tag:blogger.com,1999:blog-15722637024954975292024-02-18T19:29:17.051-08:00DF Dicas FotograficasD'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.comBlogger27125tag:blogger.com,1999:blog-1572263702495497529.post-42177542362716204522012-02-13T07:13:00.000-08:002012-02-13T07:16:01.394-08:00Fotografia noturna...<h1>
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A fotografia é -
como a origem grega do nome diz - a arte de desenhar com a luz. Curioso
então perceber que muitas vezes as imagens mais bonitas não são
completamente iluminadas, claras e com céus brilhantes. Além das horas
intermediárias – nascer e pôr do sol – é comum encontrar fotos ímpares
feitas à noite. Talvez justamente pela escassez da luz disponível, a
fotografia noturna encanta, com seus fundos salpicados de pontos e
traços de faróis.<br />
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<b>Cuidados especiais</b></div>
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<img alt="Calçadão da rua XV de Novembro, Curitiba." class="img_esq" height="210" src="http://ibxk.com.br/materias/3125/9429.jpg" title="Calçadão da rua XV de Novembro, Curitiba." /><br />
Antes
mesmo de começar a falar de fotografia, deve-se sempre lembrar que as
ruas das grandes cidades – mesmo durante o dia, mas especialmente à
noite – não são totalmente seguras. Andar em grupo e evitar regiões
reconhecidamente perigosas – parques e outras áreas não habitadas, por
exemplo – são atitudes que podem garantir as belas imagens que você fará
no decorrer de uma incursão fotográfica noturna. Como dizem os
escoteiros: sempre alerta!<br />
Outra coisa importante a levar em consideração é: se você mora no Sul
do país, ou em outras regiões onde faz frio, levar um agasalho e uma
térmica com uma bebida quente pode aumentar consideravelmente o conforto
e o prazer em se fotografar à noite. Norte e Nordeste já não oferecem o
mesmo problema, então quem mora nessas regiões já tem uma vantagem.<br />
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<b>O que levar?</b></div>
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<img alt="Jardim dos Cinco Sentidos, Nova Délhi, Índia." class="nada" src="http://ibxk.com.br/materias/3125/9432.jpg" title="Jardim dos Cinco Sentidos, Nova Délhi, Índia." width="500" /></div>
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Claro que o equipamento para fotografar na calada da noite é bastante
próximo daquele usado em qualquer outra situação. Câmera, lentes (para
as dSLR e as micro 4/3),
flash, cartão de memória, baterias extra (tanto para a câmera quanto
para o flash, se você tiver acesso a iluminação externa à câmera) são o
mínimo necessário.<br />
Sobre a câmera, se você tiver condições, uma dSLR ou uma compacta que tenha opções de ajuste manual – em especial a velocidade <i>bulb</i>,
que permite exposições com duração de horas – são ideais. Caso não
tenha acesso a esse tipo de equipamento, descubra qual a velocidade mais
baixa da sua câmera e se prepare para fazer suas fotos em função disso.
Outra consideração necessária é a sensibilidade à luz do seu sensor.
Para fotografar à noite é comum imaginar que se deve usar ISO alto
deixando a câmera mais sensível, porém isso não é sempre verdade. Para
se obter exposições realmente longas – chegando a durar a noite inteira,
inclusive – ou até mesmo como experiência, vale a pena arriscar um
valor ISO mais baixo.<br />
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<img alt="Foto noturna feita sem tripé, por DeusXFlorida." class="img_dir" height="230" src="http://ibxk.com.br/materias/3125/9431.jpg" title="Foto noturna feita sem tripé, por DeusXFlorida." /><br />
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Porém
existem outras peças que podem facilitar muito – e em alguns casos são
mesmo obrigatórias para – a obtenção de bons resultados. Logo de cara, o
acessório principal para quem pretende fotografar à noite é o tripé.
Como a condição de luz é muito precária, exposições longas são
praticamente regra depois que o Sol se pôs. Como todo o resto, se você
não tiver um tripé, além de ser possível improvisar apoiando a câmera em
objetos que estejam no local, às vezes arriscar fotografar na mão pode
oferecer resultados surpreendentes e criativos.<br />
Com o tripé, outra coisa que pode ajudar – mas não é essencial, até
por ser complementar às câmeras dSLR – é um disparador remoto. Seja por
cabo ou sem fio, uma extensão dessas ajuda a prevenir trepidações na
câmera, e normalmente permitem o uso do autofoco e de diversos modos de
disparo.<br />
Uma lanterna pode ser um bom substituto para o flash. Como os tempos
de exposição são longos, é possível iluminar partes de uma cena e manter
outras completamente no escuro, principalmente se você estiver afastado
das luzes dos grandes centros. Naturalmente, uma lanterna pequena exige
mais tempo para iluminar um objeto na fotografia, devido à sua baixa
intensidade. Caso você escolha usar a lanterna como iluminação auxiliar,
é válido levar também alguns recortes de papel celofane de diversas
cores, para tentar um visual diferente nas suas imagens. Lembre-se
também de que, ao contrário do flash – que ilumina uma área grande e de
maneira relativamente uniforme – a lanterna serve principalmente para
ressaltar detalhes e para dar efeitos dramáticos .<br />
Um cronômetro pode ser seu melhor amigo – se você já tiver alguma
experiência com fotometria principalmente – ao fotografar no período
noturno. Caso a sua câmera tenha o tempo <i>bulb</i> de exposição, o
sensor fica exposto enquanto o botão da câmera estiver pressionado (uma
das funções do disparador remoto é garantir que você não precisará ficar
horas com o dedo apoiado no botão), e o tempo de exposição deve ser
controlado de alguma forma. Um <i>timer</i> ou alarme de relógio resolve o problema facilmente.<br />
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<b>Tentativa e erro</b></div>
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Olha, fotografar à noite não é fácil. Não basta apenas contar com as
luzes da cidade e pensar “ok, todos esses pontinhos de luz formam uma
foto bonita”, pois não formam. Composição – o que você vai mostrar na
foto – é essencial, bem como o cuidado com o tempo de exposição. Em
câmeras com controle manual isso é bem mais fácil de fazer, mas mesmo as
compactas podem entregar bons resultados. O mais importante é, com
certeza, pensar em como você quer que a foto saia antes de apertar o
disparador.<br />
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<img alt="Washington Park, EUA" src="http://ibxk.com.br/materias/3125/9430.jpg" title="Washington Park, EUA" width="500" /></div>
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Em cenas com contraste muito alto – luzes muito fortes, como postes
de rua – é uma boa ideia tirar as lâmpadas do enquadramento. Com isso, o
resto do cenário tem uma visualização muito melhor, já que o clarão da
iluminação urbana não roubará a atenção. Letreiros de lojas e bares,
luzes mais fracas ou distantes, em contrapartida, oferecem cores e
formas interessantes e podem transformar uma foto comum em uma imagem
memorável.<br />
Mas o principal é descobrir como a sua câmera se comporta
fotografando nessa situação crítica. Treinar bastante, fazer várias
fotos ruins para só então chegar a um resultado realmente agradável não
tem nada de errado. A grande maioria dos fotógrafos faz isso o tempo
todo, inclusive. Aproveite as oportunidades que tiver para testar
configurações, modos de captura de imagem e também sua desenvoltura com
todos os acessórios mencionados acima.<br />
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<b>Temas no escuro</b></div>
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<img alt="por Luciano de Sampaio" class="nada" src="http://ibxk.com.br/materias/3125/9434.jpg" title="por Luciano de Sampaio" width="500" /></div>
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A quantidade de coisas que podem ser fotografadas à noite é tão vasta
quanto os motivos para fotos diurnas. Paisagens, retratos, detalhes das
ruas, tudo isso oferece muitas possibilidades justamente porque, à
noite, mostra-se bem diferente do que as pessoas estão acostumadas a ver
durante o dia. Explorar essa familiaridade estranha é um dos segredos
da fotografia noturna.<br />
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<b>A luz noturna</b></div>
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Assim como durante o dia o fotógrafo se preocupa com a posição do
Sol, à noite é necessário prestar atenção na Lua e onde ela se encontra
no céu. Apesar de a intensidade da luz ser bem menor, o luar também
causa sombras, da mesma forma que a estrela mais próxima do planeta.
Quanto mais alta no firmamento, a Lua gera sombras relativamente duras,
curtas, marcadas e bem definidas. À medida que o satélite se aproxima do
horizonte, as sombras se alongam e ficam mais suaves.<br />
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<img alt="Lua sobre o Pier 1, por Longhorndave" class="nada" src="http://ibxk.com.br/materias/3125/9435.jpg" title="Lua sobre o Pier 1, por Longhorndave" width="500" /></div>
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Outro detalhe importante: quanto mais próxima de prédios e outros
elementos humanos a Lua estiver, maior ela parecerá em relação a estes. A
fase do astro também importa, já que a intensidade de reflexão será
menor fora da Lua cheia, e – para todos os efeitos – inexistente na Lua
nova. Além disso, como as exposições são mais longas, quando o tempo com
o obturador aberto superar dois minutos, a probabilidade de a Lua
aparecer deformada aumenta, já que esse é o tempo aproximado que ela
leva para percorrer seu próprio diâmetro no ciclo celeste .<br />
Já as estrelas e os outros planetas praticamente não influenciam em
foto noturna, a não ser como pontos de luz no céu. Entretanto, assim
como a Lua, as estrelas também transitam na abóbada celeste, e, quanto
mais afastado da linha do equador você estiver, maior é a percepção
desse movimento. Muitas vezes, os riscos gerados pelas estrelas aumentam
a dramaticidade da foto dando uma sensação de tontura. Porém nem sempre
é esse o objetivo da foto, então atenção e cuidado são recomendados.<br />
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<b>A longa exposição</b></div>
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<img alt="Malabares no largo, por Luciano de Sampaio" class="nada" src="http://ibxk.com.br/materias/3125/9436.jpg" title="Malabares no largo, por Luciano de Sampaio" /></div>
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Mesmo as câmeras compactas têm modos de longa exposição, e para
fotografar à noite, ele é praticamente obrigatório. Dificilmente uma
foto é feita em menos de 15 ou 20 segundos - por coincidência o tempo
máximo de disparo de algumas compactas mais antigas. Com isso, é
importante perceber que algumas características das fotos serão
diferentes: movimentos estarão “borrados”, carros e outros objetos
iluminados que se movam deixarão traços de luz, e a composição da imagem
deve levar todos esses efeitos em consideração.<br />
Como nesse tipo de exposição, o sensor recebe pequenas quantidades de
luz durante um longo período, as cores representadas são bem diferentes
das obtidas durante o dia. Mesmo que não sejam tão contrastadas –
diferença entre claros e escuros – as imagens apresentam uma saturação
bastante forte, com cores muito vivas. Isso deve ser parte da
preocupação do fotógrafo noturno também, pois pode determinar um melhor
ângulo para certas fotos, em busca de cores ainda mais vibrantes.<br />
