; font-style: normal;"> </span><br />Você nunca verá um professor universitário dizer isso, pois <u><span style="color: purple;"><b>seria automaticamente ridicularizado - o senso comum dos alunos o desmascararia facilmente.</b></span></u></span></div>
<div>
<br />
<span style="font-size: small;">Contudo, é<span style="font-family: arial; font-style: normal;"><span style="font-family: arial; font-style: normal;">
isso que os alunos das universidades públicas(e, sejamos justos, de algumas particulares também) aprendem... porém os professores não dizem assim de
forma linear e direta....</span></span></span><br />
<br />
<span style="font-size: small;"><span style="font-family: arial; font-style: normal;"><span style="font-family: arial; font-style: normal;">para vencer o senso comum arraigado nos alunos é necessário enrolar muito... muita hermenêutica, muita historiográfica....</span></span></span><br />
<br />
<span style="font-size: small;"><span style="font-family: arial; font-style: normal;"><span style="font-family: arial; font-style: normal;">eles contextualizam..... falam da história......... de coisas
que os alunos nunca ouviram falar.........siglas....... enrolam... enrolam..........
citam casos do momento, em voga na televisão, cinema e redes sociais, para empurrar um viés esquerdista.............</span></span></span></div>
<div>
<span style="font-size: small;"><span style="font-family: arial; font-style: normal;"><span style="font-family: arial; font-style: normal;">sempre
tentando explorar sentimentos nobres dos estudantes, tais como a sua capacidade
de sentir piedade, fazendo com que os alunos sintam-se culpados pela miséria dos pobres, angariando assim novos militantes para seus movimentos de esquerda.........</span></span></span></div>
<div>
<span style="font-size: small;"><span style="font-family: arial; font-style: normal;"><span style="font-family: arial; font-style: normal;">e, no final da
matemática, eles dizem exatamente o <b>teor daquela citação</b>....... mas nunca de forma
direta................</span></span><span style="font-family: arial; font-style: normal; font-weight: bold;"> jamais!</span></span><br />
<span style="font-size: small;"></span><br />
<span style="font-size: small;"></span><br />
<span style="font-size: small;"></span><br />
<span style="font-size: small;"><br /><span style="font-family: arial; font-style: normal; font-weight: bold;"><span style="font-family: arial; font-style: normal; font-weight: bold;">Vc
nunca vai ver um professor falar aquela citação, mas vai ver eles defendendo as
FARC....</span></span></span></div>
<span style="font-size: small;"><span style="font-family: arial; font-style: normal; font-weight: bold;">E o que as farc fazem senão matar, sequestrar, extorquir e traficar?</span></span></div>
<span style="font-size: small;"><span style="font-family: arial; font-style: normal; font-weight: bold;">mas
é óbvio que antes de defender as FARC eles precisam dar uma verdadeira
"aula de história da colômbia" para os alunos leigos, que nada sabem
sobre a colômbia.... e falar como a colômbia "melhorou" com as FARC.... <br /><br /><br /><br /></span></span>RAfaelhttp://www.blogger.com/profile/00587223741436767205noreply@blogger.com0