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<span style="color: #999999;"><span style="font-size: medium;"><a href="http://www.blogger.com/blogger.g?blogID=1572263702495497529" name="ruido"></a><b style="color: black;">Ruído</b></span></span></div>
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Nos tempos da fotografia analógica, os filmes usados para fotos
noturnas tinham uma característica chamada grão. A imagem obtida nesses
filmes parecida uma pintura pontilista, feita apenas encostando o lápis
no papel. O sensor digital, entretanto, não dispõe da química que era
responsável por esse efeito, e, como depende da luz para formar imagem,
em condições de baixa iluminação alguns defeitos podem surgir. O
conjunto desses problemas é conhecido por ruído.<br />
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<img alt="Ruído em fotografia digital" class="img_dir" src="http://ibxk.com.br/materias/3125/9437.jpg" title="Ruído em fotografia digital" width="220" /><br />
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Em
câmeras mais modernas, vários sistemas eletrônicos e computacionais
ajudam a evitar o aparecimento dos famosos pontos verdes e vermelhos
característicos das fotos com problemas de ruído. O surgimento deles
ocorre devido ao cálculo aproximado que a câmera realiza para tentar
identificar informação visual em áreas do sensor que não receberam luz
suficiente.<br />
Outro tipo de ruído bastante comum em imagens noturnas deve-se ao
superaquecimento do sensor. Como todo chip, o funcionamento ideal desse
equipamento ocorre em uma determinada faixa de temperaturas. Já que as
exposições noturnas são muito longas, o sensor passa muito tempo em
funcionamento, superaquecendo. Ao contrário dos pontos verdes e
vermelhos ocasionados pelo processador, o ruído gerado no sensor cria
distorções de intensidade e contraste nas cores.<br />
Para resolver problemas de ruído o ideal é utilizar um valor ISO mais
baixo, que evita justamente a formação de pontos coloridos graças à
ação do processador, e fotografar em RAW para tentar minimizar o impacto
do sensor em aberrações de cor na imagem final. Caso sua câmera não
ofereça essas possibilidades, fotografe na maior qualidade possível,
para ter condições de tratar a imagem depois de descarregá-la para o seu
computador.<br />
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A abóboda celeste<br />
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<img alt="Astrofotografia da lua" class="img_esq" src="http://ibxk.com.br/materias/3125/9438.jpg" title="Astrofotografia da lua" width="80" /><br />
Perceba
que fotografar à noite não é a mesma coisa que fotografar os corpos
celestes que se mostram durante a noite. Fotografar os planetas, as
estrelas e a Lua é uma atividade bem mais complicada, e exige uma série
de equipamentos (pelo menos uma teleobjetiva e uma dSLR). Por isso você
não vai encontrar grandes explicações sobre fotografia dos astros –
nesse artigo pelo menos, mas quem sabe num próximo, específico sobre
astrofotografia?<br />
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Invente!</div>
Agora que você já tem uma ideia de como aproveitar ao máximo as
noites para fotografar, que tal arriscar de alguma forma diferente? De
todas as recomendações feitas nesse artigo, as únicas que você não deve
deixar de lado nunca são as relativas à segurança. Todo o resto é relato
de experiências que várias pessoas fazem, e quem sabe um dia alguém não
usa a experiência que você ainda vai fazer para tentar ajudar outros a
aproveitarem melhor seu equipamento fotográfico?<br />
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<img alt="Elevado" class="nada" src="http://ibxk.com.br/materias/3125/9439.jpg" title="Elevado" width="500" /></div>
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Mãos à obra! Junte seu equipamento, convide seus amigos e que você
tenha noites excelentes fotografando o mundo de um jeito que ninguém vê
fora da fotografia.</div>D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com0tag:blogger.com,1999:blog-1572263702495497529.post-88521222168240285212012-02-02T04:00:00.000-08:002012-02-02T04:01:18.504-08:00Removendo Objetos das Fotos...<b>1)</b> Abra a imagem normalmente;<br />
<img alt="Imagem original" class="nada" height="403" src="http://ibxk.com.br/materias/4162/38891.jpg" title="Imagem original" width="640" /><br />
<b>2)</b> Duplique a camada de fundo;<br />
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<img alt="Duplicar camada" class="nada" src="http://ibxk.com.br/materias/4162/75604.jpg" title="Duplicar camada" /></div>
<b>3)</b> Utilizando a ferramenta “Polygonal Lasso Tool” selecione um objeto da imagem;<br />
<div style="text-align: center;">
<img alt="Selecione o objeto" class="nada" height="352" src="http://ibxk.com.br/materias/4162/35066.jpg" title="Selecione o objeto" width="640" /></div>
Nota: não faça uma seleção muito rente, porque o “Content-aware Fill” baseia-se no conteúdo que está em volta do objeto.<br />
<b>4)</b> Acesse o menu “Edit” e clique em “Fill” (ou use o atalho Shift + F5);<br />
<div style="text-align: center;">
<img alt="Fill" class="nada" src="http://ibxk.com.br/materias/4162/88275.jpg" title="Fill" /></div>
<b>5)</b> Escolha o modo “Content-aware” e clique em “OK”;<br />
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<img alt="Content-aware" class="nada" src="http://ibxk.com.br/materias/4162/75163.jpg" title="Content-aware" /></div>
<b>6)</b> O objeto foi removido com sucesso;<br />
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<img alt="Resultado parcial da edição" class="nada" height="371" src="http://ibxk.com.br/materias/4162/98777.jpg" title="Resultado parcial da edição" width="640" /></div>
<b>7)</b> Em nossa imagem removemos o avião completamente,
porém a sombra mostra que havia um objeto na imagem. Caso você necessite
remover mais objetos da imagem faça o mesmo procedimento indicado entre
os passos 2 e 5. Confira agora o resultado final da edição:<br />
<div style="text-align: center;">
<img alt="Resultado final" class="nada" src="http://ibxk.com.br/materias/4162/54733.jpg" title="Resultado final" width="600" /></div>
<span style="text-decoration: underline;">Nota</span>: caso algum
objeto não seja removido com perfeição, você pode usar a ferramenta
"Healing Tool" para remover os restos do objeto.D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com0tag:blogger.com,1999:blog-1572263702495497529.post-28490323032847014352012-01-31T13:12:00.000-08:002012-01-31T13:21:38.778-08:00Novo Quadro - Podcast...<div class="separator" style="clear: both; text-align: center;">
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" /> </div>
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E ai galera tudo bem,aqui quem fala é o <b>Dalécio</b> moderador do <b>DF Dicas Fotograficas</b> e estou aqui para comunicar a vocês que agora aqui no blog teremos um novo quadro....<br />
Bom,ai vocês se perguntam,mas que quadro é esse né...Bom esse novo quadro que eu criei se chama <b>DUVIDAS????PERGUNTE!</b>... e como o proprio titulo já diz,será um tópico em que vocês deixam suas duvidas [lógico].. E eu com maior prazer Responderei as Perguntas o mais rapido Possivel...<br />
Más,porém,contudo,todavia os posts não serão simples como os outros,aqueles chatos de ler,OS POSTS DESSE QUADRO SERÃO EM FORMATO DE <b>PODCAST</b>!!<br />
Então se tiver alguma duvida uma pergunta que você quer fazer,qualquer que seja ela,Estamos aqui para servir!!rsrs<br />
Abraçosss!!!E até o primeiro<b> PODCAST</b>...<br />
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Obs:O Tópico Duvidas?Pergunte! Estara acima na "barrinha"...<br />
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<br />D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com0tag:blogger.com,1999:blog-1572263702495497529.post-8414863633264727082012-01-29T03:49:00.000-08:002012-01-29T03:49:02.951-08:00Fazendo Um Mini Estúdio Fotografico...Como o ramo da fotografia sempre nos leva a fazer pesados investimentos para alcançar excelência, é muito comum colocarmos a criatividade para funcionar bem ao estilo “TABAJARA”. Pensando nisto, e aproveitando minha ausência por força maior, num final de semana desses resolvi criar um mini estúdio para fazer fotos STILL, e agora venho aqui dividir com todos essa minha experiência. O material utilizado foi o seguinte: - 01 (uma) caixa de papelão (na foto abaixo tem as medidas), custo zero; - 02 (dois) metros de TNT branco (pode ser do baratinho), R$ 6,00; - 02 (duas) folhas de EVA para fundo infinito (branco e preto, para uso de acordo com a característica do assunto a ser fotografado), R$ 4,00; - 01 (um) frasco pequeno de cola branca comum, R$ 3,00. Para ter um efetivo rendimento de boa e equilibrada luminosidade, é necessário o uso de 03 (três) pontos de luz fria fluorescente, que pode ser aquela lâmpada caseira de 25w, os quais se limitam ao teto do mini estúdio e nas laterais. Não citei preço porque esse produto varia de preço por região e comércio onde se vá comprar. A forma como se vai estruturar a colocação das lâmpadas, deixo a critério da criatividade de cada um, mas é importante que cada lâmpada respeite uma distância mínima de 50cm das laterais e teto do mini estúdio, pois se colocada muito próximo a sombra dura aparecerá de forma inevitável, salvo se você reduzir a potência da lâmpada (tipo 15w). Não use lâmpada incandescente, porque ela produz um tom amarelo que interferirá na cor do assunto a ser fotografado, além de possuir baixo poder de difusão mesmo utilizando o TNT. Eu utilizei apenas 01 (um) ponto de luz na parte do teto, o que considero inadequado, mas mesmo assim obtive resultados bem interesantes. Mas quando os 03 (três) pontos de praxe são utilizados, o resultado é completamente adequado aos padrões de uma mesa de still. Recomendo não fotografar usando camiseta colorida (use branco), pois ela reflete a cor no objeto e acaba adulterando o tom original (é o mesmo efeito que ocorre quando você rebate um flash num teto escuro ou numa parede colorida… o sensor da máquina captura isso). Abaixo estão as fotos que registram esta experiência.<br />
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CARACTERÍSTICAS DA ESTRUTURA:<br />
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nzzzTfffBM3IN56662333577ty577zzzty5c2EDYt68efPmzZs/f/78+fNhYx4RePzcuXPffvvtt956a86cOfCOs2fPnjVr1syZM6dPnz516tTXX399ypQpkyZNmjBhwrhx4wDuI0eOHDp06ODBg+EU9e3bt0+fPnBu4fTiSYbzTOK+U6dO7dq1y87OTk1NBWo7nU5BEKDnhHoTxvfQEECLA40CsHdxUBGOQQ8ERhcdDgdc3sBWEspIWOwZYDeL7HLhATB4A51L7DGAbQXWP5pF2DMjB2zRXYS7DHUhepj+PglIbOh5gDuB3Q6wjADHgGx/z5ocV0TDBEhNimtoC6FphEF4HELIysoaNWrUmjVrLl68qCKYxQkCKwi0INKCxHI8QoQTJVaUGFFgJIkDlokiK4qsKPCiyEtOXhJZSeJEUfCSkGMEnhIEjuUYjmN5gRYEhm8cgsALAs+LNM87BJ7iBYoXGI5jOZ4RRIZmLDaHkWXtAscwLM0yFMc6WM7GsnaOsbOcneUcHEdxPMOxlCA4aDpqxYqpf/xxa+684YJoFHia42ieZ3mB4QUHvIXkZEWJ431KmucYTqB5nuZ9PrUgcE4XTzMWijLQjEV0soLAcTzLC9BmNWqWSYtNIa7RuUYjFWU1SWqgM9KfTAKBSwr6iYpUENIWwAFDVNaKxA8FrP3HHpuEtcfjSUxMwFEveBG3OzY6OloQREl0sQxH07RIMSlW+zh37Ob4xL00u9Rszg8JSbLZPK4YT0JiampqdnZ2YWEhwGLEiBETJkwoLi5+5513lixZ8v77769du/ajjz7atGnTxo0bN2/evH379u3bt2/dunXz5s2bNm3avHnzJ5988sknn3z88cfr169ft27dqlWrPvjgg5UrVy5ZsmTx4sWLFy8G5AEo33zzTeBpcXHxzJkzZ8yYMW3atJm+mDVr1uzZsxHEQNu5c+fOnz9/wYIFixYtWrx4cUlJydKlS5ctW7Z8+fLly5evXLly5cqV//znP+Fx9erVq1atWr169Zo1az744APc+OCDD9asWbNmzZq1a9euW7fuww8/XL9+/UcfffTxxx/jIwb86sMPP8Qj161bt3btWngFeLVVq1bBO77//vsrVqxYvnz50qVL33333XfffXfx4sULFy5csGABUJ4k+7Rp04Dpk4mYNGkSNEvYUI0fP76oqAgoP2DAgN69e3ft2rWwsDA/Px8MFvBJEhMT4+LioqOjgWhwbYMpoRgAQF2C2UHoJoNTAc/leR7tDuA1kJeUw9h9RL+L9LXgskxOTgbzKjs7G3oM4A7l5OSgxY/+Plpn8F7Ia7y/0CrBsTHy5kWtDX0OyNBAmwg9a8yZ8U//IEW3/1AtaS4pAngNByQnJw8dOnTVqlXnz59X+bx+juPtNBPpjI5guBCzNVSSOI5jeY4TBNru0LKs2iVFOBxaUbIKvFmUdKKgF3g7J9gYJjLaGckwGpYziyLH84woWlxSpMMeyQl2ljWJok7g9Rzr4HmW5wWe50WBZ2gTy0SIznBBDBUFtSCqWTaCYy08bzYaWyWlmNvm8QKvMZuDOc7AMOEsF8LyQRwfLHCBHB/I8WqK0tKMVhR1lEObGM+8v2JWv34pUXqVKIbxnIHn7TRjYNhwQdIIYogkqE2mFgZjAMtbBIHhOJrljIIYyXM6jrVxPCMKDOXQ6Q3/SEo25LVlU1LNRlNzhyNClBheYAXoEhDBEYPaOCQC429AZ3LABxQ3Zuyxviy9xq2XQCprUobAday4iBVXM3q1pA1NeiCN/A0foz0eD+gRAtP4mOjxJHoSPQmJiQkJCXFx7tjYGHdsrFN0OQUxWhIzOHZmeubWpOSdVsdW0bmxf59jmzd9d+bs1e++u3Hjh9u3b9+9e/fOnbt3792rrKysqamprq6uq6uDjfv37z969Ojhw4ePHz9+9OjRv/71r6dPnz579uzHH3/897///Z///Oenn376ty9+/PHHZ8+ePXny5MmTJw8ePKitra2uroZXq6+vr6mpqa2traqqqqqqqqmpqaqqunv37q1bt+7cuXPz5s2rV69eu3bt6tWrly9fvuCL48ePHzly5ODBg19//XVpaenevXv37t1bWlq62xdffPHFjh07tm3btm3btq1bt27duvXTTz+Fjc2bN2/ZsuXTTz/dvHkzbkNs27Zt+/bt8Kydvti1a9fOnTt37Nixa9euzz77bNeuXbDx2WefwQGf+QJ+hU/El/r000+3bNkCbdiGDRs++eQTJD7A/f3333/vvfeWLVv27rvvLl26dOnSpUuWLCkpKVnsi0WLFi1YsAC0/Ntvvz1nzpxZs2ZNnTp1woQJo0ePHj58+MCBA/v27durV6/u3bt37ty5Y8eOBQUFeXl5ubm5WVlZGRkZqampAEG4TjD1EDUy3Atk/xJHcTmOgwNIy8LpdMbExCC48SJHWGPHEYYZUlJSUlNTMzMzAdMFBQU4nFBYWAifNjs7Oz09PSUlBSU25tVgDgwGeQsrcgSwHwz62mAwgEEEHgU4IeQwI/JaYYNgNJlXgwO2ZCoqkLqlL1q0aJGWljZixIgPPvjgwoULKm/HQGQF0bRg0fCLF9eeObNq+oweJmOo5OR5geFYfVFRwcmTKy+c/2Ddh9PsjlY9uqeeO/fRurVTeTbK5TQvWzbu4oVPSr+cn5PNioLNatUNG97+4oVdo8d0tFqCe3RPP3/u43VrpgqsURQYgecFQWRYR0oq+9mud85fWHP+/Orz59dfu7pj3brZLBUWH6fbtGlmecXOupovrl3dOW5cx7g4/Vdfrbz83Sdnz608eWrJ2bPLz59bde3aF+PGtR83ts2FC1+MH9/ZalXrDSFmU8DEiZ0uXPhi4qRuVmtIWjr9xefvnD//wYVzqy5dWH/06PKSJcMTEgwME0lRUd17pJ87t+Gf709kmSinSDls2q6dY/bunX/37tb7Dbvv3N1y6GBJ757xdipMEBme5wTvyOrLMdX/oazRvMacBEX2Ll4rSGdUH6QZB7IarmzU1HGN83kxz1phTJN2NmaGKbhMAhrDNwTnSfZ4khITEz3eDLP4+Hh3rDvO7Y51OTMT42d3fvXj7OxtRvOexKSrS5b8ePXK07r6B/UPGhoaautqa2pq6hvqGxru19bfr62tbWhoqK+vB7zW1tbW1dXV1dVVV1cDXpGzEBUVFeXl5fAIGxB37tyBNuD27ds3bty454vy8nJ4rKysrKqqgne5f/9+Q0PDgwcPHj58+ODBg0e+ePjw4f379+vr6xsaGuCY+/fvwwEPHz589OjRkydPHj9+/OTJE9zz8OHDhoaGhoaGurq6yspK+GC3bt26fPny5cuXL126dOHChfPnz1+4cOHcuXNnz549c+bM2bNnz549e/r06ePHj584ceLEiRPffvvt0aNHjx49euTIkcOHD3/ji4MHDx44cODAgQP7ffH111/v27dvry/27Nmze/fuzz///PPPPwfu79y5ExoGaCQA5Vu2bNm4cePGjRs3EPHxxx+juv/www8//PBDku9LlixZuHAhiPRZs2ZNnjwZbRZQ34MGDerbt+9rr73Ws2dPGPwkRz4LCgratGkDGSxISbjG3G43WCuASIUTHR0dTepr/+4jwDrBlxAJo6MoqNu3b68Y5IDxjNzcXGxXoHNAZkCS40B4x5GeOHn/kn6I0WjU6XRhYWGorElxjQl8CtMDN8hBRXJoEQwQCP8JB3hAbm5uUVHRunXrLl68qPKRh46OMR49ukyWT8nyidu3NiUnmXneIkkOlg25dm2dLJ+U5bJHj0otFtWYojayfOXihbUCHxYXZzh+fKUsn5Xls1s2TXY4QixWdfGc12S57r3lo0xGVdGYfFm+dv7cWlHQSwIjCJwgCJTD0r7A9fhRqSyfPXNm2eHDK06f3rhyxXSGCtq3b64sf3f3zqZP1k+oqT60c8eilFTrpcufP3585Mcf98jyiefPD95v2PP06cVpU199b+lrsnz/vfeGW60hLhfLUGFrPiiS5fvL3x9lNPyjsFD617++kuVTZScWX7u68bdfj8vyxR9+WJ+TbbNYWhaNLZDl6yfLVopChMOh7d07oa72M1m+duOHT/btm3vr9kZZvvTkyd6u3WIZ1sALkGTu1ddgWZNpjpjaqTBDyFwxFBropfiraeypweXln7dHpu6RqR1kWohCWZMGCFp7Ct+DYHQSwjrJk+TxJMGvExMTExPiExMTYt2xBQUFY/oPGCG5Fjvoz9rmPdi85bfb5U9ra2qrqsrv3EPOImQRo7AB2/BYXV0NewDcIJNRO1dXV8OR+BTYqKioAEzfvXv37t27sHHr1i0Q1Ldu3frhhx9u375969atmzdv3r59+86dO3Ak7IQDrl+/fuPGDXwKHkNyHz4SfDb8DPDu0JCQnwH+5OrqavgTanwB2/BEfDo8C5of+IQY0BTBZ7tx4wZ0CyCgPTh37tzp06dPnjwJbQD0Eg4cOEB2FL788ktA/K5du3bs2AGdg82bN2/cuBGcpbVr165evXrlypXLli0rKSlZtGjRvHnz5s6d+9Zbb73xxhszZ86cNm3alClTAN9gnowYMQJc8oEDB6JL3rt37x49enTr1q1Lly6dOnWCkV7MXcnKykpLS4uNjQUt4nK5MCdV0UnFLEO41MHWw9T11NTUjIyM7Ozstm3btm/fvrCwkByOBnGdk5MDeTJ/B2v0QPyVFtykeNuSTibkegOsUVm3bNkS+Utq51d802T8Sa3wqXGCGGpqlNgAa3jMz88fP378+vXrL1++rPJ57nRsbNTX+996/vzL/ftHP//vqfFj86zWYFHU9+wR9+zZ7vJ7S378cWNd7TarTTVyRMrz54e+/XYxz4fExoZ/c3jBs2cf//TL5idP9nbpIoVpX3njjc7Pn19atLCPxawaOTLz+fNvvv12sSDqRJERBF4UBdphyc9ja6q3PHq0PdHzitWqclCtGUbLskGPH3/xy2+fFbSL0EWoRCk4K4sXJL3VFhSlUw0YSD1/fvKzz8bYHSqTWWU2q95b1uv58yuLFr1msQbzgoNyhL73Xr/nz6+UlPQ1Gpu1y6fr67Y+aPg0Pk5lMqk8icHHjy2Q5cv79s0Pj1CNGZ35/PnRb76Zx7LBTpf2wMH5sny5pKSXzaqiHM0YVrVz10RZPn/gYInVGiBKHMexAswA8spqFhJayAwW/8wQBakV6R9w3ZCYRk2NQZIadQcKaoUNosgSUQjtRL9AQOMjEYkeT3KSJ8mTlJTkSUpJSkpN8qR4Evq81ntg/wGawKB0bfimfgMefbX/v5XVj6pqq+5VlN+tqLhXee/ePWC0l8JV1aCXkcjAaIiapgLohk/BV0N8oxKvqKhAPQ7oRK0NjQR8GEAkvi/58ZCh5b4gX5OU+dg83L59++bNm9evX//eF9evX//BF8B9bBWgYfj+++9v3rwJjccPP/xw8+ZNeAVsLZD++NlensDqamy98EySgX/4rVu3oOcBL3Xnzp0bN27A5wQv6MqVK999993FixcB+qdPnz516lRZWdk333yzf/9+MIJAsG/atOmTTz5Zs2bNypUrwTdfvHgxeOVvvPHG9OnTX3/9dXBRIHdlwIABOIDZtWtX8FIKCwsh/yQ/P79jx47x8fEsy6KqBfOQvE1gFiKKbhDXcGWmpqamp6dnZWXl5ubm5+eDDQL6Gt6lTZs20DBARiOqe/BYFGoa79YmBRaZfQsDrZATAnNVMCGEtEEAyqiy0c4mTQ/FiCKimZzoS9rW8NiuXbsJEyZ89NFHly9fVkkStDas260/dOhtWT4wdmyMLF/5dMvEmJgIk/EfGzdM/emnr1esyPvl1+319TssVtXIESnyi8NlJ0t4Pjg6Ouz4iWX3ypdv3NhTli/s2TPTYFTNnt1eli+VlPSxWFQjRmfKL46UlS0RJZ0kMaIoSJJIUab8tnRD3banT3elpPzD4XiFYUMFycCwoTU12/786/Cnn46JiwtwUK0ddCTH2wSRsjtCR4v71FQAACAASURBVIxKevHi8t7S6bwUxPBGmz3ovff6y/L1kkV9LdZgjrc7KPWKFf1k+drSJf0Mhlfa5TseNux48uiLtJRwUTTqDQHduvE//3Tw8ePdLleLkSOTZfn44SPzrZZm+fn2334ve/RoW1y8hmX1MTG02RLcu7f0++8H6+o+j3WHcbydFzie4wSWE3gR8kT8E0IgkM6wgdNqUVOT8wJ4X1Y1mdiE4tq/k4hWtf/UmHjf7ETSv8aBR1JTv3Q8PC91NMpqnF2XlORJSU5JS0nJSkltn5zSMyV1Rp/Xhnbp3KJ5c6cgbF2z9smtOz/VNzRUVJbfvlN5t7KyvLqqorqyvLKyoryi4m5FZUVFeUVVRSWyFVQqQAehDMhGQQ078UdSUANtqxoHanNS+eKzUN2T4h3fGgJ+i0+B98WPig0MvA6I6Dt37ly/fh1oe+PGjZs3b8IGyHNsLYCkKL1v+wIk840bN2AblTV5AOwHvsMjvhG873VfQGsBe3744Qc4DD4J+ZoQ8GqwfePGDeiCwE5oabA7Qn4SbIHgo+JhFy9eBOfn2LFj+/bt27Zt24YNG1atWrVs2bLi4uKJEyeOGDGiZ8+ebrdbr9d37NgxNzcXsu7AKcY8VxyoxFmXoL7B+ktMTITJn6CvISke8hHz8/PbtGkDmhp9GMQ03lNNSmnFoCKONpGeNcwnAFhDtjXaFMBfTMgjMe0vpdHWwMQP/6m8ZJkEYHdgYGAjWAsi5EtTsbFRBw/OleWjXbparl1d88vP+9MzdAmJIRUVm+/c2dq3r+2vv/bV1m6zWlQjR6TK8pGyk4t4Pjg2NuzosZJ/Pd3avbv5/v1df/11Ni9PN216lixfLFncz2JRjRqVKctHT5wo4cVISWIFgRNFlqaN7fKZ6qqPX7z46tmPW3/6eX9Dw9d9+qZbLIHvLhv84kWZLJfdv79tyZJ+0bFaTjDxAm2zaoaNSJblq1/umcnzGpo2m62hy5b1l+XrSxb3MVsCWM7msIcuX95flr9/d0lfo17Vrp3j/v2djx/uSU6KYGgDw5nd7pBr11b+9/k33btbBw+Kk+UTR44usJpV/fpGy/Ll69f/mZCgZxirILIOKqpDe+bhgx0P7n+RmqpnGTORXMhzHN944mcjJwQDRxRhUBE1NXogCkGNnTUnEThijqTGqTH+80EU5rW/B4Kkhq3EZDRAkhI9iUnJycnJKZ7E+KSkhJSUpNTU5NQkT156WpfUtClpGR+1bbfSk9wuNLRX+4Kvdu9uqK17UNdQXVFZfvdeRXlFeXl5RXlFRUUjPqIcRlBWE4HQVPgG/geTtgn5K3IbGwPSSCGZXltbC745hP/nIWkOzyVhDX8OimugFWBOAWhFcwJtBhg1cDxsAP7u+AVAFn0S5DhQEniNLwXABVcHHjFQ7MMx33//PYjrq1evgr6+dOnSxYsXQWiD7X6WiDNnzoD5foYI+NW5c+fOnDlz+vRp2D579uyFCxe+88WlS5cuXbp0+fLl8+fPl5WVffnll+vXr+/SpUtoaGhqamphYSHP8w6Hg+M4HJAnpxfiDEyO48ieJQptyAnBaaWQAYK+B+poktGkgkbHA0eVyPxaktQKGwSnxpClVFBcKxjdkghFrjrWV4BkdpwL419uISgoqBGsRUmUJEkSKbdbf+jAO7J8OiMjdNnS12T5+rCh0cNHRsvyhbnzuvV+jfrzr69r67ZZzF5YnyhbzHFBsW7twUPzZflsRnrIwgXdZfm7XbumTHk9UZYvLCnpa7GoxozKkuWjJ8pKBCECbBBB4CgKYL3h+fO9Fy4uPH16xZEjKzt2TKSZKEHUvD6lw9kzy2X5qCxfPHnqfUmKZDmr3aYZPjxFlq99uWc2y6gpymy2hCxd2leWv1+86DWjuRXDWmzW4OXL+794cX1JSZ8onSovz95wf8ejR3s8nnCa0tOMOSY25NrVVf/97zddu9oGDoyT5bLDh+dZzarhQz1//XXu+vf/jIvT07SV5zm7w5CfZ7/fsP3Bg93JKVEMbSKZzLEcz3BkLQJssfGywFEL3M++nHPfiNdNplfjBddkbQrSvCZHHRWkxnxqf1h7YGgxKRFkC1SwAG2dlpqSnORJSkpKT0nKT0t5zZP4TnLKLk/yl5y0ysFsLxp75fjxhrq6+ob6e+UvDQcvqkHP+sAKQRIZoUya1ArBi8BtkuD+ngkeCRt1dXXkTnwiDDySvMbXryUCPzCJb2AuQhx4TVouqPpRlZOtCFKehO/fQRm4jHRG9Y2kBv5CIJGRzqCs0WyBQF6DDP/++++B2mCMwDApjJQiuM+fP68YLwVAnzp16vTp06RpDoOoR31x+PDhI0eOQMpNWVnZkSNHjh49evLkyTfeeAMQ2blz5+joaBh1x7ypJpNceaKimUKv4DWPWdWk3UEma5GYxvF/chSRnGmsmHiMyeaYao1VO9DZUIhoSMhDTwMEMtIZi14pZn7iTjwA5vQ3grXTCWhg4uIMB/fPleXzKSmaAQNi//vHt+fOzd+8ua8sX8jOiXytL//8zwN1tdvNZtWIkSmyDDZIUExc2KGD81+8OJOVGRUXF1JdtfXps893fdZflo8te7ef1aoaMzpTlo+UnVjM8+GiQMOEGgdtys+n6+u2Pnv2WU6ORhLVkmRkWJMgMhxntNtCYqM1M2e2ffpsuywf79HD43Do7Tb1sGGpsnx1z55ZDB1qd5jMpqD3lvX/66/v583rYjQ24wWL2dJqyZKef/11rWRxn8gIVZs2toaGHQ8ffunxaFkm0mgIKmhne/xk19NnezyelkMHe2S57Mjh+WajqmNHSpYvVlWvj40NZRijy8WZzOouXdiffiqtrflckkIZzga1RFiYms4w3sJ+3np/jRhN1g/DXyHTUVyTlgiJbAh/XiuGGRVCG69dRYoImRlCIvulxPZ4KxAlJXiSPUnJycnJiUlpySlZycmFqWmDPJ4VWZlfR8ceNJo/t9nPjJ/wr1NnntY31NfXl1dW3C2/q/BYwS6orKwgB+j8iUxGk3sUAchr8ll1foHHgHzGYyADRIFsfCk8uMlmo4aw2mt8o4WklEZB3SSp0UBH4xt8anIDqY1ohg3U76QTglxGVwRlNRyDjEb1jZ4JWNgQV65cQV4jskFrk7w+d+4cyW5ANvjdZWVlJ0+eLPMF4Bvi8OHDpaWlMMi5bt26d955Z+vWrW63OyIiomvXrgkJCQpowrwEVNbgHJITehWWIDnJHiteYfa0wo8mMz1IOa+oMIM1MoHUAGtI3cMZ+WTCBqmjcToiTPWEIEsSYu0UssgflvqDjTBfaLVatVrd2LN2ik6nJIq0260/dGCeLJ9r29YaF6e5du2fsnzwjz/2XDy/ROBbDegf+/zPA7U1280W1QivDbKE54Nj3NpDh+bLL87k59MGQ7OSRQP/evHN//vjU1kuXbZ8gMWqGjU6S5aPnSgr4YUISWREgRcEnqJNefl0Q922J08+j4luFqVrZjKGWK06VzSdmsJzrDYyUmWzq06emifLZ/r2S3M4omw2zdBhKbJ8bffuWRQTYrcbTcag4jldZPnals0jTSZVcLAqSqfasXOcLN+cPq1jUJAqN8dyv2H7o4c7XS6VXq+yWVv8c+UAWb505OgSjUY1cniaLJd98808g1GVlmF8+PjLP/88PHxYQmSEKiK8eWSkavmKfrJ89cDBxQZjc5a1U7RPJnsLTb10OEjHgzSsySpUaJLgbHWS2gpSK4YZSVhjZU4FuBWTZWBDkS5CjjS+FNq+ZJDk5NTkpOSUpOS0lOTM5KTCJE9RavrH6emHXa6vo4yfS87zM2f+eunyj9W1tVU1t+/crmjsCGMGBewh0UYq5SZZ/HdR7RcIVn9S+4Mbj0E61/sCUglhp0KM4zbq8Vqfi13T2HlXNFEKZxw9EHhUwJrMY1HYIKSvrVDHGKTL4R83mwrkNZL66tWrpLi+6AsFqdHrIPV1WVkZwPrkyZMgsUFfw+O333577NixI0eO7NmzB3LVFyxY0K1btwULFpw4cUIUxebNm+fn58fFxTEMA6VfkdSYow3KBmeHoSVCTm5EWEuSRCbU4g2oUNOKwUN/UiOmEdZog5CwxjxoUNZAaih5CkVcybJTMNsTq5hhhRP/QoAwwZ2sJKUYYISg42INB/YvePHiXPv2fKROtW5t0fM/D8jyybfmdIqIUA0bkvb8+eHa2p0Ws2r48LQXL46Vlb3L8+rY2PADBxe8eHEhtw1Fs7rEBP29extkee+LF1+9/88RFotq5KicFy+Ol51YJkp6UWQEEZS1Oa8dV1O75edf9ixe1PGN2Z3efrv/kEFt2xe479z9atWqUdOnt1+9uv+ff5548qQ0MdFI0SabNWz48PQXL67v/mKWgwqx2UwGfWhGhvnnn4/J8vENG0aPG1ewbu0wWT5TX7c7NcUUqm6WlWWqrdny26+7P/m4/3tLe584/q4sX//3v/cXFgpqjWro4LQXL8oOHpxvs7Y2GpsvWtRXli/8+OPekpKekycXbNw4VpbP/PLzwU4dJaNF7XBYHQ6bgwjsrDkcNDoeioRNHOPGCpyUr6qv/4xzrnF5EHJ2LOlio44gp+eSJokiw49U3OTYI5TVS0hISPRAIrUnOTklJTklKdGTnZneISV5UkbmJ0lJBzlhb5Tp68yc8tWrn1dWPK2rA8vjXmVFRWVVRXnVywQ9H63QI675e++iprEx/XeYRjjW+g1Fov5F/qJ2hlRu1M4kkUlM41NIrPvzWmGV4MfD1oj0pvFv9/+VIs8PtmEDLRGS1Ao640gmYBrdDPJHkuOkDEcxDqSGiULAaFJWI6lRXKMlgrBGFxudEJTYkE5+3BdHjhwpLS0tLS3dtWvXsmXLxo4dO3jw4DFjxmzYsOH48eNxcXHBwcGvvvqq2+3mOI5EKnogiq4nXPOkUiFhjQl5ODdHcbeSfgumeeAGTLlUVH8k67aTta3RBiHntkA9pvDwcJhnTxZGBgmPQCBZgR8PDsARV2hOTCaTwgaBYN1u68FDK2T5Tl6eZHOou3WL++WXY0+fHurWNU5vbN1vQOZ//zhbWbnXZFSNGN5Wlq+c+PafFBXidhsPH14py9ezsjiWt9JMxJiinN9/PyzL516f2tVsbjlqVHtZvvbt0VU0HSk5WVHkRVGgGWtOrlBevkOWz8jyRVm+Isu1ly9tionWlpWtlOXrsnxNli/dvr2l/4BUmtEJAmMxh/frnyrLNXu/XEjZNRaL0WYzGgwBo0ZlVVdvk+ULsvydLF+9cmVdQQGj1f4jIiIwMVFfUbFDlk/L8mlZvvL06d5t26YXtOcNhlbasGYD+2fJ8o2v9i3RRbYwG7Q2a6sVywf95z/7ZPmKLF+V5e+ufLeuz2txBkNrq9VosVisVrPV+nIYBDtT5DgybijyrMlH7J016WWjo42+G7KbnLBLzgQjq+EgwRVTDBRmn9vtjouP9fI6MTHR4/0/OTk5PS09KyN9ZMdOS/MLdjmoL/SmI4Vd67/Y/X91dY/rGyqrqsoh16KqsqKisqryZSbG/2/OhiIU0pvcU914YJDU1EhS1LyKuTb+ehlVNpLaX3orHsnXV5ghoJ1JUivSwMmkQP/casgkAeuDNKxhA1Mv/O1mlMzAZUzIwx9JZY12NvkIT8ExRtwAUuOQI5CaNEOQ1zCuiLw+deoUyOpTvgCJDX7I0aNH9+zZs2/fvi1btowfP37w4MGjR4+eOHHi7Nmzd+zYUVpa6vF4YE5NXFycJEmQyUf2PhWXvUJW4zZ6IGROHmZ64K2n8KbJsk1IaqAzCmqsAwyTYsBEJit44AaS2mg04mIIOJSFDY+iXgXe8gwR5HRKu93eJKxFZzSblu7MaxMTE8NITlZ02rJynOnpvFOyiRLjinFkZUpp6ZIgmmJc9pwsKTmJ4zirKNlTUoXcbMnpcggiJ0qsIBoys4W2bZwxsQ7R6XDHsW1yXakpgiDQoujLWhNYp2TPSOOzs7mMDHtGhj0jw5aURIm8KSZaX9DOOWhg1qudYxLiDTQVyXIUz/MMYxdEU1qaEO+2O+x6q9VitVpM5iiDPlAU1ZkZlh7d49JSLXZba62mmU6njYzQRumCRT4iJkYnilpB0DJMsC5SFRysiooKi4zQWCza2Fgjx0ZG6jQGfWRkRHCUroVL0ubmUl27xKalmRg6KCy8ucEYZtDrDAaD0ajX6w16vclXhxkLMVtgkyyyTI5UINkR34Qqd6Dopn2FueFiRfVNzkdXjEmSc2oUqdmkDEfzhFTf7piYuFi3OzY20ZMQHxeblBifkuxJTU7OSM/o27vPrHHj21qsb0fHHBo15tnRb3+rr3tUX1dZUVVdXeMzYe9VV78kFIlUEriVxMwXBc7Q8EXEk3kU5NNRbpNmBUlhfyek1i+atLYVdori6SSsFZ6M4gOTOYLkbCDS0CfdanJGDOl+KEhNjhxirh7Q+dq1a8hrRDZymQxMDoHDSFhD8gbC2t+5vnjxov9I42lfwEgjMBpUNrIbDOv9+/dv2rSpuLh48ODBo0aNghIls2bNKikp+eKLL7Zu3Zqdnd2+ffv09PS4uDiXy0WWyiHdPzIUXUnSsG5yRBFmkGOFNZxEjt40iWYySI+C9KwxIYSs4xEQEKDRaKKiosxms4Oolo5d5yYrTCjqC/nnJjgcDqUN4rPtXYLAciwlSYLTKTmdIsM6WJYSRZi7wdG0nWEcosRxLO1wWBnGAXP5WNZBUzZB4KFSiuQUOI7iGEqSOEkSBJFjGDvL0qIE9j/UweYFgWNoB03baNrG0BaaNjOMQxI4nqco2kzTRoo2soxNFFie51mOZzmGou0Ws95mNdttVrSezBaDTqeJCA8M1wZoNAFhYSFRURHh4WHh4WFhWnVQUOvAwJZBQa0CA1uGhASEadUR4ZqwMG14WJhGow4Obh0aEhwWFqYN04aHa8O16tDQgJCQFiHBLUJCWmi1wbrIsPAITXh4mG9BiciICFhdwrumBJQsh3/JRYPAkyLNKewWkcJcwW68wrB1VSScoGFCDlEix8lBS/jx7+zv6OjomOgYd2xsjCs6NiYmOTEhOT4hLSEhNz19xNChI4eP1Efqknhx34r3f7116+cHD+prKiurqmpq6qqqqqqrq3wZHy9R5S+NFSYAyTKc+4fbJLIVXgo6KiR2AdxN8hfxWu2XGqjgsr+jQmKa9F6q/dK9FdqZDPSmkcuK8UMyA1qRT92kmkbmkrkcinFCcm4OCm1SfSvcDzJwjyIzxH8avSKr7/Tp04r8EPRDDh06dOjQoe3bt8+aNWvYsGEwfx0KHE6dOnXBggXr16/fv3//+PHjoeBtamoq8JqcZED2FPGR1Nc4Wx0cbcG3ng451I89Wuj1ksWnQEeT4troC8Q03M5QWRALpZJ1PIDawcHBWq1Wp9NBoUGy06y4bf1DkUiGHx42moY1NFEul9N7U3vvbhHOAiBbEHjffA5eEHiO50VekARBFAQAtSCITsnpcjpdkuSUJFES4YXgCxAEEZ4p8qLIC94Ub1EURe/re99F5EWJw6FdqF7K8BzjLZVN0w7KYXfYbDab2WI2m4xGg8loMOj1UVHgy0dERERotVCZV63RQJaMFvJhfP+p1aFatUatUWs0MGCrUavVoRqNWquF/JlQtUYNG6Gh6tBQLLKuxnWMfJV8Xy5ohOXYyTFfrBhJUhv8MkxXUtR7Qq2t2FBcBNjPIr9v/8BMcI5Ys8rpdMbGxkZHuxLdcSkxcTnO6O5xcbMHDBrQtWtgq1aJ8Ylf7S39z+NH//nXk7qa2pq6atCX1dUoMJVKk6Qz4I9UyqTG/DsFqoAgqvIqIr26SdWM4T8m6e+JkwejxYG/Ig/DV1C0N5jdoZgziY8ki9GDxoQ8/1Q8fzor0qUVpodihBAoTFKbRDmWssIM68uXL18hQkFqMgVbYVuTzjUJa9iA/ZDDd+jQoT179pSUlAwZMmTMmDFjx46dPHnyjBkzpk+fPnv27LfeemvNmjVff/310qVLCwsLu3fvnpOTk5SUhBXykMg4PIO8xvp8OK6oyNhT3AuoUv0r6mFvGJU1Wh84+tfkKgS4rCggG9I/NBpNZGSkyWQCq1MxOqWYY4ETKf2nUypaGgWsXZIEvWaQYC6UYJKIkG1UvwKqhQqCAIWqRUEUeF4UBR+UXU7JJYmSU3IBsCUJ6l0JWKRQFAVJlATRJQqiKIm8JApYupAXQHuLoiAKIhS/JicgkXOQbDabtXHl2chIXUREeFgYLGMRptWGe9Ebqlar1Y2W8iOW7AsJUYeGqnGxIv/F/YKDQyCVncxXV0xAgl/BKIRixSNckg557S+0UW7bfQFXmP/QJZkdSPabFGEnAp+FPTOBZwWBi3G5ElyuPEEc747bnJ4xRxSZ5s0H9uhWdvLEv//97389eVINWrmutqa2pqaqprq6tto7vFZdU1NTXVXVpNvrL65JxgHyMEMZCejvfZP5cLVESkaTZoX/+yqorQA3Kb2btHGwnfDvGaABrcjr8M+YVqhmcluRK42+M3CW5DWpqRG+ZDoHblwjgtzvT2dE83fffYc5IaSy/rvMEAQ0aYYAvk+dOnXo0KF9+/aVlpa+//77w4cPHz58ONQTnzRpEtSthVq1y5cv37t378cff9yvX7+BAwd27NgxOzvb4/H4u9I4JKNQ1miAoLImvWBSq5KWo91vlVRU07heDGAa80AQ1rjEV5NLQsPSt7CSGY5OIbUUfWKEtT/WFLxWwtrpdDmdqKWd2BMRJS9ZQVHDqjCidwlGTgDFKwiCKPAC0BaksVNyOkVJlMBM8al0X48cmgT4ySmJoiAKgiSJXv0uQZ1r0UdskOw+uxa6+QLP8ZDjjMiGkVPfIpjhYWFarUarUXsFNa672hjH3oWug4ICg4KCg4KCgbw+HAf69nv34ARQDLLwCk7zJ1fRBmSD6CYrspOrDqK4xrwlq299dLiqFOklSHBy3NLeeDkx/5wktFwo3wpbAs+7JCHF5SzgmNnRMbviPKU2x3KeWzluTPm1q7/8/PPDhw8rK6tqa2rrauuqa2qqqmtqq+traup8mrqqpqa6uqa6rq7RtEB/nxdlqcI0QFKjeU2Ka3yiP0YV0hhCYXmTQSr0KmJUk6Q2BPkKCpNd4T5jIofC4gA0k7Ia6YzpHDjz0H9WC5kHTcIaJTMCGnntr50xgN1AYYVJTW6g4kZS44b/7BhSU5Oy+ty5cydPnty/f//evXt37969du3aoqKiIUOGwBIQsMjD66+/PnXq1OLi4rlz586ePXvDhg2fffZZUVHRoEGDevXqVVBQkJaWRlZfQmSThjVuk4obbRDSDsaRPcgPQZVN3iwKWQ2aj5TV/kt8oRmC1TxQsUHeHizrDq9JDlmRud54z5I7FTIL7lnlAKPL5ZQkb4030gCSnJJTkiTeV8CCF3leEEWR90GT4wVe4EVB5AWnT4JzvmIjolOSnC6X5HRKkuB0OiXJhUaHtx1AP5VILhZFXhBgWQOJ5yVwSLDmEc8LnCAJsJQN522OKIqy221Wq5fXUbooXURkuDZMq9Z4wewTyDitk9DIgUFBrYN8K3ADlAHFgYGtAwK8gEYdrSizgvWxyBpaOJ0UxDW5vgZ8i2iWkSu9ki42aWeTmSQIa8pXexfNOKQzXGdGIkjLBWovsCwjMkwyx3eiHPPcMbsl5xGLY6fFfmz8uH/duPbzs2f1dfWA55rq6gcN92tr62qq6+trG2prfTlwdTV19bW1DfX37zc8ePCgwRd1vorVJAoVxEQOIsdRepOy2l8g1zQOUgI32R6Q45kK01khnxWfx79dwRHRciKgZBLkdZAzDxWT0RW5d+Qo4g++4n+YV4cjhwpDg/Q6UEGTOxXeCAlxIDKpqUnRrXCrcYwRRhfR/cB5jORII+L7/PnzR44c2b179969ezdt2jR16tQhQ4YUFRVNmDABVkKYOnXq9OnTYRWIOXPmvPXWW6tWrTp48GBxcfHIkSOHDRvWpUuX3NxcMENw6gCJbDJdlVTZ6HSTQQ6844+oZ6nGizrhXUOu49xkNjT617jsGYprnAuDedZkqjUGSHVMqQZPHG1ScqwLftUI1i4X2MuNgszwxT/dJ7MbpyJ4XQtefGlAi94kdqckSQB8UXI6nVI0TMoDze6UnE7B6RRFySfKpZew5snFeHFxXq+FIjhFXP8b6nTwPMPQDofdZrOZzVaDwRgZGRkW5u23vJy7GRoCTWJIUEhIcFBwSFCoOgQsDXA2yEIq0HBiUSwFo8liLv6wRmWtgDV8JaRtTSprEtaKNlYhq+Eio2mazCDEdZi8F5neYCTfy2K0Ws1Wq9XmsNE05WLpZJbqbrGsiks4KIh7DaZ1JtupGbP+vHv3t6dPamuqq6qq6urq6+qIPLlayJDzZi7fv9/w4MH9Bw8fPHjwAOpBQ21oxUBfDVGluopId6tubHOTxPQXyCRhmyS1QgKTPEXUkiZ4k0OF5HP9jZpKX1m+Cl9eB5kr7S+usWqSIhRCu8n54qTvoRhOxEfwQ8jwZzdpZyusbdypsEewFis5wIhJe4oxxlOnTpFp1ydOnNi3b99nn31WUlIyYMCAMWPGgPsBghrWTpsxY8bs2bNhcZ9FixZ99dVXK1asgKUp+/Tp06FDh6ysLFhmjNTXJJ1JWCv0JZk9Eh0dTc45IJcgkHxVUkFxY2If2Rm1+K12jUocOA68VhRdQn0NApFcplLrGwrDSYw4WZHc4x9NpO5JfiF6q3cCKDlR5FjWbncYON4BNoUX5oLAey1r9DfAuRZFr10tOX2T+2Fiu1NEJzvaO3opec0WSZJESRAlURAFUeIliRdFTpIEyTsmJsB8S5D+Tkl0uUSnU4BjYAFMu52y2WwmkzEqKioyIjI8TOubeh+iVvskdnCQWh3YoqXqH81VQcGtQDQHBb10OQICAgIDgwICAgNaN1rBgZTSZHEAs0hzVwAAIABJREFUqAaA2TwBvqVFcbFnXEKUHGMkSY1D1dghImU1aXo4Gk8fUBQxgAYZcgwNPmlgMBjMFhOkETooO2u3ZVL0MIra6I47yImf6Q0f0MyNFf+U6xv+8/BRTVVVVXVVXW1dnTdfQjm1D2D9wBf3iSCnBZJ2sAK4pOeg4LXCca5snMznL4T9RTGWRfW3xRWjmiSjyTFDkvIVxKAoqawB0OQ8F3L6OLJbkY3nT3CU2/4J0SS7FQ6JP3lhDwl0BdnhGJLy/jT3t63JbGvSrQZGQ5YIFN6D3OqDBw8uX74c1ocEUk+ZMmXixImA6alTp8IiZLA4WXFxMSzkBgVXhw8f3qtXr7y8PMgMgcFGnCug4LUikw9m7eKEL5ygq1hhAyaFwWwDxL3gq9dKjtsrhuVJawVuOpjTCOKvybErRLY3RYEoBqIoDIIlQcjVhzGUyhr7EdibIIYTYY1cnqFN+XmeMWN6pqZFsxwFwpcXRUHkeUHgeKcgurwjhxJM0ucleEEneNhO0SmJTqckOl0CvJkkOV1esjslyemT805JEEWXU2RYk4PSMVQETUcwjFmSWI63MKyeZvQMq2O5KJ6NYtgojjNLooNmDDRj4gWaph1mc6ROF2Q0RkTpdeEREWFhYVpNcECAqnVrVWhoQGhocKgmuFWrZm3aJnTvkRkW/o+g4JZBQQFBQQEBgYFBgTh0EBwYEBTYKqA1sUYaueIOlAXA+oeIbLRB1Go1uh/YpVKMK5I4RnMDTWpFsRFyaBEOA9ArZlthlw0ewW+xWqwGg8lus4s0nWp3jGbEzaLzGMXsjtJvycis2rnrxePHz+4/qK2ugZHDupramqrq2pqX7nCtb64g2B2AZliKhUQ2TiAkPeX/wVmSxaRDXdk4k49U0ArTA7dJ2iokNrlWAHlAk4cpsjuwAcBjYA9W2itvPDXRf/r4ncblrcnSH/9jFgwpvRUCnEz8IDNGENBkUSeFG04m/ClQjn6IwgyBIKee40yZy5cvnzx58vjx48eOHTt27Nj27dvHjBkzYsQISKnGpSBnzJgBmnr27NlvvvnmokWL3n333bfffnv16tV79+6F5Q4mTJgwePBgNENw4TrlZK7GqzLCcl+w5gDU4cvIyIBqfPCIv4VISUlJTk7GMsBIcNJ4USQIokIHbS6KIsMwVqs1KipKq9XCNBmytClZVw8dV0xYIIfNyACmk5WeIJTKGlProCvx0oDgYayPl5ycwxH8zTcrnz47m5pC8axdEHhR5AWR8CtEGBbEJDzwoEVBFCTvizdaAMUJFaRE0SWKKOyhhZAkwUFFpWfYZszosnHDtDff7J3XVpBEfa9eKWPHFRSNzZ0wKXfipNxxY3MmTCzo3iMhPc0xeXLn3n0yBMEkOa3duqeOLSp0OU0mo85g0IeHa0ym4O7dk7t3T9ZqmqlDA8PCQlQq1Zw3h/7+f+cHDslUqVSh6qCgwKDggCCANTjVhP/xcgnLJmGNs05xLlNYWJhOp0MRbfXVYMQBQzKdg8zA82/bFQ0+DA9iKhI5dxYse9LzioqKMhqNJpPVbDXTFO0ShDiGmpLo2RYTv9/uWKPVftW3z68Xzss//fS4rq6i4l5NTQ1UEq2u9m6R6W44hIjIJjHtXx0JZbW/X6FwjRXqu8q3qoACygoDuqJxLiApnAG4ip0IdPKJ5M7ypmotlTcOUlyTsFa4Irg8jT+4cS6MomC0P8f/juAKz4QU4CTlFXmBpGz3TwG8cuUKzo5BWU0iGy0R3Dh//vypU6dKS0v37Nlz6NChjz/+eMaMGWPHjsVV5GEB3ylTpsB6vrBU8Zw5cxYuXLh48eIFCxYsWbKktLS0pKRk3rx5s2bNKioq6t+/f2FhYVZWVnJyMlmQHSQz0jkjIwPXY2zbtm1+fj7Uts7Pz8/Ly2vbtm2bNm3atGmTm5ubk5OTk5OT7RdZWVnZ2dmwzC7UWYWS2f4bJOJhTQOn00nTtNlsjoiIgAnoJKwR2cBo3CCpjdkH/tRW8FqprBGgpGHtrVbBC5JTsFgiXuub9NvvJw9+s9ThCHCKjCgwgshKIi+KnCCyosiJEicInCQJTq93wUki75QESeQliXc6BUkSnC7R5RSdTsHlksDBcDmFaJfk8sluSZIkp8Dzpldfjaus+lyWrz988JUs366uPpoQb7x4cbssP5Xlu7J8QpZPyvJNWf7p5KkPR49uI8s3z55ZL4pR8QmWkyfXyXJFv77ZZlOEw+4ICw9JSrY8fXL8389OsnRrdWjrsLDQwKB/sKzmhXzu6wPzWwe8EhraOiQ4ODgwiDjpAQEBAYFeZAegAUK6H7gMBJbdat26Ncw6NRgMVquVnJqIG5jvjAMgZMUP0lbDXg454YVlWYvFAqIb0G/1LcMMsCaHsA0Gg8lktlhsDMtwLOcShH5dXp2SkryU49+12g4Ujf3r7r3//vvHmoryqpfqtaa2tq6ystGKVoqEuRqi3Cg5h7tJQa2wof1HC6t8pZFIW4NMCMFXINmt8KmblNjoNSsOU4wiKkiN/gYqawXZFRJewetyIrGPNEaQ0f7pfWQWNvmIyPbPyMYJjeRcczLhBJ/l/1wsJ0LmYl+5cgXoTI40knMaydnn4IGcOXMGFpfZunXrBx98MG3atKKioilTpkyaNGnSpEmTJ08GcT1p0qRp06bNmjVr5syZxcXFb7/99sKFCxcuXPjuu+++9dZb27ZtW7169YIFC+bOnTt58uTBgwd369YtLy8vPT0dZC+IaNTR6enpgOns7GxcgqB9+/bt27eHFcWA2nl5eUjtnJwcAHdubm4bX+A27M/JycnKygKCZ2ZmZmZmZmVlZWZmQqsAah3XN4BVymw2m06nCw0NJe1TMmGMTPYlwU3mOyjCH9yNYE3mvijGUiFDT5R4kznknXm9ZPna5CkdWCZckihe0Au8jqYiGFrD8Vqei2QZoyTRHGeh6QiG0XKchufCOUYvCnZJogTJLAh6gYsSBL1TNHG8nuUjBS5cECKdkpHnTaLEghkT65ZMxlalexfK8oUNG4bk5JiHDU9/682hWRlCr14pEycUvP1W+99+29XQ8NGcN9tNmtyuR/fooqKsP//89tixEpcrwpNoPHJ0yZ9/nu7XL8VqjaApKkoflpZmqq/Zeb9+N8c016hbabUatSaoVSvVuQvvP3m6z5Nkad5CpdaEBAcHBwUGBgQEBAX4bKhWwa1bN7JBSHFNKmss5qLVag0Gg91uZ1lWJAowkYMh0LfC4krkEgFwXaK5hqMi4FDRNO1yudq0aWMymaAxIFNByLxRENpwDC/woiC4Y92v9ejRsV2+4R/NOttsXy4u+W9tw09Pfqwpr4AE5iq/HAnyxxpiNiBqbfJXuK0YPFR4HQpk48E1fvNZqhpnj/wP9U2OFqL0/jv1rfgR4atIyCONEVKe4yugH6IwQ0gLRWFh/92ERkVVaxDm/gu7kIr71q1bP/iq6ymktILXZAE/LPP0ww8/kAOVikQRhXkNNgjWDMGST0ePHi0tLd2xY8fq1avHjBkzZsyYSZMmTZ06FQT166+/DrCe7ovi4uI5c+YUFxe/8847IKvnzZu3fv36zZs3L1iwYP78+dOmTRs5cmSPHj3y8/PT09NhYSOFrE5LS4PFGHNzc9u2bYukLigowA3kNcC6bdu2sAFPyfMFKHHYAytG+itxIHimL2BB3vj4eEmSKIrS6/UajQbRDNliKLTRD8FEEbJ0KjlpA+dnkNIbomlYk8r6ZbYiz3GsNSYmav+BebJ8oWOhyNB6ig7/dFvxyVPvjxmTfPvWhp9/Plx2Yll+Hstw4VlZ/J4vF/z267E//t+xhvrP573Tm2VCPR7zpYvbNm0av/L9Ab/9dnP2G11f7cxevvLJH3+c+P33ozdvbBw0OJXjDU6XKEliTKykNzQ7cGDx8z9PL13aOSJCZTQ1EwRDtIum6SiLJSAtNeyXX/fcu7c2LS3cbm/pcARMGJ8ny8eOnyiJjg5PTjYeP14iyyf79U+226M4ljYYw7OyLA/qdzx88IXAN9dqWoeFabRadXCQasWKAbJ8d/Dg3FdeUWk1ocHBob5s64DAwICgwKDAgJfla8klh0nrA93q1q1bq9VqnU5nsVg4jnO5XOTyWkBn4DK5YHNGRgb26fCyAJctJSXFu6a42w0VUJOSko4dO3b9+vWvvvrK6XSazWaapsmKwOiGOxwUw3EcR7uckktypqWkDOrTJyslRaVSuQWhdMvmXx4/fvbwcWV5dXV1dW1NbXUlmY9RVVVVWVVV/ndyWLGhQC0J1kq/ske4rcjDq/XVjCZxjy+rkN7+xPdvYBTNBh7gr9MVYrncl5OncMD9Wd+keeJvfKOdDb6Kf/YISeom147xLyeiMFhuEUsDKyxyktEKFwWUdZPTZMh8Pv9p6JcvXz537tyxY8cOHTq0c+fOKVOmDB48GBiNMWXKFNiYPn36jBkzZs6cOWPGjDlz5sydO3fu3LmLFy9+7733Fi5cuGLFir17977zzjuLFi16/fXXhw0bBrAGGwRIDQOGpLLOysrKyclBWV1QUNChQwdQ1shrpDC6IvAjYhqdEyA7KbpBaGdnZyvADfdmYmIiOCEGg0Gj0SCaicTfJpQ1slgBZcW2IpQ2iL+49k0aZHmeZWhTUorx1u1NP/20PyPdwjAmhtEeO17yxx/7/+//vrl4afmtWx/I8oXL330cpVctWTK5vHzfjm3TdmyfVFe3+c8/Lw8dnBoXF/zgwZe//Prlb78funXr85kzu+zePe/q1S2ffjplX+m033796vGTfanpNMvRkihGx0gWa+iqVeNl+fzvv5du3Tapb584BxXklKiYWMkVTXVoL/36276Kig3t24vuOMrlMo0f306Wj50oWxIdHZGSbDzx7RJZPjVgQApNG0SRt1h1OTnWB/U7Hj7YLQgtwsMCIyLCtFp1cKBqbFHaixf3Zs7o0KqFSq0OCfbNVAwKCgA3JCCw0dRSRR4IudGyZcuAgACtVms0Gh0Oh8vlSkxMBH8NHDEo8I+OG3TN0G6DCgl4qeXl5UELn5GRAcXw3G53eHj46NGj33zzTZ7nDx8+fO3aNeA1jFA7fCWAMaHSFR3tdsfGRbs657Yp6totyeFoplJlZ2ScOH78t19/ud9wv6KiEmRxVWVVbU1tdXVNVXV1dTXyrhKAjMRsUuqS8K32DRI2CVxyT03jeh3VPn/c/y3+LrFagXL/VkQxa0YxuxI/Lem0kNQmPZMq3zinYj8aLP5jkqTZjSpbMdeR5Psdvwp8ZBUR3CatlduNV21HQN/xrZGocL1JbwSp/T2xli6ZJaKYmw7svnjxIiAb1xwoLS197733Ro8ePW7cuKlTp0L1D9DUr7/+OlgiU6dOnTFjBhrWxcXFIKuXLVu2cOHC5cuXl5WVwWq806ZNw4Rrj8eDnUvsg3o8Hlw5NycnB24fvHFQXxcUFCCLkcJ5jQN+265dO1jSF4FOOt2w2CP8CLwGcZ2UlORyuWiaNhqNWq0WbGuU0mTaNQhnfyg3OeejyWhaWZMTgYDXHM/xPEdTxowMy7On++/e+cjjMXKchWHD9n9dLMvn164ZQlGvdOxoqq3Z8p+fDrTJM3g85qTEKK1WpQ5Vvbes8wv59utTcqJjX6mu3iTLh4uL23s8UQkJ5uxsR0xMiFqrctCqo8eLZflsbi7LMDbn/8fae8dHVaZx37jrs7tCGglppPeZOTOT3ntCIBAChN5BRJqEFkgCIY0QCAkJTUBAVFiw7KqrItZVpKhUQUAFhEw/ZSa41nVXV+b545q5uOY+E3bf9/Pc62f2zMm0TJjv/Zvf1VScilMpVVHp6eEvvbjm11/fsdvPff/98X37nkhJCVWr4zhV1PAyxY8/Hbv99bPDy5QabRTHhSytHm63f/jRR1u02oDsrNATH3bY7adnz86JiwtRc8qIqKDS0ije/KIgvKriHvEf4hEQMMTPb/CggQMmT1Leu/fF3t0LvDwHeHoOxLdt0KBBHoMw0vgITQVhBDVV1oMGDfLz8wsLC0tISEhOTs7OzqabM0hm+vVt5MiRFRUVY8aMGTduXFVV1YQJEyZOnDhhwoTx48dXVVWNHj0ah4EmJycPHz78+PHjN2/enDRpUkhIiEKhOHbs2JUrV9LS0qKiouBPBj0TYAJBWlpadnZWdlrao2PHrigreyw0fISv35SyYV9du/rPn34y6g3AWYPBoNMZdTrD7duOUVy9vay/zLCSGhpMtJCxOxi1S2lL1TTz+MzNHoBmasjQrBV01WlctL+6R/xFqKktd1fktjXV14x/TRlN3RLKdCT412SiLmU3vdqfCc7oa2YkGM34pmdoxJJp9oRXkdfgily8eBH7XH/88cfvvvvu22+//eabb+7atWvZsmWLFi2C/DxwP8CtXrVqFfB69erVdXV1a9eura+vh3KYzZs3d3R0dHV1dXR0rF+//uzZs3v27KmtrV2+fPnMmTNHjRqVk5OTkpKi0WhoeQvHcVqtFpCdmZmJw85LS0tBSo9wruHOBS4HIBjITg0QKqtRg6Nhgh43fH4B3HCclZWl0WhiY2NDQkJ8fX2Z1D23bvUD1PSDlwusmYQVzN4DGyQhIT46KmhYafS9e5/evHkgKyssLj4iNnbw8Tcb7t37bPnyvKFDB2g0j5w50/Hbbx8+Ni81Jub3G1onXrj41NmzPbe+3nnv3vkVK/K1SQ/pDM/du/deXl5ATKyfShmcnxN44MATV67s+/TcZsn6zG+/vVNSEhMXF8FxapVSpeIUnDqK44aMG6d6+a+1//7Xcbv9UvXSEVExQzSamOFlyh9+PHb762fLyhRabTTHhS2rLrfbT5w4uVmb6J+dGXbiw067/fScObkJ8aEarRKm0ljMLwrCK0lJXkGB3gFBfv4BvoMGDpgxI9Fuv/rKX9cO8YOsPi98Zwd5DBo0aBAGGNG2RsMazWucEzFw4MAhQ4ZEREQolcq0tLS8vDz4Y9N/BIjp0aNHjx07tqqqatKkSVOnTp0xY8asWbNmz549e/bsmTNnTp06dcKECZWVleXl5XCvQ4cO7dy5c9euXdevXy8uLg4ODtZqtdu2bRs+fHhYWBjHcTAEOisrKy8vr7i4pCC/YFh+3pJp05bn5q4a7PtcaHiPQtX79/f/88P3UKcCOOvt7dX36vR6fe+d3ju9d3Q6nb5Xp9fpenU6vZ7teMfIW8ZBpjqaAXpvby+9r9z9YCAuV8oPENHyrnsGWUNUyCaEG+tJgz36u6DZTfF9R7bwJFXQFMfUSHmAuyJPIGF8bcYuxyfFjUGusimv6VVkNJZTYvEkbbvKJPZRlY1e9rlz586cOQNzF/fu3bty5connngCoAzWB7ofqLJramrq6urWrVtXV1fX1NS0YcOG9vb2TZs2dXR0dHZ2rlix4tNPP33ppZcWLFiwfPnySZMmlZaWpqena7XahIQETJfCvqkajQZSRCiy8Rsqg2mkMMUxMhptEBDXNCaJgho+fbAlwPmCgoLs7OzExMT4+PjQ0FAKaw9n1yDKaE/SYkgeTnQbVOw3wMhU36NzrVAo4hMSEuLjYqOH5uWGSNJret2zmZkh8fHhcXG+bx5bZ7dfWrY8LyTkoZQUz3Pnun77zwcTJ0Ts3rnQbv/svXdbN7VPeue91Xb75ZUrCpyw/vuwYTHx8SFJiaEXLuz7179OvPD88s6uMde/7Lbb/15SFBUbGw6BNJUqLirKPz4uUKnwCw8fcPTIvP/858KuHQviFf4cFzm8TPHDj298fV9Zhy5bOtJuP3Hio80arV9OVuhHJ7bY7SdnzUqLjfHhuMiY2OARw2N58wuC8JdE7R8DAv4YGOAVGDjYY9CAaVNV9+59sWvnXG+vAT7eHt7eXrgHDnK0CxmEnjWKa1q7iPr6D3/4w8CBA/38/MLDw1UqVXp6ekFBAbONo8VWUVExduzYiRMnTp48efr06bNnz543b978+fMfe+yxBQsWLFiwYO7cudOmTZs8efL48eOzsrJeffXVW7dupaamRkdHd3Z2Xrt2raysDKKLCQkJarU6KSkpMzMzLy+vpKRk5MiRZWXDqkZVNMx7bGVGRoOPz8tRMc/FxJoOHf6PIJpu3TIZjb29jgYfKDCBsXq9zqA36HU6ABqlHsNWxgZ5gARG3DPwxavyG7tFs1vQM4vpyQfJKnJxzbQxYfahXtli3BIgO2X0bWfDEOAshh/xAHU01dc3Xds/4VUU424TUegGcMs5ygCIjGU4DKCpec2khTygtx+Wz0B1++eff3727FloA3LixIkXXnhhzZo1CxcuBCKvWrUKSmDwKoAbPBBQ1nV1dY2NjRBdbG9v37Bhw5YtW1avXn38+PGTJ08+9thjjz/+eFVVVW5uLqRbQPkJ1H8BsqHtBUpsUCdZWVn5+flgdDB6GS/709Q04Y9J+6PBScQ98DonJycpKSkhISEsLMzPz8/T836XN5qo5+k6IZdy2ZOk7nk/cPUbYKQ5144IY0J8bExoZmbol9ef+fe/3y/Ij4iNHRof53v8eKPdfuqNN2qjIgdMm5rw/Xdv2ayvpac/fOniUz/88FZO1u+9vAY8++zcX375fHl1vjbpod7eZ3/99Z3SkpiYmKDSYtWv/znxycebwsMHJCQMuHix85df3isqjoqNC+c4pUqVoE2M3rx5+dTJOfHxf9BoHj5+vNZu/6ph7cTI6MEabUxZmfK7f7x286tnRgzntNpojgtZurT811///sEHm7TaIdk5YR98sOnXX9+pXVNYUhw2qlyj1QaPGB5pMvxZkl6orAzOzgzMSA8LDfX09BqwYnnBvXs3a9eM+uMfB/gM9vLycux1jk1y4ECPR+63a6FtQOhEnz845xmjDcJxXEZGRlFREd3n4aC8vHzUqFGVlZXjx4+fMmXKtGnTZs2a9eijj86fP3/hwoULFiyAg4ULFz766KMTJkyYMGFCeXn5448/bjabGxsbIf+vu7v76NGjCucg0UStNjMzs6CgoKysrKJi9LixY+bOmLKp+okVKanNPoNfCQ19ITzCeOg5+90+y61bRp1O16s3GMx6vcMpvnPnjk6v0xkcWttJN5PJxGNFIjIOqxMpghnpzQBUfsatJSIHvY543KjN+9PORtdxt0bXnte0rhJvia9N3jVQvknoXC37O7I0QYwlMnKYkdKMZ82cp9pcruuZ3BW3WSU3ZAU4WDnJtM9m8rXljbNp1czly5cvXLjw6aefnj59GsrKN2zYsHjxYmh8ClKaBhjB/Vi1ahXkgdTW1jY0NIC43rRpU3t7O0QUOzs7a2pqXnnllQ8//HDWrFlz584tLy/PzMxUKpWRzsGMWKAAPSOh36dKpQLHD+aH5uTkoCWCUEYzGheeRKuaKm6aE0IfhzG7S0pKYFqCQqEIDw8fMmQITeSgUhorzvuDsttqRnrePawpsrGC0ZkTEqNWB73+WrPdfnbsGC4uLjAuzufdd5rs9jd/+umln39+w25/324/9+wzKwMDBzz33Cq7/fPr13d8+mmn1fai3c7Xrhmh0fz+m7vH7farw0rj4+JCOVXAlSsH7PbzH3/Sce36nn/965jdfrW0VBEbG8ZxKo5TqLjgTz49bLdf++GH4//6+W27/ZNzZ58qLIhTqiLV2rhhZWq7/bzVemzECK1WG6vkwlasHGu3f3X+/FNqLiArK/zcud12+3m7/V27/UO7/fMXX2otKfH//ts37Pazdvu7dvtpu/1yXe2kP/yfAQefXmi335g5q/B3Dw/w9fPy8vT09vDy8vD0HOTYJOHbDcCaxhgpr1FiDxo0aMiQIQBrGFmE9hm6aSCrx4wZM2HChClTpkB/SArrBQsWLFy4cPHixTCw7uTJkz09PSkpKTNmzNDpdKtWrYqMjExISMjKytJqteBTp6anFRQWlg0bMW7cuClTJi+aN3fzymWrtJotPr6vhob+OT5ef/SoXeDFmzfNBqNBbzAaTXr9fTzpdDo9wR+TPU0nFtKyFwSc3A6mB8h0ucVBcaxzRiZ7SQ4J/SnDUCqKGXAbiGHNtAOUv1rmNcuRjcfMlwk0JW6RxSSQMDYIVdPyO94mVZGM9XGb1AdRFY/bA2U0k1LCuNVUYjPFMvI+2mCDfPnll5cvXz579uyZM2eg6Py1117bvn370qVLsYgcAolAZ2ywt3r16tWrVwOpoX9TfX19Y2Pjhg0bGhsbm5ub29ratm7dWlNTc+jQoRMnTsDHYdiwYampqeAw0GbCqK+B1yqVCiI0ycnJEIHPy8vDFBFM+cAYo1vrg0nHZmxr5LU8aSQ/Pz81NRV2FH9/f7klTTGN2MVjvIo9Q6CDELRgxZPuy81pdBFjjFjFqOIUQ0M8G5sm2O2ft7RMiYsdHBfr+ebxdffundmxs2rvU3Pfe7+zp+cxjdZfofAvKIjZu3fp6VNPvvTS+tmzU48e3TJhfCan8uvpqf7zcw2ZmQkKZaxKGTF+fOpf/tL08Zm9O3bMf2JJwfPPt2dkxCfEx0Kfvpi44PETs549VPfBh93vvtuxbdu8woLo+PhQbaJKrU5Iz0h49pn1O3euzMlTa5MUak1c1fj8F19sb2p6lOMiUlJj16+f/eKL644eXfH882teeqllxcrxaan+O7YvOnJk9aFDyw8fqnnuUN3YMcmP/GnArVvPCsKraRkhAwf+zs/Xx8eREeLp5eHp4QHE9hhIWqHSwcbYFQSNEYS1SqVKS0srLS3FFH2E9ciRI0eNGoWwnjp16ty5c+fOnfv4448vcK7HH3988aJFc+fMPX/+/MGDB8eNG1dRUZGWljZhwgSdTvf444/jn0mj0SQlJWVlZxWXlFZVTZg+bdryhQt3rl69ubBw59DQV8MiTpSN+OHN47+ZTOLXXxt0epPRZDKZLBbeZOLdOgOUzthIj5aSU3b3B2u9zGuWg8+t4cAAkckGwdfZn7Kmr4duPBTf9NXgpv9QAAAgAElEQVTCHgCvhP6UucQNgLGz0YaWi2JKZ+ov09swnrVbWd1LRsXLo5c0wMhY3jdl+d3UFcG0ELSwsfkfU+v45ZdffvbZZ9AVBOoV33nnne7u7mXLlkEeXl1dHZgeNTU1K1asAHzDVahaBLd67dq169atgzzr1tbWlpaW5ubmDRs2dHV11dbWbt269fTp0zNnzhw3blxJSYlWq42KiqLNI6FtJOU1iGu1Wp2YmAjZsZBkVVhYyIhr/ACibGLgi3q51HXhIzD3HTZsGHSbUiqVUVFRUBdDo4jYCWTw4MG04wce43kcV+LrXP+lkRNWmcu7OCmVygSFQqVSREQEThif8sMPJy6ePxQbMzA+zuvYm412+/UVK0o9PAYkKAJDQ3w5VTynVigUUWFhg5XKkPDwwdHRgYEBnnGx4SouLiTUf2iQj0qVwKlVarUiLjYsMtJPqQyODB8cGxUUFOipUMajDaPmFLGx4aGh3gplcGxsYFior0IRrdGoOI7TaNRqjTIsdEhERJBGq0pKTExM0qpUcWFhQ2JiwhITNVotFx0TEhLiHRrqPTTEKzjYMyIySKGIHBrsO2TIn3x9/+Dl9XtPz4f8Bv8+Ozvcbj/3xuutAz0G+A3x8vHxRiPJ08tr0CCvQYM8sbsTk20NGXsYWsSKGPCslUplamoqVdbogUBeUUVFxbhx4yZNmjRt2rQZM2bMmTNn/vz58+bNgwFI8+bNmztrzvp1Dbdu3Zo8efLo0aNHjRpVUVGRm5sLAUksq0lMTExPTy8uLh45ctTUKVOrFy3aXlu3ffTYw7FxfwsJOz1i5C8ffvSzXi98fcNs0IMsNpvNJpPFZLJg2SFVzbTpBzJa3rMJu+vRu7vV2khDub2AqlnuM6DW7iUDGJG56GbQ8eR4klHWtLSS7hbMjkLvRTcw+uZQiU3z/OT8xWO5VUIdDEZ64xma0+3WBsHHlF/eIsnddDt5QMgRjlFco2F97dq1zz777OzZs6dOnfrkk0+gT9NTTz1VXV1dV1e3fv16TKAGWY2peytXroQf1dTUgJqur6+vr69ft25dfX19U1NTa2srXLa3t69evbqjo+O9996bMmVKZWVlYWEhx3Hh4eE4BRG7npEGvw5xDV2coHwBgo1MAfoIsph0EUpteRwSBDVNqMUPb1lZGcxJ4DguOjoaYA2+B4U1CGe5UqamB5IaOmVjK77/AmuG1JhqDf/PqRMiIga++vLmPtvHZWXqqCiPN15vs9tvr1o5JiLSOzFJlahVqzi1SslpVCptIsepE7RalVqtSkzUcpxaxakSEzVJSYlqNQcdUzVaTpuoUqsViYlqrUadqNU4+qk663I0apVWy3HqBI1GhUV8ajWnVmu0Wm1KSnJKSpKz9UpicnJyampKSkqyRqvVaDVJSYnJKYkpydrkZE1SslajUXMqhYZTOXtsxSlVsb6+f+joqO67e3Lq1IxH/vQ7f39fp7Xk6Rwj43jrsZCUabxHbRAIPw4cONDX1zc0NDQhISElJaW4uBj/cdAtGvR1ZWVlVVUVxBjBCVm4cOGxY8fu3L599uNPampqJk2adO3atVdffmVY6bCkpKS9e/d2dnbGxsZCNDw1NS0pKSk5KTkvN6+srHTK1Mkrqqs31q3pGjPuaQV32G/IpelT7p395F9f37LeuWMy6E2AaJPRbObNZsFsvt/UFDt74DEDa0ZZU3FNWcnodLfgphpZR+KTOpI3onNtyEetbcbBYMSyXjaYEV8DJTLdFagxjQYL3hGvUujjXdC2/tp1UX1NXWYGpvSnFOj4mBjVlEc4+1v09aCcZ4prIA6JudhojzCWyNWrVy9dugSYhhZO77///lNPPVVTUwM9TqElU11dHbgfYH1A32qwqlevXg251c3NzYBpMEMaGxtRWbe1ta1fv37jxo2vv/76lClToEWqWq2OjIxk5tgCrKOcU8Mx0ghfLlNSUjIyMsAJwZwrzLnGSvSRI0fS3D65ykZ7BAUW3H3UqFEjnWvEiBGFhYWQah0VFdWfDcKY0ZTOFN84ERAYDS2waTtsF1g7Oy65YBp7KikUCcoEhVKpiI8Pzc/nZkwflp2tjIsbOnlq/vr1c/LzVfGKCLVaqVIpVZyGUzmmGHCQL61WcWq1moOu4Y7JDpxz7jY2xFA5RtKo0DHnHF1QFRynBEyrVCqOU3NquItGqwVOJyYmaqElFmBbrdVotBqNRqPWaDScWsM5kxFVKpWCzNOMjR4a4ltWllFZmR4Q8H/8/X38/Hzhu4m3t4+3t4+Xl7enpxfa1tSzZtrvYYwR+u0NHjw4JCQkPj4+OTm5uLhY/m8CN234FzBu3LiJEyfOmDFj3Lhx77zzzrFjx5qbmz/84ENJklatWlVdXa3v1b3//vuHDh06c/p0xaiK7OycjIyM1NSUxERtalpqTnZ2UUHB3DlzlixZ8ujsWYtmzfhzdfWTaRmfLFx478ypH3vvSDqdyWC0mC0W3mK2mHmzxWLhBUHgeYsgCNiKmgE3HKCURmWNpKbIltsgbv0KvTOy51Zf651trxmrmuZoMyYGs084fiSzZYxGo9HgRukzbgwe40PRrQiDk3JlLdfXbvOvKaPlixHODMQfgGm8WS+Z3vC1LLYpD0LekHUgofnXcAnhRJhcfuLEiSNHjkDzPCD12rVrQT6DpsZLYDc0A2lpaWlqamppaWloaIBskLVr1zY0NDQ1NYGybmlp2bBhAwTMJ06cWF5enpeXp1KpYmJiwsLCmGbC0AkHlTWmhUCnJ8gJKS4uhg8aZTQc4DEQHFEOn1A0shHlVFCDewmrvLy8uLg4MzNTrVajsqawhgMYACZvac0s9EZAR9ORBbBcYI0556imMc3gfpMQRYJSoYiPj4qJDkuIj1WpFNExYSGhQxISYji1SsmplJxKrdZyHOBRzak4hxbmOCCnM4zp6D2I/rhzPq8KRkGiuuccE8ESnHNnOJUKHgF6ayRC58JEbaI2MVGjUSe6NinnOE6r1qg5jRq7QynVSqUSZ/xER0cGBQ7xD/AZOjQgMNAx/WHwYB8vL8d/8M5TXjMdnahhDWceeeQRX1/foUOHxsXFJSUlFRUVYboehiagOgZy7EeMGAE7dlVV1eTJk+/cuVNdXT1t+vRJkyYdOXJEEIQnnnhi/vz5r7/++vHjx2fPnJWdlZOTk5+RkZGenp6RmZ6dmV6SlfnErFlzZ8zIzckZPWrUts4tP925bfr73/9546sfDAbJaLKYBZPJjMJYEkTENM8Dte9fUnDjeaZjtZzpDLgRbQyvGXAbZEtH8ggR39Tvplymup4JfhqIInZy/b77QUW0/FmY53K7OTHfCeQlM3iMoULqfsilN9yFeTQ8SR+w19kOBS51rgkqTG443AUNcVoGSU1tkNggt8EMAZUNKdWffPLJqVOn3n777cOHD0MuB5AXUjtg+i041PX19ThkYM2aNevWrWttbd2wYUNLS8vGjRsbGxuB1zAmprm5GeYPtLS0tLa2dnd379q1a/z48SNHjgRYx8XFQe9fSAihI+4w5xpldVpaWkZGBnggUCCDdEZFDAd4Xl6bThMBkNEIaHgEMCTLy8tLS0uhLiYmJiYwMNDb2xvz9rDRhzzxw4cMQsEDqqyx9z3w2o0NAgkfpIE108/6/sgWpVLhDD8qOTWn1TrnoDvSSNRqtVatTlSrgZhajZPOWq1aq9Wo1Y4O4lRT05RBlYpTKjmlSq1UwRRIDo0R2EWB9JxWrdZoHBpaq9Zq1FpOo1VzGg3HqTWgvzUqtZpTqlTQR0lNW1OBuI6OjomOjoqMDAsJcZnW4+092MvLx8vLy9PTC2FN9TV1QtCwRmXt4+MTHBwcExOj0Wjy8/OZ7J/CwkJosJuZmZmTkwPdBubMmTNmzJiKioozZ84cP3586tSpixcvnjhx4ttvv3369OnJkydXVlYOc5bM5uXl5efk5mblFGTnjMrPWzdlSu3IUbE+3gVZmU8fOCCJ4o/f3P2Wt4i9vaLRZDGZebPFbDKBPBZ4XrQIPM8LoiiKotDPegCmGVIzLVItzmbWFG3gbsuRCucZh0Rud1DmUs3rNs0DSA101jt1tsFoNOgNOoOuV6+j8l/nLjtF/tTUyrdYLPAWMeBm2PoAH5leRaS69YJ6nZ27mXRvuuhTo76+Q3IKUeDfJC1b6WI4jkb25cuXgdTnz58/derUoUOHmpub6+vrW1tboQQRDBBQyuBQY2gRZneBywHaua2trbW1FYBeX1/f0NCATkhTU1Nzc3NHR0d3d3dVVVVZWVlubq5arU5ISMAmCjhnAwpk4uPjMbQIqSCgqQsLC4cNGwYeY0VFRWVl5ejRoysqKioqKlAXU4FMQUzZTfkOsSJccHXkyJElJSUI64CAAG9v70GuCxP40M5GOmOuCOZZI69ppBGda1ZZA6zli+JbqUTR7WhRzak4mAWjBiua0zgxDSxNAgdZo3FgVUPGX7rWuDvmioHaVqo4Z9Nr0Ndkji/HcWq1Sstp1BonrtUatVqr1mo04Gir1Rq1mlNrOI3aId9VIN6xoWBCQgLMEYaiktDQsODgoYGBgf7+Q3x9B/v4OOK2AGtKarkNgpdoW3t5eQUHB8fGxqrV6vz8/DLXnl65ubnY7zwjI0Oj0SxevPiHH3545plnSktLV65cKQhCT0/P1KlTH5s3b3VNzeXLl5944okpU6ZMmjSpoqJixIgRxSXFZcNKi3PyppUO3zJ1amdy8uaomMnxCSfffPNf//zn3b67Op3eaDRaTA7Na3EileJYdNBaFAQ4crPgR9QJoZdUhjMLoUbFO+X7A5xuPRlxQHV6f9yXPwI8isFg1Bvum9R6nb5Xr7tjeFCNu8HV+2YOkN3wtuCbg7+O3jmxF42IO7IMa8bIZhAvr8ShyKZEZlQ8vS9+V8A9g+b2MZXrcnB/8cUXt27d+uqrrz7//HMYwAjpH52dnRAnbHKudevWwTCB+vp68EYwja+2thYsDlDWGzdu7OjoaGxshFAkiG5U1s3NzQ0NDT09PZs2baqoqBg+fHh2drZGowHHEnu4Q3Ng7KkAJjX2dcIKRhC/lZWVY8aMGTt27JgxY0Y7V0VFBXNAjysrK4HFcJJiGtQ03AZvWVpamp2dDTZIYGCgl5cXli/SWnNa+dJf32qmcIaxtn19fVllfb8hqlNlE2/EeewU1zC3i1MoVUrgqUMXg3BWa4CoGq1Wy2k0ai04FVqtRqPVOobpALhJwSSnUgFZHSO7OIciVqhUCo4jslrNqTVqTqvWaBLVaqdPrdZotFo16Gqc/aNRa9TssHpMIXdOX4uJiooOC4sYOjQ0KCgoIMDfObzYG95EGmPEnBC5ssZjaGYdGBgIyjovLw9gDWmb0FIAu+ilpaXFx8evXbv2rbfeunbt2uHDh8vKylpaWgRBePXVV+c/+thTe/Z+/PHHCxcuhFLGqqqqyjGVFSPLR5aWLh4/oWvSlK3xCX8eOvRIdLTu+eft//xRtFgMBqPFIlgsLk40EFMURUEUBVGURFESJVGSJFF6wBJFES5Ra8uXXJ7jGbwjvS8643IHg+KbanMa6qThTXmck4LbaDQY9PdLyXW9vTqdXkccD6QzuYtLFJGepwdoj9B3GF4btUcYwjIRP8Zr1rmOyNHLKnEouBm3hP6UxjwZ+4ViGtHMZP599dVXwOvLly9D770rV668/vrr27dvR4EMirixsRGy8SCNGtbatWuhW1NjY2NbW1tbWxvED2GCV1NTU319PWaPNDY2IvrXr1/f09PT3NwM/kNOTg4oaxymBYs61BkZGTk5OeBQo5qurKwc51xVVVVjx44FXgO7K/tf+NPR7laF6xo9evTIkSPBBoFskKCgIC8vL6aLE50UgzUy1NRmamewHh0hjiFKNzYI3bswb49ZMOBLpXLM7qJLrVY7DBCVw5XWOD2KRI3WGQJ0TMcB1Go0WmfBpAq7PYOGdkxV5+6fh+dVq7VqtZZTcyjSiVGtUqtVnFqj1jhGIDuFvkat1nKc2vHIKqVCGX9/nFpMdHhERGhoaHBwSGBgIDgh1FpyK67pJEZ6/Mgjj3h5eQUEBERFRXEcl5OTQ9szFhUVZWVlQctHaCGWmJhYXFz8/PPPz549+4svvnjhhRfWrl375JNP3rhxQ6/XX7t+rampCcrQp0+fPnXq1IkTJkysHLNm9tyeceM7w8JeCQw6FBmhe/EF+w/fWnrvGPR6k9nE84LFiRIU0rxkEQRBFCVJsgGKJckqSZLV6riE9QBewzHDZUaJMxYKHjCi20zWA2CNbonFOYOG3p1aLvSOBoNBb3CIaqRer65Xp9PpCQ2Nrq43zUSUcd9xQHcFasQzu4uJhCLvuIsZ0oAhNc3/K6lRLzOWCGNeM8Y345XTMOMt0hMKDyBR7+zZs2fPnv3ggw927tzZ3Ny8efPmDRs2oGsBcnj16tUA6NWrV8NViD2Cmm5ra4Oa8o0bNwKsa2trAeuQvQc518D97u7uNWvWQBQnIyOD4zgkNapGENTQdQ8aOUDIp7KycuzYsQBoWOPGjRs/fjxQG5CNUKYLz1Bko4KmdEYDBPA9YsSIoqIieJ2grL29vbEtKlCCmiFM4BGQgh2uKb7l3Z3Y3iCoqZ25ei7Dy2FGl1N6OyabKBRKjlOB7QA2iIPNnEbDOUZYgtWh1WoSNYmJWq1Gq8E5ZlptokajVYMId4IYvWtOtpw2iJrjnMIZ9wON2nlG5XhujVNOqzm1FswWuHTAWqlQKBQJjkhjbExkVGRYWNjQoSFBQUH+/kMgLQS+jGCQF7/goHONJeZYzQg2iKenZ0BAQGRkpEqlys7OpjMpIN0nhay0tLTIyMiPPvpozpw5lZWV33///Y8//giljA0NDdXV1TD1+fHHFzw+//HZs2c/NnNG26LFu8dN2BkZdTQo6LnoKONLL/znm7umW7dMBoPACwajwWK2CBYBcCYIgsALoigIIi+KoiCIomi1Wq2iKFqt9xlts9lsNhuyGxYcI6/h8sFON9XRNEQJV8GNAaJZnJmCSGTG9wAum0hhjlxiI69RDjttEOhtct+D1ul0vXd69Xd0ep2eOi2MSGcsGsYPwadAt1rvWveI1jZsSyZnjT5VvkhSnWvaInoXlMg0U4WJNFIbBB6HGjv0xow9LXc/bpLpZZ9//vnFixfPnj370Ucfvf3224cOHYIiw7a2NnAtQGI3NTVhKgjoZXCiYQoMYJqSesuWLRBgrKurW7ly5bp16+BBwPuur6/ftWtXdXV1dnb28OHD09LSVM4htqgdVSqVVqtNTU3NycmBGkWoBKakprzGq+PGjZMTGXU03B0vR48eDc4JZTRWOeCZYcOG5eXlpaamKhSKiIgIf39/L9dhMZDFS/W1B1nU1/5fFpu6RwU1TQ4BNa1QKJTKeIUiHk47tLBKwXFKIqvVrgwFasLkYUdXPzqoGAOMxI9WuUW2085Wc5xWrebQ1XA+lyP52umEO+Q0vCatw29xam3H5qBSKhxDy2CYYYRDXAcHBvoPGeIHTj84Ifhe43ccmrfHONd/+tOfPDw8/P39IyMjOY7LysqiTWFgN0ZZDZdKpXLHjh1btmzp7Ow8ceLEpUuXXn755UWLFmHZ7rIVy5Y88cTCxxesXLSoe9Wq3eMmHFZwfw0aejw9TXjtlXvffiN+/bXZaLZYLEajked5s1mwmO7DUbA4PRBBEARBkkRGTSOv8ZIqbnoJpEdNDWhGXxvNFvwR9WFoHBJYzNCWgSaNZLoNctJEFISsA5p6o4GkchsMBv3tO8KdXuH2bcOd2waD3ui0NMyuFUByaqN81uv1KJkZrc2Y2pD8h78Opjzi3XWuiYnUmdG5K/tkfor0ZwQ4fUDGBsHsPaqvbzm7sIKg/vrrr69cuXLhwgUY7vXyyy8fOHBg27Zt7e3tMCCxubl548aNcNDQ0AAVLjBPoK6urr6+HkyPjRs3btq0CWwQmN21efPmTZs2bdy4EWxu4HtDQwPwGvR1T0/PkiVLsrKySkpKkpKS5FE0jUaTnJwMDXAg3wMwCt40Wh9VVVXQXhgXOCGU14wBQlU25TjSmars8vJySBPIzc1NSkqKjY0NDQ318/Pz8PDAbDG0TAcOHEj1MlyC5mP0H41Mys+4ybNmUq2dUL5vWuNPMLUO8YcBQ7Qm7k+PV6u1zoxo6CPu1N1oWLsS24lsPOs0rDmOu/90GJy8v0NA5gkyW4OBTbp5qOnDQsQZYB0WFhYSMjQoKMjf3x+qiTAsgG803TlRXFPnGmDt5+cXGRmpVCozMzNd+qMWFWdnZaWkpkCDR5jSnJiYOHXqVEmSTp8+PXfOnJqamp07di1burxuTV3t6jVrVq+uWV1bvXxZQ+2ap5oan5k4+YUE9Qu+AR+MGPnz+bO/CWap947ZxN/3ds28xSKZLYLFaUJYLBaB56lfgUrZ6m4hr/Fmcq0tJ7Lc12asD4bXVCn3J5npeXgE5ioCnYIeHQyTyWQ06Y1Gg6FX970g2T67/P3lK9/o9YJBbzayGwPZNhzS32i0mPpJOKHSW+6HyBMNmV+QblEo2ym4mZQVt0+E96LxUsYAYXK90b+m+AZS37lz5+LFizBW8dy5cx9++OGhQ4c2bdq0adOmrq4uAC7wFz0QSJoGTNfV1UFXpo0bN27evBnan8Llli1bOjo6AN/gcUMK9tq1a6H3XnNzc11d3a5duxYuXKhUKktLS5VKJR0SDVl6arU6JSUFsj6giwMYIBTWwGs0QHDJZTWGH0FTowGCdgdNFKGFi6WlpUBqHD6A/axByVFku5XPFMqUzsyigxzZCkaFs7e3ynUxmXwqZ0M+alBQOAKFkdSU3VAbTZmOj6B0Dip0yfpw9UAc2dvk6TjwRFDCOxecp68EjlFcq5z545hzjTNng4ODMYeP8noQ6VQ7cOBAt9l7cGbQoEF+fn7QuTQjIwNTQUpKSkqKS3Kyc1JTHPMVU5Id477y8vO7urpmzJwxafLkRYsXLa2uXlNbW19X37S+cV19w9r6dZ2bN+/f2LZn3LhnEhTPBwSfmzLt5zNnfjYZBf0dk9FgMQPFHLDmzYLFwvM0VcOhqSUwneESgAt0RnDDMfVDKNaR1HjgltRyk5onmSRmWbSQoTNzntHmqFVRsTLi2uXSaDAZDN8Yjd98dnlP2YiPHltg773z/Z07osnCmy2QKEN3Asd+ZzabTGZgrMm1/4mc1PIz1GBhvB34SsG8D/DU8iwUOazpQ1GCMwKceiBfuyuFB+vja2d3kd7e3i+++ALKFD/66KPjx4+/8sorHR0dGzdu7Ozs3LJlS1dXFwhquIQ8axgjAKkg9fX1mzZtAkwjqUFid3R0dHR0wKzF9evXQ6Ej3BcKF8HyfvrppydOnBgeHl5WVgakhoaogOyEhASO42CmHTQBhooVTPxAr4OiGe0LJruDcaJp3h5c0hJH2jQVxg4wMxiDg4MHDx4MZED3A3jtQUYvwjHwmkKZQTw+Am1G1G8FI7ASuUwZTf0jlSPNTsUoa0ptOa/pSZqnQbcHztlSispnJ7fhqqug1tw/QPlMXwaepE+qdM5ud+ZcO8T10KFDAwMDAwIC/EheCHZpoX8J6lYzytrX1zc8PFyhUGRmZjJNvPLzCjLSMtPS0tJSU9NSU1NTU9Mz0nML8nNzc8dPGD9zzqwFixauqatdU7emsampcX1jW3Prtp7uzo0bV0+c2MGpngoLPTtzpv3a1Z/MJqvOYDIZzLzZbHJ4wbzFAmnPgskMfHtAPJDqZboYHY2hRYw0UpTTHA8moog+NeKJLgosuYimNxNkKYDMHkB1sSvqTWaT2WI0/mgxf3fmzPGS0iM+vmern7Drdf/Q6QWnLe52XzG5W8b7zWPvs5uJcCKU6SZEb4bPyPxd5NkyuANZXN0e5jsEjWfKfW2aKYhJ30Bq8EB6e3s///xzmKl48uTJd9555/Dhw7t3725ra+vq6oIWpp2dnWCAoGcNLZmglBySr2FUOTgeIKVhbdmyZcuWLaDN169fD1WO0N0J5sVA675nn322vLw8ODh42LBh8fHxMTExOHMA6hWVSqVGo0lLS0PPGngNKdWMFsZ2S7T3Kdag99fhmvazRvcSR8Pg9EUokkhOTlapVDDWC/pZIxlQF1NlTX1quAHFNK2OpinCgBT3jZwQnSg/qSviDC0qGPErh6OWLBdLhNwAdS7jXKP4pY9PD9SuSyNbcFLukqPuxi8NCQkJuI1HRkZC7xiANYprDDNiWojbHD68HDRo0ODBg8PCwhQKBXRJpT1z8/Pz09PTYX55ampqSkpaRkZmfn5++aiR46vGz549+4nFS2pqatatW9fUtL69teWpbdt39mybPnnyY2PHvd7c9EH7xt8M+u96e606ndVkEUXBIlgA1gAcJ3fMPG+hrKYZHYy/wZCa/kjunDBZ2DT9A+OKAknQZmwQxgwRHlh6gz/i+08soVh3/THPW3jIYLQajL8YTfZjx1+LTzg6NEjas9tuMH6j14vITV4QeIE+tcViASqiiWEmkUx6YHb13KnTzXgmlOD0BbsN1QokOd3izlWnmh3deSaBr1dW0Ei9kVu3bul0usuXL585c+bSpUsXLlz45JNPXnrppSeffBKa4XV2dra3t4OPAVUt7e3tkG/X2tqK5YjNzc1bt24FDQ7DugDWcBXObN26FZR1fX091DdC1nZrayu0wwZlHRkZWVRUFB8fHx0dHUVWbGwsdUJgABOtKUc5XEaGeEFPajpNEadz0QM6rIueZIbkFhQU5OXl0THWHMfFxsaGhYUFBAQAHGiMkWpnxDQ1PeQeNy3j6BfW3P3EOEfQjxG8VHcDtSnWHwxrBpcMrKk27w/K9AZog1BSM8jmZB663AnhnAnXqKyhUMoZZgyEik8U15BDg5ukvDoGA4wDBw4cPHhwaGioQqFITU3Ff1VlZWXDhpUWFBSmp2ekpaWlpaWnpcEE3f3Mho8AACAASURBVIzCwsIRI8vHTxg/e9bMxYsW1a6pbWxo3Nax6ej2bc9t2Fg9e+6S+QuufPqp/aeffhaEPoPBarGIZrNk5gVB4AURQAM0c0LNIgg8FdP9GRpofaAZQnU38l1ueeMeQJHKAIgeUOC6pRXzOG5ldX9WOGIONwDHgcDzPC9aLN+aTffu9H65se0Z/yFvpKR+/5e//GoySGYz3EIQBEG8//hUoTM4NslSR9yCmP6I6nE8ibek33gYWOMvi5jmnYFKeC50ro3OpuQU1kz1DSprKq5v3rx58uRJaH964sSJ1157bceOHS0tLV1dXVu2bIFiFlDKra2tEDyEMpbGxkZoedrU1ARY37p169atW8Hx6OjoAEYju7u6urZu3QrpfVib3tzcjGWN+/fvnzFjRkxMTGFhIcT8IyMjoWoxMjIyOjoaxyHROQO0Dyqq41LZ3FsALpKXrkKyEMp4nJeXB3NT85wrNzcXKpAzMjK0Wm1cXFx4eHhgYKAc1qidwf0AajNcZqiNyQvMd/cHKWu33jEThGSUb396lhHXjDdC/A0XEc1gGgHNCG0G04zcpk9EzRD87ZTO0QpoW6O4DgoKwpxrFNdYUYpfZJjZMfAuDxw40MfHJyQkBBvv0bZeJSWlmZnZGRkZGRmZmZnZGRnpWVlZBQUF5eXlEyaOnztn1tKlT6ytre9p2fjXzs63aut6ysoP1K4TevW//fsXyWy26PSChectFpEXeIvFYuEtvCgIkuBszCQIkrP8xUVEMznUiGxGVlOrGrVzf0Kbd/Wp6TFeZTD0/2Mh0QTXGhxmb5CTHZkuCILEC9+aTHbe8mVt7YEhgW9k5vz22aV/m81Ws1kSRV7geRE2HoG38JTFTpXtppaSAbrFNc6JXKa+NmU67/qNhKE23R0Zz0f++LQOs5cUQ8o1NVy9deuWwWC4cePGyZMnL1269Mknn7z99ttvvPHGzp07W1tbAaxIW/CgN2zYAMke4IQ0NzdDinR7e/u2bduA1F1dXTAAF6wP9EA6OztBm0PuBwyUwWGMy5Ytq6ure+qpp8aNGxcSElJUVATTvKDEPDIyEvuBgBOCqdY44JTG8IHXwGiql/NcF/A3NzcXuvTBVTygXM7JycEDujIyMmBSTERERFBQEORZU8eZGtPoUyOvqaZGDwQAjWYIzjlhPWu0Pqi+piepJfL/ENbUmH7wAb1Kn5RKezygWp5GNRHWmOICyhrENYwRCgsLwzAjda4xkw/fcWQ0bRjyyCOP+Pj4QC8n7JLq9MWGFxcV5WRmZWRkZmZkZGdkZqSl52TlFBWWlJeXT5069dG5c1YuW9rd0vLXDZvenrfg9bSM3UMC/raixv7Pf5p6ey1miyCIlEQCL/CCYBZ4nnAKeQoIYDLw+ksFAXFNme7W4GaIKb9Kz8gPKL4px0VXWxwpxryA/xH9IhTS84JokUQenssqWvjvjHq72fDF6jVPew15q7j0n2dOfS/wksUsCoIoSoIg8YJgBjuEZwOeMkPcbHb2RTETt52BNbMo2ZmvBXR7o38CZuNhXpLRaMS44u3bt2lSNmZzQ22Oztl1Fm527dq1CxcunDt37tNPP/3000+PHTsGnO3o6Ojp6UFFDB40pIJA6h600APswo17enqA1GCGwOXmzZtBYoPu7uzs3LRpEyRig7het24dFJ3DEPT9+/ePHz/ez8+PwhoW9LCGgV5ghsCo3KysLJDYMNMWJ5EXFxczYhn5ywCXUjjXueAqeB1wABsDGCBwS/gp5N3CkAQfHx9qgABtKaCpK8Loa9TRiBHm+3q/AUaqXhHiGF3EpBFnOt19VnIc1x+sGRuEctOt3SzX2vQqJTjymspnrSykSZU1w2uMYNCckKFDhwYEBDDONRY0epDZMbj74Rv9iLOXU2xsbHJyclFRUXl5ObbHLSkuzsnOzszMzMzMzMnKys7MysnKKS0uHVs5ZvKkKQsem7e1qeGVhrWvjhn31wTF/sE+H0yfYf/qq7u9vYLJLPKCIEBhi5NxgiCIIi+KAi+IvIs6wyXX1JTUNufCM3AXGmxkHhbwwcjA/igsBy6j3BkQUyLTM25Vf39LEARe4EVBFHlJgKZVglWUrFbB8pPF8tuFSxenzzri6XVhzhz7jRs/GgwSb5EEkRdEC/hHPM9beAvJ9TbLAqFUIDPKV05tRoCjoQH3gteMmxOaUcwvS90hfAqsm2fSsWnpI1y94+ybqtfrb926BZiGSV2vvPLKrl27mpubN23atHXrVggqAqYhGw8m22I/JrBBUIP39PR0d3cjtdG8Bl4DqSGlBNqDwGgCGMnY1NQEoxoPHTo0ZsyYIUOGFBUVYQAJ+u2BfgJ9DbzWarUwGiYjIwN7g4DdzJjOGBWEBZDFBSCGA2A0HGe5LvwpsBtulpmZmZqaynFcdHR0SEgIJIQgkRHW1LyWu9WM6YFqGs5jzV2/yhr5yDjXNG/v/6GyltsXjI6WL3Su6T6hJvmCdEsAWQ1lk3hj/I1QWaNNBrBGJwRyrqkZArzGv8EfnTNi6PcXb29vgHVSUlJhYSFM9sIASF5eHv5Dyc7JLiwoHDGsrGL4yCfmLehZu27/4oWvjhj58tCwN2Oiry5f9p8vvvzeqBdNBokXLEaTVbLyvMhbHKUoggixMUES7tOREhDtaQQx44FgLQwm7cnJ6JaGoqtqpqwRBIHC1+0mIcmWnM70BeBLlUdBmeV4hbxTXztepVWQJKvN2mfhfxXFX06d/FtCwstDQ8X2TfZe3bd6vWSxOPZC3ioIgmDheTObsoK0pYAWZEY8w9P+7ouetSD7w9G/FPPmCMTIRhsEBTWm7tGaGuT17du34cYwqvzKlSunT5/+29/+tm/fvvb2dqhUBJMaQotgUoNbDe4H5oS0tLRs3rwZMA02CFx2OhfYIIjprq4u8LthtC40e1q9ejU07Vu3bt2hQ4emTZs2ZMiQ/Px8MIJDQkKCnWvo0KE4JiY6Ohq67oElgl33cnNzqeNMZTViOjMzE/xHR5Nh5zEcwA3wNvRHmZmZlOwA8bS0NLVaHRMTExoaCqnWjEx+pJ9FeY23xAAYzQmG9V9gzVCbWQzW/yus3bKbuhbyAxDLaFgzi6psSnnG+qAvBs0Q/KWoDQKpQqCsw8LC4B+KHNaMEwJbKGL6AbCm+Zv5+fnZ2XnZ2TnZ2dm5+TmFRQXlZWXVj83fsnxlY1Hps4mJfwkKeSMu4R/79tu/vv2zydJntogCbxUli8UsCKIk2UBU85JINS35zEuiaKXoZL5cUwq4da6poJNkGSBuhS0oRMS0gIXt7rhMNwwKWQp6ty+SeW3uthHQ06LgPL7/CgVBslklq/Ubs/k/Fgv/l5cOR0T8LTL6H4cO23nhW6NBspjhTrwT1haLxWxhCcuY42hiULOCwppBOXNfxv1gdjj89emfQBAciSsmklHOFEbqXRvAgsQ2mUy3bt26dOnStWvXoFjx7Nmz+/fvx+QN4Cz4IVDGAsgGQY29maDyBTX1tm3buru7t2/fDlDu7u4Gq7qjowNcERDgHR0dLS0tWBdTW1u7cuVKmA3W3Nz89NNPz549OzAwMCsrKzo6GiseIDUrMDAwKCiIjmGEkKOKzGCE1k40JIi2BiTbAaDT0tLgMjU1Nd11AZrxNnQBrBk9Dl0z4+LiwsLCANZygdwfpuUpenJM/9HZNP+/K2tqFzDaFk+iyP1fbJD+qM0Qvz80U0CrZKUxWtdAIn0WZzcSFzMEnB+MLkJSJxXXwcEuTa7lTghNk2S2Ry8vr6CgoJiYmKSkpIKCAtr4HFrA5OXl5+bmFRQUFBcVlRQXrHliyYZ5jy4Kj+wJCn0hMPi1nPzv//b6vTt3fjAarRbB0StPEK1WG/wnSVZRkkQrdM0TEV+CIAo83N5FZjJApBB0i2mAJoplpAnjI9MdgtGGoquEp08qEV2Mj4N6Wb7oK8RbCiTs6bJESZQkQXL0FISngd9FslkFSZSskiTy3xqN9yRBeu65o+GRRxWKf7z66q9G4zdGoyQ4gc8LgsVhh/AOzjrL9wVBcMYt6S4lkCAnldsMl+U7zYN5Td8ryRnX5Uk1EGbvMW1d5ZUyJpPp6tWrZ8+ePX/+PLQ/fffddzdv3tzS0rJly5aenh4wqQHEIKIR0K3OBXp569at3d3d6H5s27Zt+/btcAyZJOiBYNRx8+bN4HvU1dUtXboUWimAuN6wYcORI0emTZvm5+eXnp4OI2hBJGGLZz8/v4CAAIpscLFxEiO04gOJTcODCFZoTYxZs3gMOKYHqampzA3gkaklAhtAUlJSfHx8WFiYn58fzb2j1rM8hxrDXcwt3ZL6f4K1XFnj8QOUNSrcB1CbUpUCV01SO+QmCbU+3CprimmNs2YyKSkJKyfxR/BobpU1RDagOqY/cU2da5oWgjunt7d3UFBQdHR0YmJifn4+5O1j2/KyMohWlxQWFo8qL29ctWrl+KqJnp5PhYW/Hhr51+SUH957759W27dG013JSR3JKkk2m+2uE4B9kmSz3icgD59lUbSKgigJoiSKVtLNw2azIQIYeooyw0EkJinFBzU9qPvBAFquqanr4nZ7wGenspq+HhbIspP3X4PkaAAL7wf5lUQB3hRJEHlLnyh+ZzLY9XrT5i2vBAT8leO+efe9Xy2WPrNZEgSI20r8feyStESoNXIGeF13KfruMYDGt0uQLfmvScENt6F/Bd614AhhjXXqtB4dGokYjUaLxXL16tUrV65cv34dCsrff//9PXv2NDc3g1MB7f+hgAXKF3HmFlxCv72uri6Q0iirt23bhsju6uravHkzpH9AdBHY3d3dDVHK9evX19TULF++fNmyZcuXL6+urm5oaGhvbz98+PCECRMeeeSRjIyM8PBwUEj4oUNe+/v7BwYGoisCI77i4+NBO9LAI40EoqGBLAbLGy4R34hs+BEewwGIawxFAq+Tk5MTEhLgBYMNIjcxmAQEpDNGEWk4kS4cRPU/KWuqauVWtVte4/pfJLac2gx5qcVBhTZ9hfQuaqcVA2oaSc2Ia/qlgVacw0LbmoprTAtB5xoT+OiXmkce+dOgQYO8vb0DAwNjoqOTU5LzCgvKy8srR4+urKysHF1RMWrkqJEjR4wYWVxUOqFq4tra2tnlIwsGDDgYGf5qZOTVxxb8evbsryaTzWSygnK2SlZXqxcOiIHrUnMotx3krJTDmrJGcqdw5XwRZAkbInE/3D6vjSzmBqKrqHT7quSbilx43v+p5FTZpM6e3tEqCj/qDfZbN2/Mn3/Qw/NcVZX96uc/G43fCKJVtN3PuhF4iwghR4HnJZ7nBV7kBcks8LxgEYT7pjNlq/xLCfMWiTJ9LSc187AU34wtgyqbVsBjoxKDwWCxWL788svLly+DVX3hwoV33nln//793d3d0P0D8u3gKpgYqKwB2ZABsnHjxu3bt4OIBmVNYb19+3aQ0mBVw/FW59qyZUtbW1tDQ8OaNWuWLVtWXV0NyF67dm17e/uhQ4eKi4v/9Kc/paenDx06FElNh4LDDNmAgABwselIRuC1RqMBPwRdC8YAAcmMPS/xKtXRcmUNkUyENTVYkpOT4+PjIyIiAgICPDw8qJXB0Jk2vqdAh0AixhIZWP+vnjUCEQGN5TBybUuB+79g+gHgZjwQuZFNtwdqgyCpKaaTk5OTkpIotalzjUXnkLoHC5Q1OCEgrtEMwX831Lx2NgwBYT3Iw8Nj8ODBwcHB8XFxKSkphUWF2Mixckzl+KrxYysqS0qGzZ3z6Pp1DVkZad4DBuxfsfJgZtad9Y32S5d/MZv7eMFmtUlWmySysHMeWPv6+mhs0IXRrrimoOyP5m6pJ5FqctTaTAIDYoW5r5W0HKH9/GS/CNuXFanELLdco0x/gI0guqpdOCWIglXgfzabfjx16vWiwkNDhtyoqbF/eeM7g0nkeUmy8hD9gyxs7LZisQgWAWoewR53HJLNg2E0/alETHkGxCIJAovE7WF+a9F146Rp1xZnO0OjsyMggNtisdy4cePixYtXr149f/78hQsXTp06tWvXro0bNwJwQQ6D3YwNPSCiCKFFmDbQ3NwMkxJ37ty5fft29EB6enp27Nixfft2TLgGwxo3AGA3aPaWlpY1a9YAqZcuXbp48eK1a9d2dXUdOXIkMzPzoYceSklJgUw41EY4PwWUtb+/P5ghoaGhAGvwQwBNOI8RBDV6IAhrGP0BndRAPgOaGTsbCQ4eCCpr9FggySQ1NVWpVEZGRvr7+3t4eMg5KxfLcPDwww8//PDDcBUOqO+BBw8//PD/Z2UNyKbKWm5Vq931b3owxJnz9CrnzOpTy1Z/J1FTo5SGYDEim7b90zijl1h0juIaYA1OCChruMRWfHQ0AfDaw8Nj0CAgtae3t9eQIUPCwsISFIrk5OSiwsLRo0ePHTd20sSJUydPmjG2asaoivW1datWrvLx8fH08Dhy+M92u733+PF7N258bzT1WXhRdExzgY7T8CmlsEPeAbKZ3Dtm2WRL/jgSiWJRL0J0rXx58Fd4fBy6Sbh9DfLNg8JOTmdmS8CHpUSWQ5DZAATXjEMLz0uSZDOZ/t1n+/nDD/+Wkfm0n+/XHZvtovSdwSiaLJJwv62gWXRksgtmnrfwFmexqOhMO6HPwiCY2Tzc7kN4zGylojtNTT1xJl+FJgsCrC0WCwQVYRLuuXPnTp06dfToUWjStGPHDggAQlk52NaQrgcTuVpbW8H9aGpq6ujoePLJJ5988skdO3agmt6xYweSGmANvgeQGj1rqLIBqV5fX19dXb1s2bKlS5cuXLiwpqamq6vrz3/+c3Jy8oABAxITE8PDwweThWOucJIsOCEhISGQHwLKGtpgaLVaGPcF2R2wGHFNtTPFNPaBwANYYKHQhBOMYaanp6tUKmhp7enpiUoZaAsURuzS44cffvj3v/89nERw05s97Fz/a4CxP1jjeQ1Jm6PEpAcI0/4UNz0pR7zGtQeT3A/B14CPg1Z1knOhvobzWlfnGke90QAj5IQgr2FLp+Y1kxzi4eHhMcjDx8vb19cnKCgQWqRmZGSUlg4bM27slCmT50ybvmTa1PXjxz+z6Ill06cPGDCAUykvXrpst9utgnTXYPjObLkrSLwFchgcxSw2G3EtiEoFTPf19SGvKRzxJN5AfkAdCZGkY1NuUi5THc1gmgKFckeuoxGyjNZ2SzH0AeTKnS7EvZVkTTDQp7uLIAiCKFhtVoHnbaLwjdl8z2j85a13XlUpnwsK/rqp1W40fWO2SLyERoPF3RJcA4NUQTPfD0TX1HX5TiPJ9jZJ9oWDkeoCiWRi/gmtRIdjg8Fw9erV69evX7x48dNPP4Xepzt27Ojs7Ozp6dm5cydG/yBsCIb1li1boPsHTkpsa2vbuXMnwHrnzp2AZqD2tm3bgOBYHQNOCEh1jEaCDbJhw4aGhgYg9dKlSxctWrRy5cqtW7ceOHAgNTX1d7/7XWJiYmRkJBqPdBQhKuvAwMDg4GAmmQ8ijQhrJmMaec2gmXLZLa8xww8MEMzjBmQDrKOiooKCgjw9PdHTgAU4pkuO4987Fx5TUsNJN7BmcjwoptE0kAcY1f0E9+RUpepbrqwfYKFQasvtETUpikFNDWoaeJ1MFsIa9Ts6IYyyhkxPTLhGMwT/DYErggPTfHx8Bvv4BPgHBAUFhoeHx8fHa7Xa/Py8ioqREyeOnzNt6prp0w7OmP7u2HHPJafm/uH/zJtQ9eMP3//yyy9mM6/X6WwCL1rMEi9CaBBJbbX24Qe4z2rrs/XZCIgR03AMH2z4EZzERe8CZygdGPAhInnX4hc0QwTXPquIG1F0P9nAanVJ6GZeM1wVXX0A+WJeJ306RkfLoS+6OiHwq0iiKPGiyPPfmc33enXCriffVCj/EhL246uv/qI39JktIjSCMru0wUOnmHfuYXIbhG5dVtcvHHQXkW9d9JL+CvLXL88UZKorLRYL1JRfv3792rVrH3/88cmTJ48ePbpjx47u7u4nn3wSYN3d3Q1qGvRvW1vbli1boO8SFCs2NDS0tbUBkXft2rV79+7du3dvJ2vHjh07d+4EiQ2mCiZc0zJ06OEHsF6xYkV1dfXixYuXLFlSU1Ozffv2ffv2ZWZmhoSEJCcnQwE3ftxAUEM2COTwBQUFMZ41FjcmJSWBxcxUslBeZzgXgpg5STU14h5Kb7DxE9RJYlfr4OBgLy8vyNhDzv7ud79DFsMxI6vhPN4YbkPv7gbWtJn1gwOMTOEi44FQpFKvWa6s8UCOb7fSGx8fn1RNPGt4Rrw9o6lxJgsc9CeuISEExTU0dcLMfEgLgQXfxVBlQzAE3BK4I5A6IyOjpLhw4pjR8yZNapwx48jsmW/kZL0VHnE0LOxC5+Z733/3/T++NRgMPG8RRYtNEiSBF3gzNV2tVpskAVUlq83WJ1n7rDZbnwumAXZulTVV0HJBjbKaQQPlo4sadTUTJKJ8GbVoI241HvT3MugdGS3JMFe+AcjvJZfVEjEQGPg7ciJFSbJYvjcY7bxwadmKw55en44caT995l8Go2Qw8haeB5OBlCY6c0F4nsyklGTuB0NqusHQ90rOaPqrMTsW84fgSSUkk3yt1+uhbdNXX311+fLl06dPv/zyywDQHTt27N69GypZQPxCTjTYyhgMhCSQDRs29PT0AKN37doFIhowvXPnTvCvd+3aBSobMA1OCEC/27nQCYFOeyCrFy9eXFtbC4+v0Wji4+MTExNpUQyIJGA3JTV894VOTzD7HBP40tLSQAijv4xpfIDsrH4WLZmhlTKoqaGNH7QigcYjdGYuKGs0QJDIDJSpmkZAI80ptfE828iJqmbKaEZTU8VNudwfpt3aINRfpoSVY1oOcfqMjNDWkOgitaoR01Rfo7KG3w5mUoC4xo4E6IRAWghIbChDh29kEJvGXKLIyEhFQoIyQZGUmJienl5UkD+2vPzxceM3Tpvx14kT30pMfC0g8M/RUYZDz9l/+uEbUeRNvPPjLcix6KCec1KiXBrb3IXs6BmKSMpuRtIy7KPIY75xUxhJMlOCIoa+DHypD9g8qPBkXgzDL0kmq/ujNuUmtUEYCSwIgiiIwOvfbn794ey5hzy8Lk6dbv/qxg96g2A08WbeZDJazBbeJJhdezDxvAUfXHL9LsLsYSJxQvBXptsVfSuYN0T+h6C/CyOxUVnDnHK4vHDhwvHjx0FH79mzB6wMAC7Ul4OFDdTGgsOmpqa2tjaQ4aCp9+zZA8iGu4OahqsAa1DWmA0CxgggG9yVTZs2tbS0rFy5csmSJYsXL543b15tbe2ePXu2bt0KIik5OTkuLg4+gPDVdqhzQRII5FmjARIbGwujCbRaLZAaWnnISxnBZWbkdjZZeJW2AYEqG2g/wrT3Ky4uzsrK0mg0sbGxQ4cORWWNXgflMpXSFNBw/Dvnkp9nlbWKTIpxu2jGHs0DYVQtyl4qqKmyprekxoXGNTZIl8a1WJwyGmhLOQ43ZpQ1imt6jI/J2NbQew/+rWAOH+U1WthA7eDg4LCwsOjo6IT4BE7JJWuTMtLSs7OySopLxpSPWDi6YsfkyX+rGPmGUvHSkIDX8vOk42/+9sP3fWYTz/OSaHN+1O9/IB0fdUjas1ptkmSz2qySZHP32WagTPUySlqGlZTsVFxLxPal6KGMlktXxCWesbk2XGV0NLVl0I2RK0rKXPrgVuc3CbcbA0NthsuSqwUBxUSQli2JkiiIfRbLv41m+7WvzlVN2ufhfX7hYvuNG9/d6RXNZovJyBtMvIm3mByw5nneUYUkCIKAm+59cDObGQpt+ubTA4nsnfQXpNaTfNehFTcotAVBMBqN0F3vyy+/PH/+/EcfffTcc8+BgN27d++2bdsA3IhRWJ3OliCQHwIp2Lt27QJBvWfPnr179wK4Ac0gsQHZgG9U1oB+eArIv+7s7ISeUC0tLZAKMm/evEWLFtXX1+/evbuzsxOabCQmJiYkJOBnENuDhDsXVjBCXBEIAO4HqOD8/PzCwkLowAftrcG1oB2rGY4jzXEBo7HlCEwtYCbIlJSUZGdna7Xa2NjY4OBgb29vxgZB8lJ2/44sqqnlWtu9smban6KypnYHLYph9DUTDGTULqOs5fY0usx0MQa03AxRk9AidVSoZw2yGs0QuEqT+ahtjTFGymv4t4K8RmRjy4Lw8HBo3picmJSbnVuQV1hUVDiibNjkUaMWlI/YM2niy4UFr0dGvBAY+PH0mT9ev/6vn36SzGZeFCSrlecRJS6fZwlAbbParDabZLWJVkCsXERTzDHAomSncMcby89QslBBR4Wq5DQomOeVc5NuJH39L+Z1Imflatom+/bASHtGzFJMS8QScZ4RoVZRkGyiIEmCKPKWbyyWfxtM906cPF1cetTT+5OlS+/per/V6Wwms5W3QAE6whGSGOEascLZDELmV5P/FlbXLUp0XXKTmh5TWW1yjqG5ffs2jIDp7e29cePGqVOnXn75ZeDpvn37IHNj165dmAENAUYoO8TRMFDDsn37dnQ/UFmjMIdII/AaCA4VjLhogyfkdXt7+4oVKx599NH58+cvWLBg7dq1e/fu7ezsBOdXo9FA1z3sjwoiGhdOkEGTGnqDgFkBYIWJBFgzTBrKO2aA0C7YOBuEtsOG2+DNANN0ysGIESNKS0uzsrIA1oGBgT4+PvIAI2pquIpeB8No6lA/9NBDDMTdw5oR1whuNKxxypcc1lpZaPEBsGaIjPJZDm4NyfGgT4SkZnYLfBBMAqGaGnmNyhp+O8y2xsbWDKyR10htsD5iY2NVKlVqampOdnZxYXF5+ajK0aNnVlWtrKx8pmrsB4X5Lwf4H42OvN7ebrfd/anvLq/T22w2a59NEEWrtc/q+DovZ44rnlwTJ/o7oJ98Od3kqdly1jOyVE4NKlFF9GrIBmB1WtU2Eud8ALKZF0NfFQM7egM5+WhtawAAIABJREFUmpl3gJHkdLOxOiqJHLcURFESBEkQrZIkifxdg/5Xo/GfL770clTUCxER3zz7nN0i/MNg4E1m6Bt+/wuQwOpciml8VfLN1S2p5eeR0fj+Y+0ixbQgCNiv1Ww29/b2fvXVV9euXbt+/fqXX3555cqV11577dlnn923bx/QFqgKhS2geXH+FlAb0++6uroA0yCrAdPAbngEONi5cycaI5B/jdFFIDXoa6xmbGlpqampWbJkyfTp0xcsWNDa2rp///62tjaIGWq12ri4OPgAwiUcQPAfY4m0xBwapeJgRmayIk68pZxlzjDde2AAzXDnojfANXz48JKSkszMTAgwBgYGenl5YT41zf2g5jUV3ehi058yEhsWG2BUOed1gTPAVCrSdBHU4NQP0boGD+FHiFTGrKA8ldvWbs8wJYgaV3+c8coR9JjAh/oaPWtU1sBr2tia2dWB16ivHeAOCQkLC4uKilIqlcnJyTk5OaUlJaNHjZ42afLjM2Y2T5j4lzFjTmbnPO835FhWFv+XF+3fffuD1SaYTZDpIYiiJNkkyUaZQ0HJAMhmtd7PuRYlK/yvn4w3RtbJnRM5l/GYilBkEMNoq6svQR+cgZHNxmYQ2mw2W5/N1mfrcz3JWPPyXYTZZugrx72B3tHtG0LoL1mtsEdaHaXp0G5W4K2i5R9mi/1O71ft7fsDAt7Iyv73O+/9ajBaLRZJkkBQO9quSo5WUcwWK4cvNXyYX0SSBXjpXsiT7ECB5OrJU62B4AaDAQbEXL169dKlS+fOnTt27Njhw4cPHjz4zDPPAKmBqlgsDrBGcQ2MhjRqiEPu2rULDBDgNcIaMI35fLt27cK6GDCswWOBLQEOoAVre3t7TU3NokWL5syZs2TJkoaGhn379rW2toaEhMTExEDXYrA7wPcAUoOgxuG5iYmJ4HuAoTxs2DBEKgKamcoIhKXAhZtR4UwZjVMZkdf0ZqWlpQUFBenp6VAUA5O9sApRXtvysGsmNZOox6RgM9R2kw1Cs62ZcQRUWcOiAUmkJ0NSJghJQ4sMi5GqeEmZy0QaGRVP7Rr8KYQQMXUP3Q8abITbwObENHWivAbLDPV1SEhIaEgoJOTHxMRoNJqMjPSioqKKiorpU6c9PmNm3ayZz44de1ylPuLp89H4CT9evvKfH38UzSbRbJEkSRAFySbZbHdttrtWa5+z70ef1bV/KaO8rJK1T7QBWqyONkUuglGugqlqk8i3b4k41AwmqCREZDA0p6CnrxDP2GzgsYOyttlsMjPE1kcTEG02x9cGJ8WQzi4PTolMAUf5Thf9vegrdB6IksRLEvg5fZIETr0oiYJV4u/arP8wme28+GVd/Z4h/scKi3777LNfLGab2SyJkiSIkuAMclrvvw/4Yvr62CwdxqZnXqf8z43vPDWsMYRI6Yw5hTzPG43Gmzdv3rp16/bt21988QWMFDh48ODBgwePHDly4MABQCoaF1gLDs2bOp0NPZDRgGlgMZjdcBWID5cAazgGxIOyBg8Enqu7uxuUOJzftGlTXV3d/PnzH3vssRUrVqxfv/7pp59es2aNr68vfAZhBghcQgMQqHzBSedq5/yB3Nxc8D0AqcBfBDQshDUO0qXYhWMqugHNaJLAVeQ1crywsBBmnCsUitDQUKhgpKOjkNTyakZaNUMFuFteP/zww27GeuEkXJpMjWoaMZ2QkMBMKkBuMjYFdSooytHToOL6AZ61HNZ0Ma4LfXy5E4J+CFXxHJnHSGGNyhphHRoSEh4aFhYSGh4aFhURGRcbl5ikzcnNGjGibPLkybOmz1izcOGzq1fvTEp8yn/Iy7Pn2O/2/Xy3T9DpRQg6ufqYkiQBPRyffNf0BvoBFkWn9JSsoOngwq0co592ObD6uyon2v0fweNLIsp5q9VmtfZJNqskiTaraLVarZLNarsr3Xc/4D+JEgpA3ueEmM1ms1olm01wCGubzdpns9psVpdf/a7VCjdjlTXlI+4TDNDxuP/lkiFulazYUuQ7o8mu011b9MTT3r5vFRT9ePLUT9a+Potgk6S+PqvNKuKrosk5fX19Nts3ENZlGC0Prso3mP7+ELABy5u1QnE5JBTCcMXr169D+geQ+sCBA88++yzaIABrYCiYFUBP1NSQLrJ//36A9d69e/fu3QuCGvT17t27gdHgU4NPgil9mAvY1dUFmhqCmRB7xFRusEFmzZq1aNGipqamgwcPLl68+KGHHvL19YVPH0YUsScq9gBRKBTw0c7MzITcZ/CXGVgzyEaXg8pkxhuhspqO4qMLpqQXFhbm5OSkp6er1erY2NiQkBA/Pz/aG4S205N3Q6V99R52Fp1TrDN6/L8oa6qpEdbYVhSwjtFISklGPqtdk/aoB4I4ZqoNYaE6pgY3Pj6NNNLHp8+IyhoWGtZ4SZ0QtK1hCgF0CMHvYqFhYWFhoWEhIaEhoWGhYeEhoZERkeHhEUqVMi09Iz+/YGzl6OlTJlUvWrRn69b6GdOrk5M/6+62f/ftN4LZbDQIvGiVrFbJJoqQf8Bik+KRCmQXjDoZJpKiagbTcueU2QDojyQZ2fH2IjMsxmq1Wm0S+ipWm9V612rrswKgJNHqgLjV5oSm1dZnleCa5OSyg6iUxDar1WaTbDZnMBUkttUmWSUnZO+T3a18dnsV2Y2XksRKYLCtJRfTyWXbtPH8vyyWf5+7eHb85KODPC8+Os9+6/ZPBoNV4uG97Ovrs1rvPymB792+vrt9d219trt9d+/a7vb12fru9t2lvL579+7du3flKlu+ccr/rCi0QVZD8QvMV9Tr9Tdv3rx48eIbb7yxd+/eZ5555siRI/v37z948OC+ffswRRqQCjYFJH6AYb1169Z9+/YdOHDg4MGDAGiANWAaSA1myA7nAnADrEFcgw0Cshp4zWT1dXR0rFmzZunSpehZHz58eObMmQMGDBgwYIC/v390dDT4jWA/0gwQaoPA5Nz8/PySkhLwK5C/6C8z+RuwhvezKJHhZoBmnBYGhTC5ubnQbyQ5OVmpVEZFRQUHBw8ePBiUNZ2gCAfQOwj7COFEQKbrHkpyimw3jZwYcwMvmaUgC6ORGte8DrmIZuxsvFmis1OHnNS07xIlO+No00emolvrmknCiGtagI5wB9saw4yssg4PDw8NCw+BFKKIyIiIiKjIqOhotVqdmZFVXlo2eVRF/eJFOzZtGj969KjS0ssff2K32836XpPJIEqSKFj/L2nvHRDFvbWP5ybve3PT1RijBhVbFKRbYo2KvdGLoGDDAiJFioixxAo2bPS2wLIdsICINYk1iRo1oogISNnd6QvYo+7vj8OefJjFvO/7/X3uzTo7OzM7s8s+n2ee85xzKB1N6RkSKEW/TARTZIhiRBcRwo6iB9WxSBv58+50F9HuoumhI7Tp9TRF0yyta/eo0DRLg5+QpvR6PUMzLE2z7f5ChqZpPaWn2oGYZhgdTetphjYRa65dgWeY9nkKinQz7f+0wxaFMgj1LqQmsZhEPRKpyY/XfC8RLNLt5wPsmqIpitc2v9Yzz878VPztUE3fvmzSAWNTY2tzE6SS0jRDMxwekCTL7YgMag/PcQzHMe3oLIJslmXNTxiXRVMpGc/U6XRYAwTaLYJUfe/evXPnzkkkkpSUFIlEApw6IyMjJSUFc1gQqYFcJyQkQN9b2DInJycrKwsUj5SUFEDntLQ0WAPYDcwakRpc2IcOHcKS1qhWY34jCOVQKTs6OnrNmjX+/v7Lli3buHFjfn6+n5/fe++9969//evLL7+0tLSE3AWEbFGyopWVFSghkPyCbRgRZ8HUAb6OyaZBtmpE/MUm6NhjF0GZHKKOM1Aa297efujQodCDEZoPILMmuw18+umnn3766WeffQallaFARcdSnR9h5etO66l24gZBytwpaqMAAmAtotVIhEWgKZKYyWFPFJsml0mijWuQYpurIiQ0I60mhRRSthYVCcG9rE0Vncja1oTh2rJPn374R2PZz7KvZZ/Bgwc62TtMHjvWZ9KknUuWpK1e4zZ8ZGhQUKsg/PXyVW3No8f1tVBjR6+ntFodKThijEhvFp4S/W7FaEIgu4hWk24NnVn2By6ITGZkXh85MXR4d+J9aeJGgGH0PENxej2v1/N6iqNoBq+AphmaYiGIR3cyRMc0cXmOphmqwx7/xKypjloH3ZFZiz6od4E13YkFkKbahSdKaGp+rdU1Fxfl9e+nGTCQLS4x0kyLTs9zPBFA7ZAsCpZ4UEFIBv0PZhjyEuiOmZ/mqI2hRfhDgiKoANnXr1//6aefFAoF0GoQrNPS0tLT01NTUwFbAalJewZkxGRmZubl5cFjTk4OEuq0tLRU00DNGng0KYMAWIPugWCN7BtrPyUlJSUkJMTFxUVGRi5cuHDFihXbtm2TSCRBQUEffPAB5ChaWFhA9Q+0XYl6xEBBVDs7u+HDhwNeg7favKk5mQ7TqY1a9Ehuhh0MEKbJtPURI0Y4ODhYWVmBPRzbepHMGmg1wDR2BMTqb512ZfyI6LeL453MmjRcixwgndJqksyKMJQk1KRPg0Rqu44BRvMFEb9GSo4rRfILvpEtYQdEZk06Q5DX29raYvgU3NZYJ8RkHrLs27e9FF/fvn37WVoOHDjAyd7ue3v7BWNGFSzwL541N7qXxQ9z5v31/HlrS8vDBw+bGhrBOdDUpNVqqcbGpkbsM9JxkMoD09GURhFBKnOsMWfc5mSZBGvEdBKjtUQ7LopwvBEYoaPbcylpiqIZhqFZWk9RDEUzet0zXbOxqcnY0Pi2ufkFpee0WpamDSzXwtAGmuL0elpPUe01W2nTEngxKPRi4EUA6dZ35vHodIjgjJzb8CMiJZ0OswUxLXWyDdUuk9B6vfC4/i2tZbPS5b0tCqxs6GOlr/UM36xlmb8NHqhZMwxD0QzNsExncCwaSKtFZ2W+Er8jvSllEb4+6IQLvWAePXr0xx9/FBUVof0jLS0tMzMzJSUFAPfgwYMArFgZFTNikpOTgVDn5ORIJBKJRJKWloY6NYnaCNMkrYYwI2ndg/LW4MXGJBpg1gkJCfHx8cHBwQEBAWFhYdCAcdWqVf/1X/8FQUWonoZlHtAmizVRMR1GZLKe0Nkgu8ZA4iImoOMCbIO56aKWYFgTCvAakHr48OEODg7W1tbQg7F79+7QmpVs3wW0GmoHYdE3JNegigCgixqiizrtipm1iE3/gxiCg0xIIfEasZJ8lWTW5khNShMOpmRxYOuoX9ubJTrC0Uh2LzoTUktBhzVZ0QlPWOS2xq4xZDZjv379LC37WVpaDh44YPgwm++trZeP/u6o//wSRwdpj16F4yc8v3VL4Pi6R7XNTVqtqeyPTkc1a/V6HUWZuo9THe9tSdTolF4hJJEgRa7vFLURhsz5NXkrjUN0MgT2aSkasQwUDB3DMJRW38Zxj69dK4yNPRIYcC0l+U1N9XNt8/PHDS+qqp9XVz97VPOksZHXUbSepvQ6Sq+lKR2lp/Q0Q+kpWk9RlI6itHS7u6WTgKfowslPoFPgJvEO1+jN+ruTnz/5juRKU5qSlqYojqLamhqMNQ8aNv4g/6Lrxemz/rp+41Vjk0GnxzfvgNc0x7K8iXX/rZB0yqlFM4f5IKdecg7W6XQNDQ01pnH37t0//vjj9OnT+fn5ubm52dnZWVlZmZmZyItBuwBIJcuZIlJnZ2dLJJKcnJz8/HyJRJKeng4aCBwhLS0NlBBMN0eKTQYYsQwI0mpk1vAI8cy4uLiIiIjAwMDg4ODNmzdLJJKlS5e+//77X331FXZowgJqZA4aSNiYvohJMVC5CXCWRG0EX4Bd6EUg6mtODjITvdPKIbAA9fmGDx8OAca+fftC8wGUqmF8/PHH5swa4JtsNUWybBFed8KskTWTsUSSWSNq40p0YXcKoKIYI8K0ue6BiPwuwVpErsl3QV4smgzMFRKHjrYQ0bvAvIJSD6mEmPSQAX379Ovfz7J/335WQ4Y4Wg8dP3hw9PeTjrt5lA4ZIuvR4/KSZX89qHqibap9WNPU1NxkEhO1Om2zTtvU3Ezp9fp2sBbXFSLxwhyUzXGK3EwEanRHHYD8/ZPTg2iqMIct+m96S1PwfxJAeZqmKZain/D89fKTtxSK5jOnD/t4/753j7Gt5XZaumL6jJ9XrCwJDn58svylluK1uha9tpXSsbpmNIrrTY1tGVqv1+koimFolqI6TFo4Ff0DQHf61PzyaYJliz72TrV7XKRAvNbrXjQ3vbl9q2zsOOmX3W4sXGisrn7RrOWgOwRDUzRN0RRD0xwFaaeUyYdI0bQez40Utc1nGlwm5w9yrv37lGj68ePH1dXVQKjv3Llz/fr1s2fPyuVy4NRZWVkZGRkogABYIx3Gkh2JiYkgTKNpBEdqaurhw4fT09NJsMZ0c3TvQRySdO+Bq4SsHAIWbNSsExMT4+PjV69eHRgYuHLlyk2bNkkkktWrV7///vuffvrpl19+aWFhga1yRfWbQA/BqiDoDHFyciKreYg4MqlgINpizSYs7SSCb2x2TnY9xzqr0KDA1tYWO8V89tlnpNyMTBnZNNm+VaSEkA2nRJAtZtZkdFGE1IDIVqbMRuuOlZ5ID7VIWTb3VotED3Kh0xgguZlIGBFZRMgF8/ey66wLASmD2Jnce8CsYUCY0QTWAy0t+w8aMNB66JDh1lbThg5NmDrl5JSpxZb98/r2ebx/n/HBw9b6uob6uvbCbI2NUPFHBw39AKN1lE6nx9+deUKgCFloYpjjMj4iuolomgiwSGWj0w0oiur0Kf03rTYReUbPsSyjpwS97q1eZ6yrMzY1VURH/RS//u3LF2e3bPlt+YpXpyqajx8Tfvv9ZbPurVZrrK55fuumsamppVlr0OlaaKqFolpoPadtYrXaFpZl9TStp9oDju+YhN4FzeYwDcvmkCcCaNECvNQx0bH9w2VpmtXpXzU1Pb94sdh5cma3bo82bzbW1rc26znaFHCFzwb9LgzD0izL0DRj+sfsTsj8GyHnFfzKcBbRmuod1tTU3Llzp6ampqqqqrKy8saNG8XFxQUFBXK5HJA6MzMzMzMzIyMDRQzMGgdRAlx0Bw8ehM2ysrIkEkleXl6+aWRkZCQnJ2dkZABewyPpsxZFF0EzQYsehhbRiw2NDpKSknbv3h0XFxccHBwUFBQSEgIySGRk5AcffPDVV19169YNbMsA01DnEiEb+XW/fv3Iyqi2trYQb0TIRiptXiKVrF49quMg0RnRHJvFkIVVoeOMvamSSc+ePb/44gvS5kGa9iDGSGI02kJEZPyjzkYn1j3UbUlCbY7RmKItSvUmCa9IPkaGi0iKQIkYam7VIDUQEViTzNqccZuzcnNmLVJCyBgjVuADD1+7Rjb4W5shQ7+ztnaztTky16V07FhNjx7KAf11cqmRoZnaOu3jhmYTocYqmkjUKIqmKPZdDJfksySBwg1oM/2ahCeGcETQZjoAuUCCgoiEilCS4LN64IZ/D47mOY7V008FXn/nzg2J5KeNm+R+fmxxsfHpkxMbN1/bsOmv+jojQxkbm97odA3lp3IWL8lYsli9ZevLR3XP7t1ruX3radUD7uo1Y8PjNw1NLx7Wvm7Wt+p0HKWnKT3DsHgVIrmgUxx/1zWS4Gg+F5K4TJJrchKl9Ho9TbXfWFAU16x9wbHPz54uGjEipXv3qt17/9LSrc1NTPt56jmOpWiGpdrLjnMUw5pUEJJQk19WpxgtovzkrRjDMLW1tZWVlVVVVVBR79dffy0rK8vKyiosLJRKpeDSAwjOyMiAfBYUKwA6oT5qcnIyGLGzsrKys7Nzc3Pz8/MBr1EGAXoOA0g6KiGofgBMowwCPhOscw1Qftg0QHgBzXrlypXgs87JyQGw7tq1K8gg3bt3h6qWUIgYq1oDcGOVVOhxjvFGyJQh8Rr5MonUZPdFsuEAIjiis6gLgah3wfDhwx0dHa2trcG916VLl48//ti8xSLoISRlRhJNwrpomRyd1wYhDdSI1wBkyKZhGZ52avwgl83xWiRxkOj8fwVrc0lEJIKTb/TPYI2yNRlmxFJ8gwYPtLe2mmBts9DRIXuKc7njcGnXrmdnz2m9fPkvbbOuqkr7uKG5qRk6dAChbv/V/R0660CZO2V5VGcZiaLt6Y6DxGvzbAvcRrTGfD1CCXnY9nUMwzAcw7AMY0qbZhmaZTmWe8Jx2j9uXUpOKV6+4lRwyMsrV4w6/YWEvTJXr3PBIVd27Pir8u6z67+nLgq4lXzkafXD6yUnWm/+Wbk/KcfFpXzVymxn5z82bKzem3RiybJf9yW9ftzQptezegrRzdwyQeIvrsGPhbwWEViLtjSfLEXArdNhpx44GkXTDMvQvPaxUdv0pKjkmM0wiYUFlZpu1OkNOj1LMQyt52iaoYip1Ez0IOOQTMd51/xvgzElmqL9g6bphoaG6urqBw8ePHz48Pbt2zdu3CgrK5PL5RKJRCaT5eTkZGZmpqenZ2VlAcJiPRBRQerDhw8D+4aNc3NzQa0GsAbDX2pqKoA+IDWk1aBmjfZqBGtYDwILyazhHWEZ/Cfr168HZh0WFrZz587MzMy4uLj//u//7tKly8CBA7GFHrb4+OKLL7BwPLTNxU6M2OMc/XzYMQDVDFHDXEdHR2ybS/bGJXuZm8M0idHYSNfJycna2nrAgAEisAaXNJimRZ48MsuxU6OeOWp3nsFoZWpBQKrSKHeQAoitWTFrkVgsgm/EUFSuHd6RXvgPMogdEWk0h2ncBqm6Q8ekc3wvZPSonOAFWltZW1kNHTLk28Gm8e3gb+2srSdZWa+wd5ROnHh0qFXulz3uRMe8vX3nWWNjQ1VVc2NDUyN0UYIcheYO7Kzj3a7+HXqxObnT6XTQ3Isk2kgeEYBILGNZVmQmMzckkEgtsgZzHEceimVZhmEZjqXb8/E4luE4jqUZhuVYjqGe6ikjJxgbmowNjcdCQ3+Kj3/Lsq8f1Ly8fE248FOmh9fdnTsaZYVZixe9uXPbqNO+phljY/ONmGjNwgXGO7fZtIzk7yfeSdxjKC1L9fapUqnfCjxD6Vh4G5PvjbwK+BcuAVfi9CO6HJLAwpUzHcks1VF8IOGeMqVicizLsTTDMBzHcTwn8MwzSm/U6u5v2ZT+xWfXJk9+fe7c66Zmg44SOI5jWZpmsHh4e9Ym3WFS6RSXabNBmSkzDMNA69uHDx/W1NTcu3fv+vXr5eXlBQUFGo2msLAwMzMzJycHCDVqzagpo7IMy2CpBvUDwFoikeTn5xcUFACzBtEDjoPMGrPPya4xWN0JtGkw7SGUA4JjRZFDhw7t2rUrNjZ29erVS5cuDQ0N3bRpU25u7rp16z744AMLC4uhQ4eCGAJtmLDZKS4jakPvGKTYZINzkb5BtsHFAXbeTrub/y8H7GtjYzNw4MDevXt37dr1o48+IlvfYn45gC9JuvFVsv05ucH/4LMWBRVFNTdIhRoHmU1OridDiyQRJhVkEYk2x2gRUnfKrDsVwUUbd8qsyTeyI7rGILm2srKCxm421sNGDrNdNeH7zAmTlP0H5vf85s6GTUaW09fWNjx82NTU1NjY8LihvqGhoaGxSdssdsuZfm+YfiauiE9WeyAziUVFfPRmuYUILoTDgEWQImHL3IQgWtmer8GxJGpDRxqW5xiOZRiW4wSW5ViWgUyOZy287u7d22XlL+ofP6u8nx+46OLGjUa9zshzRp3e+NdfV3bt+nnBwprkQ+kBC4x1tUZKb+S4t48bfg0Pu3P40NsnT+rlcsniJS9uXDfStDIi8npystFg4Gg9y9Kms2JJ1O70Esh5yPxKyUfzGYvuoPaIZziWa5+geI5mWZZjOY7jBI4VaPoFRb2qf3RxcWD2J59c9fAw3rnziqIFvZ5hOI4zcCzLse05jBzNcqYbBXIywGU9YVYhpw2a0GrgL6e5ubm2traurq66uvr+/fuVlZVnzpyRSqX5+flFRUV5eXlZWVlZWVkAr5B8CN5nWCaL50FEEXaBgGReXl5BQYFUKi0sLATrHkAzHA3RX+SzhmQZfCNsFgMyiMgrAvCdlJS0a9euDRs2BAcHgxKyadOmvLy8mJiYDz74oEePHv369evevTv2OAXvBDqUEbK7dOmCXRmhH2P//v0HDx5sbW3t4OAAbXBBWcaBGA3k2oGoFAR4DS+RgxRMkHSTA1JjMOMcmDUW3hPlIpLEmUw3xy0RskXjn5g1itRIq0lQJhfIuhzmtUFE6ofDOwapSyBBFmEuuWxHJOC86/jkmk7BmsR9lK1tbGyshllbD7Oxgsu3HmpjbT3czsFn1qyYceO39/pGNe77ZoXyVUNj450/m2rrHtfVNzU0ND5u0DVrtTqtVq9vbNQ2PG7QabU6nVanbYYbaIZhKD3F0Kye0lM6imqmKIqCRobQwlzfrG9qbNLp/q65qdVqtTpts1bb3NzeQlvXpKX1lF4H3jeapZmOd9w0y7fzXhK4RbSUJNGsCQd5nmfa0YlD4EZwNGE0iewMxzFPOZa5fSdlydLi5SvVCxdJlwa9+OMOf/XahcOHm4uLa3OyU+bMbczIaLt4PsXH89buvQ0lJfXnLhjrG65GhFWmJr992nYnPTV/dejb5qa/7ldmLguqzJO8FQSeojmG5ViO5zmOYziO5XkezojnGYFlOY7nOIFledNlUQxDARlvn3E4cWI3D69xLMtzePfQAetZhuFYmgdcZfn2aYLjmfZ5gmc5ged5nhd4tkUQWhn6OaM1Njy+uGhJ9sefXl281NjY/Fyv5/QMzwscz3Ecz7ICvClnGu3nw3Acw2KyJsW2L1Gm0lrU3yEKiqYpnU7HcKxWpwX149GjR48ePbp169alS5dKS0tzc3PlcrlUKgVqDCYQsH8gth45cgR5MUQUYUvQqcG0B/ZqUL0LCgpyc3OBTWdkZIASAjIIukrIanxksgwk/OtFAAAgAElEQVQya/SBIGTDBpDfuGHDhpCQkFWrVi1fvnzjxo0SiQRkkP/85z+fffZZz549u3btivl+aKWANUC0kWIjvwZLH/j5EHaRAsMj/Pyx2oSoJwk5SLzGpyJFGx7t7e0HDx7cp0+fL7/8EpIYEamhvgfiNUmiRWVARFX6RNS7k7ZepMN6GNE2Fxg0CdAkNOMC2q7N1Q+RHwMHPkVdQgS7nUI8KVWTRhRzmCbh2DyS6WjqqEtC9jCbYbZ2tlZWVjbDhtna2oxwdPSaO9dxwIBh7/2rKCrmrzt/GhsaXjQ2PtHqDE1NT/VUm15vaGyi6x/rmhqatVo9RbM000ozTzieo/X65iZdU7O+sYmjKJ6imWYtq9UzTc20VqtratI2NtfX1dfX1dfVPnr8uK6hoaGpsUnX3Kxv1uoaG/XNjVRzE93UrG9s0mt1NEXrdTpKR1E6mqFomtLrdVqg16akQj3LsEw7reZEvBIfeY7jeZ4zASDH8TzP8+2I1oHJArzwvIAA176aZziGMdDsK5ox1j5iKiqY02eMtY+NjMDeui3duFG6NkoWHv5baprxwYO3zY21paXKiEhpbOw1lfpNfYNs2dL64iJj25Nfj6SkrlplpOmnt27lrQmrKzlq5DiOojmW5zgBzojnOdMjz/Pt0MeyPFTbAFA0iekcwzI4rcAOf18Oz3E8x/Ic9/fV/X2R8B7tCeEcx8MnxPMCbxB4ged5AY7FcQLPGgRe4AUDo39J6Y1/3v1t3rz0Tz+7tirYWP/4BU0bTJ8Sy3I8DzMKi2fCclz7/QvWSIF0R0K0MQU1ab1eB5+5Vqd9VFtbW1f3qKamqqrq/v37Fy9eLCoqUiqVoFqAypyZmZmamooUGKt5YEcuCBiCMw+8H5DiCFnpwKxlMllhYSFkMEJODejaaAghRQ/MRwfCjsVXoVAUSi6k0n3gwIE9e/bExsaGhYWtWLFixYoVUCJ148aN//nPf957770PPvigd+/eZCtqzCVBfg2PXbp0Abzu3r17z549oWQxkGsINpJ0GGGXxB8sxmkO1iK1BLAe1RWyx66jo+OQIUP69u2LzJosyYRF9ci6H2RZVPNqfP/uWK6vExkES+6RJhCUPkQCyLs4Nb5qrlGIqDSJmKKI37sIuDle/zO4/wOzJpUQEtNtbW3tbO1sbW3s7ewc7R2GOznNmzJthIXFiE8+OXfgwJuHtVzpyca8vNuHD5/ZvOnC1q3F4RG/7t1zPyvrVl7+1bLSq5cv3q+6z2i1zx88+Ovqr68q/3z+8OHzmtqXNY/+evjwdX3927q6N/WPjfX1b2ofvWnWCg0N9+/c+ePm7zX37lbdulF962bDnT8bbt3W//kne7fySc3DV/X1L+vqXjc1tTY3aZsa9XqdvlnL6ChKp6VpPUPrGZpmaD1PUyxF8QwrsBzLQMknFuG1A01mOR7EDcBlTmDZdthm8YHYBY+ACM7zPMszLMfyLG9guScM/VLgXgr8M5ZrpdjnLbyxpYW/c/dlbZ3R0PqM5Z7QnFFoeV1X3/rggVEwvGjW1Z2u4O/cfssbqo4e/12pNPI8e+NmalhE3blzr3meYxiOEzjeAJTaBJLwL98+n3AszzIcz/EczzMIvyzNMYwJpnGYoJdjBc7EmE0XYhI3eBOa4ks8zwuCwAsGAGpBEAQBEJvhOFYQBJ5ln3DsG5329amKC6PHKrt0ozMzjbrmZzqdwXS6giDAAWFfWEmSd+T4gNocx1IUBYSfpRiapgVBaGpqelhd/aj20aP6upqamps3b164cEGpVEokErlcDqFFSBAHCgzYil46gEuA75SUlNzcXKTh+fn5OTk5ubm5EFQsLCwE819hYWFeXh7oG0ir0Q0CAI11UzHpBqo7AVhj7xiSWaPFe9euXTExMeHh4WvWrAkKCoqPj09JSdm0adNHH30EDVNAswaYJtH5XeI1BBvBfw1tm2xNjb6wSTlKGSRkk8IIKXqYKyF4HARr9Pk5OTkNGTIE1BsRsybroIokafNqTeZ4jaj9TuseGj/MYZr05OHALUXRRRKsHQmPsyiQ+P8A1uaq9P8VrGE9fFv2DvYODg6ODo6wqYOdvZ2drZOTw3AHxznTZ4zt33/OJ5/eCFxy0tauYtC3p3r3qejbr6x377Levcu/+aasZ6/ybyxK+1nmDrWOnDp1zcrl2zZvUmZmnggJVfUffMHG9ryd/bmRIy5OmvTbnHnXPT3+WBRQGRryaMP66u3b7qelMb9eox4+bKiqaq2rf3av8tnvv724eKWt4szT8oqWkqO8Ss0olHq5oiY3p+50haHxcXNtbXNtLfO4gXlcxzc1tDQ3tTQ1t+n0bTpdi07bqqd4ndbAMQZB4HkBVFKWoVkGqsAB8rZjM8+2iwMcx0EojGsPpkFUkeFMOivLMCxDm+Cb4TiG4znARI7heJrhWYZh9DzLGDie5xieop8y3BOa5vQUSzMMzQoU3UZRTxnGoGcMFPuK4Z7STIueekFRzyiqlaKe6fRPmhqf6nUCTXMsz7MCxwKLZttvA3gagJvneKCpAtNBYuB5jufhGSsIrCCAfgJ4C0DbwvMGQHde4AQAcY4TWI7EYlA6BE7geJ4VTMAt8ILQYjC0GAyCwWAwGAwcxwmcIHD8Uz31hhce7t2f3+3Lo1bWBrXa2NraRlMtgmAQDIIgwLHhOIjd7ddiOmlUYziGBWkLlBCe5x8/rq+svAsdyh/V1t6+ffvKlStqtTozM7OwsFChUOTl5QEvzjQN1CVwAHYfOXJEIpEUFBTIZDJQqwGvgZXn5+fLZDK5XC6TycATAiYQZNYA2dh/ALVvMukG2nqhYA3vjuwbRG3Ii4mKilq9enVYWNjy5cujoqKSkpJ27NjxySefdO3aFZIVu3fv3q1bt65duwLFJsUQ1KxRBunevTu0QgXzNbb7AiwWmfNIyBapHP88AKwxswatJsOHDx86dCj2H/joo49E4oYo0kiOThVq893FzNqaKI5KFvIXlasmI4fm8UZbs4p3pPHO0WyYyyDmDr9/RnBzaRt3FPF6Eqbh7ZycnOA/B3sH/GodHRycnJxGfzd60oTv502bOmfgwP3DRygtBxT1H5AxcECOnV3qt0PShg7NsbHNsh6WPmRoprV1uo3N7uEjvEeOnDR+/LgxYyaN/m6F44gd31hKvh1aNuq7X6bPqJgwoXjEqKLhI2UO9tlWVocGDtz37ZBlX/W4IZEYGfqvmppfd++9EBhwzdPzp+kzTk+eXDZ+vNJpeJ69Y4q19b4hQ1d/2V0eG2t80va0vs7Y2GCsrjLWPDRWVxurq40PHhgfVhurqoyVlW9ratpqHj2+f6+upqb5caOBZQ0sw9OUwDIGlm1hmVaObWXZNp4zsCyPCjXLtXBsG8e2cdwTnn/Cc20c18qyrSzTytAtDG2gaQND8zTD04zAce2wDoj/tzpMsxzD81w77OgplqIYmqVpluMNDMPReorTMyzFsgzP6imOYjia5SiaoxmO4QSKauFYrl1t5zjGJB5zphsAjuFM4AyclOd4JMWcSWcAHBR4XuC5dvmEFwwGgyAIAm/gOZ4X2gUfgRU4gRd43sC1E2eDwSC0Q7iBF0D8MAE1xwu8AWD3b9LN8gbewDHsE4Y1NjRUJSZmfvVVmbPzi0uX3rDcE55vEQxwTMHQLqQYeAPPGwTBwHHtqM3+fesAIQQOyufCqTc1NVVVPXjwoPr+/fv379+7efPGhQsXjh49CtKHUqkEHQPigUiByfLTJK3OyMhQKBQymaygoEAikcCOgPV5eXl5eXkQXSwsLIRt0NVHEnaUNTATHW0n2JgRwBrCjwjuKJJA5ZDw8PDw8PCIiIjg4ODIyEgonQqZ2TY2Nn379u3Vqxfw666mgVI1IDUGGMHGBzFGsF1jDVVAYdI03amQjdy5U08I7jJy5EgoQkLm2owZM2bkyJHDhg3r378/dPYC14c5U/53Z/FDc9Qm3SC4eycBRsx8wQVzc55tR4se4ninnBqHiM+KCPX/swwiQudOmfU/vJ2jo6ODo+NwRycn0w0Rzp8Tv3deErhoUO+e2dHRl5evKvzqq2w72zUTJiyeMnnB5Mn+kyYtnOy8cNLkQOcpgVOmBE6dGjBjpte8ed4+Pq5u7p4eHvNnz1k4fsKq8RNWjx27wt4+PSDg502bS1aEXIhZ9+fOnZU7dtxLSLzw49bzqannlfLqE8ez585L62Nx0trqnL39z2NHX50x7Yan55+LFz1YE1YTv/HBrkRt+annTU26n3854OmZ6+Ge5zJXMnde1syZOXNmSd1cpC6uBV7u26dPe3jq1MtnT9sE4RnFPHvw4Pndyhf37z2/f+/l/Xsv7/756s87r/688+re/SdaLQtiiV7/VK97VVf36v79v+7efVNZ+fbevbf377+9f/9t1X3jw4fGR7XGxw3GxiajjnrNcQJFGTieZzme5ViaYSlKoGkDzQiUntNrOb2e11OcXm+gmVaWM1BsC8238oZWQ6tBaGvhDAZOYCia09OcjmL1VHtlPj3F0zSrpzgwaUAxjY79wFhC8OUZjud4EIJhoHoD2jQJqQahVRAMKG4I7XgscIxgkj7+VkV4nhN4A8e3sAJsJHA8L/CCgRP4ds2lHb5bBIOBFwyCobW1xcBxz1jWSNF3IyLTvux+fOLEl3/++RfDPuGFthahpcVgMBhaWloMgmDgBIOhVRBa+HYVnCeLXIMhkqZpOJmHDx8+eFDV2NhUX99QU1Pz22+/nj596sSJEzk5OUCBQdDIMQ2IK2JQkQTrAwcOSCQShUIB8UNQOYBWAysHxx6o1QDWkFkDzBrmAHhEBRwe0dhHtnaEStbmYI19avbu3bt27drQ0NA1a9YsX75806ZNCQkJhw8f7tev34cffmhtbQ3tmXr27NmjRw9Ijfnqq68wO4a07pE5MiCDALMGjjh8+HDMJhelL5KDDBtiNrkosxHWQPkRLBoFJUdGjhwJeTEA1iIfHkrVH3Y2OmXc5I7vtO6J7NWkHm1jVpLJ1qwngGiI0JNU9En4FoH1u7gzOQF0CtawTBJ5jPmSkQSYSB1Nxh1Hkz1+xIgRo0aMGjF8+HfffTdn3hwfb58B/SyHDR54SZJ3LTTi1Dd9sgZ/u2LKFJ/Zs1xnzPScM3fe9Bmus2a5z57jOmuW26zZHnPnurm4uri4eHh4eHt5zff0WuTj6zN71iQnxyBvT9mhQ0fTM3N3JEh3787Z9mPGxg35O3b8rFKd0qhLlHJVVqZi166fDiRdO3zoRmrKtSOHb2RlXM/KOpOUVLp7b+n+A5p9SRk7dmYnJmSvjYq0HnZwxKhDDnYZI0cqp01LdrTbNaD/rkGDdloN3ThqZM2x48+12uZHj4wPa2RjxpT07XvCwqKsb5+jvXsVfd2j+OuvFT16HB4w6Onde6+ePmttbTUw9Jv6umw39yO9vyn9dshpm2HnnBx/mTD+6swZv3t43AxYWLkq+H509MNtOx4mpzee/9loaHnZ1va0re1p65O/nr989ez5m7a2t7zhdWvLS543vnhhfPHS2NZm5IW3HPeWoo2c8LRZ21D9kNNTrQzXRlHPBf5t25PXLa0vDIYnAm9g6Vaee8ZzT3n+eVvbs6dtbU9aW9vaDC0tLa1tgtDCUDRHMwLLcTTD0wxH0RwDKYIc+J9BBWZommdZgWMRgVmWFVieYzlBMAhCC88beE6AotImNOd4XmA52IrnhVZBaGFYnhdaOIghwuAEgUPFghFaELc5g2Aw8AZg2c+0emN17Y1FS3O+6FYxz8X4oOYlb2hlmRZBMPDt4kn7+7ZLLpwgcILBwLGcgRfarTsUy1CsIAiNjY2QSl5V9aCu7vG9e/fOnj0LAkV+fr5KpYL8F7TrYeoKFPTAJMPk5OSkpCTQTGQymUKhkEql4PfAzHKg1QDWIIPAG4EVBI+PRbHR/4d1+DD7BkpEQUlrQGcEa0xzh2p/0dHRISEhkZGRQUFBMTExW7duzcrKmjp16ocffjhkyJABAwb07dvXwsICshl79uz5lWlATiOmMvbo0aNXr17fmBqiQnUnCDCOGDEC9QpIaBTVOMVyHySak+tHjhxJrsRCUVBPFUqqjhs3Dnvm9urV64svvsAExQ87JjFinoto4cPO8mJEunYnDXMxukj6QEipWiR0kFoHSagRqUkqLQJNc0nkXcMcxzuFafMFci9EZ9K18zdMjxw5atTI0d99N3nSZF8fnylTnbt0+WLatGk/nzv3s1wp9/U/36evYtiwVVOnzps6de6cubNnzp4zZ7aLi4uHu8ecOXPmzp3r4uLq5u7m6urq4e7u7u4+38d3ymTniRO/P3z40IVz59QKpaxAWqRUq+WFGplMKZXK8nLl0gJpfr5EkiuXSjVyqaagoKRAWqZSqSS5u3/8cV1YeNDChe4zZ82bNnPWlKmTx413mzrNc/To1RMmxk+aHDt27A+TJu53dwu2Gebbq5dv795uvXouHT3KZ/yERZ5ewUuX7YuM2jFylGzsuDOz55yeNet6QMDD1atvL1laGRL8+/r19T9fqnnwUNfc/KylxcgJNfmF14KDr/v63vTy+tXV5czkiaXjxxR9N6LQwT53mE2qldXeb4dE9em3Ydp0/Y2bj+7eY5qajAx7Nzv3t40b78XGVEeurV4X9zAu7kHE2oerQ6uXL69ctPimn991P/+fAhaVR0ffPXH894pTfxw79kCl0iqVbHHxiws/vfn1N+PdP433q4yVlS9/u/ryzh3q1u26yruNDQ1avY7W61kd1UoxrwT+Bce9bml5bWh5aWj569nzl0+ePjG0vGx7IvC8QRDAAPKiteXlk9aXT58+4XkDx7QJLW1CS5uhVQCRmzMYhBaWZgnHC8dxvCAYBIOBFwSO5zleYDnOIBhYjmdZtl39ALm5XV9heZYRWEbgWJ5lBUHgOZ5jeV7gDQaDgWL+YrlnV66qRozS9Oqt25Vo1FLPabqNZw0CJwg8ADUgNsdxgsCzLMtzvMEgsDRlENrjqDTN1NbWVj+sflRTU19fX1VVdefOn3fv3lUqFVlZWQUFBSqVSqFQgBKCQUXAU7KiKcT0Dh48mJqaqlAoAIULCwthAZQQROq8vDx4CaKLMMCrl9FxwGSAMghqIOnp6VitCZg1ielY+wmM2Nu3bw8JCQkLC4uMjISFDRs2ZGZmBgcH//vf/4YyD/369evTpw+2qAbIJitcwwCkhqa6kHKMeTHQ9RyBlSxXjeyYrMZHFlDFciKYtg4bQ5cDKJYNC99///3o0aNtbW0HDhzYs2fPLl26QNVTGB92rBDS6fjwww8R3D80lX8iKbaYWYsa4JLGatvOijHhAil9iIRmc92DpNj/f4aDKWJJAjT6897F1h2J/gMoUUElgTGjR48fN8bFxcXf33/QoEFffP7Ztm3bfv754r69eyMWLT4wz+Vsv37qoUNjps/wmjHdZe6cebPnubi4zJ0712XePGDTbq6u7u7unh4ePl7e7u7uo0aNWui/QCFXlJaW5knysrNQH8wpKCiQFcoUcrlMViiXyRUKpUKhUKvUKqWySK0uUqk1atXx4ydOnjxVcerUubNnz587V1Z6svRE2YUz5ypKSkoVCk1u7nGpVJmVdXD79kM7th/YtnVbTGzWoQNb49atCFzk6+0zYey4ETa27hMm7AoLO5aaujM0NMbff8vy5RE+3ptXrkzbuSPj4JHs9KysjKykPft2btysycjWXbv68uZN441bry9ffn72NK2WV6clV+7fX5m4u3rf/nu79/x5IOmOtOBmebksN/fQrsSERYs2Dhqc27v30R49NF90UX36mfyjj+Uff5L/4YfSTz6RffKppmvXkq975va22D9i+AbXueHeXru8vY5MmyabNFk6bpxs/ISCiRNl06dKp07Lm+wsmzVjv7PzbxmZVZcvXf7550sXL12/fLmqvEJbcvRJeZnh2HG+pIQ/erS1rKyt4vTLXy6+vv3ny0d1LXodT9OtPPec1r+oqvrrxs03d+++rq016vVGPfVXs+4lRb/m+Vec8IzlDTTT1trCMBTLUhSlpymG0uppnZ7W6li9nqX0PE1zNMXodQLLcjzPMRzPcgLDtHA8TzOcTvecYV/o6dcUYxSE1xzfynAsDSo6w7OMQNFt2iYjTVHFxerBgwv79GEKZUbB8ESve2LgDQIHiZeUXsvQ4PdgBV5gKIphKI6lWYZiaVrg+MbHDQ9rauofP35U8wiaCVy7du3MmTPZ2dn5BfkgOgPIYsEmRFJARlSWoQYeGjxABgGkRmaNMUYw7QG5BuseIDUUD4FSqzAAhcleX/impBuEpNXI9CGDMSEhITg4GDTrlStXhoaGxsbGpqenr1279qOPPurTpw/0zIUC1tCiGtG5vWO1hUUf0yArXEOFEBKpyeYvoo4E3xMDVuICWQ4bn8K+ZE+ZiRMnjh8/ftSoUTY2NoMHD/7666+7dev2+eefI16TXQigfh7UCcEFErXJp2SueSc+azLAaA7W6MYjNWvS5twp7TUnxeZg/T/ieKcHEb2dPVEiyvEdzF3keEcRasyYsTNnzggMXDh16tRPP/1swoQJarUqIyNrXVz88uUr1ixeesDHv9xyQPGAQdsnT106b667i4vLPFdXV1cXF5c5c+d6eXp5e3u6e7h6eHjM9/WZNtV5woQJW7f+eOpUmUqthjAOpJmRSWJwTwpcRqlUqlQqjUqlVqnV6mKNRqNWq9VqtUajUWs0Go1GrSk+fuy4Wqk+drT4xImjZWWlZcdLT5efOnPy5Omyk8c0mvITJ375+cLlSxd/++23K1evXLv669XLV3+qOH2mtLTi2PGTxSWZh48k/Lh1z44d69auXRYYGLwqeFHAYi9Pnzmz5zja29tZWfm6uqxfE7p6wcL4kNUxy5aH+HhvDwvbtGJFXEDg+kWLw728l8+dO9XJ6TtbWyc7uyED+n9va+fh6LTH32/7rNnLvh3i2fPrYDu7LdOmBdkMWzJ0iEcfix9nzChYFXLyx+1/lpSUS6XlUukOH+8Ntja7Bg7cY2mZNHBgqp3dnsH9DwwbkjbCaWMfi6BePfcsDDiw6YfQVStXBi2PXhGUOP77wt59TnxjcbL3NxUWfSos+pzu27ein2Wp5YD9Fn1/2bL1/k8Xrl+6yFRW6jTqdEenn8ZNuDRp0oWZM39bubLu8JEGlVpfUcH98kvLH7ee1dY+52ie0vE839rW8uLF87cvXxlfvzG+/OvV8xcvnz172fbkzZMnxrY245Onr4QWcHULDP2E0r/meKOhxdgiGCm98d6DF79cZEqOVWuKXzHMs5bW561tz562vXjy5M3zF8aXL4zPXxgZjsnJLbKwKOpvSZeVGd+8efP06dvXb4zEePnqVVtbS2urwWDgBZZ7wnGtDMPrdPq6+obq6qbHDfX19ZBQfvXateOlJ2RKRU5uLsAokGIILUIKDNZawlwYzPPOysoCQi0jBiTRgE4NkA2AjmiuUCggKQbBGpNiQO7ArMU0YgBYQzpMUlISSB9Y+AmeAvXesWNHSEhIaGgouPdWrFixZcuW5OTkgICAzz//HGpVgwwCYA0MmsRrAGsg1LA9lN+ztbV1dHQkkRrB2tnZGZax15eouSKiOYnp+EiyabIZzfjx46FtLsggkHv52WefQYE9sroe1js1XyOqZC2CbHHVPZG9+l3M2r5j+xWSUzsSdZFINo2ucnPO+w/EmTyCCLVhkKo3eSbmU4J5PhKIWXDX4+zs7O/v7+np2aePRZcuXaKjoipOnUpKSlq2LCho+YqQ4JDwFSsT/PxKrKw0/QYkjhgTNH2G5zwXVxdXFxcXd3d3V1dXL09PNzc3Dw93Hx+fsePGenl65OTmniw/KZHkZmdnS6VSIC8Q20GkLiyQygoLC2WFMplMqVQqFAqVUqlUKtVqDcC0EtYqFAqFQqlUKxRKhVyhUCiVKpVcqVCq1FJpoUqpLNIU5eVKFDK5VCotlMnypVKFQimXKdQKdVFRkVqlUioUR4tLzpw+88vPv5w9c/bC+QuXLl/++edLFy78cu7chcuXr2RmZiUlHchIT1+4YIGPp8/KFSu93D2dv/9+zoyZO3/cGhcd4+Pu4Tp7zuxp0z1c3YKWLvX28po7e/aEsWMX+/uvXbUyatWKH8LCtsXFJGz8IWHDD2pJrjw7W5KcnLJ3d0hAYNiy5SFLl8VEro2PXBuzYEFqSHD+qlXK1asLli9XhISo1qzOXbo4f8XyrCVL09esiVu40GvWLD/f+Ym7EnZu3FAQGlbu6VM2c6Zy9JhcO/sM62HJg77db9k/f/RYqafXfZnivEajKMjfEBKy/LvR/v/+d/x/Pj74da9CG7s8B8cDQ4ceGDokx8FBNXbsCefJJXPmnoiKaLx88ea1K1cu/fL75ctVZ878+uPWO3Hxd9fHV8bHV8bG3l0bcysq+kJcPH3uZ7q2TtvY0FZfZ7z759OjJdTBg/U7t91fG3Hdy6d8snOKvWOUrX3TzRuMrlnX2Kh9XP/iUe0faWl39+3Rp2fqEnYbDx9+tWzZte5fFQ0dWpWSdv/0maNyha+3T1ZmlkatrjhZduvaVb6m+mV9vVFPG3mDkeeNzdq31dVvah7yVVVNNQ/rHj2qvFt5r7Ly/IXz6RnpObk5+QUFALKYDg4wiqE/TC8Eip2UlJSamgqih1QqBUoOcA9rsBQqKCq4DWggUMgJq/chfweMxs655FsfOXIEBGvg19i5ESr/gXgCaL5t27bQ0NDVq1dHRUWtWLFi7dq1e/bsOXLkSGBg4Oeffw7Vifv27YucGjt7kS2+oBkIdmUEIRdoNXY9J1kwgjIsIOAijqO+AQOWgW5PIgYQauzTOGbMmOHDh1tZWVlaWn7zzTdYggot4TjIvB7wvWDRVLK2NZZRhQHY/X9j1uSjuTfOnDub287JR3uzTMJ/4N3/wMfNt3EgbXmmE/MMJ0gAACAASURBVHB0dAQqDeoHwPSkSZN8fHyWLFni4ODQo0cPPz8/mUwmlxXGREdFRETGxMQsWhQYGRkeHx210W9+5sgRWUOs9n43PmT2HK95Lp6ubm5ubu7u7h7uHu7u7m5ubh4eHhO//z48IqK0tFRdpMnOzcnNyQUSVFhYCD8JtEYVFhaqFEq5TAa0Gpi1UqlUm4ZGo1GpVLhSqdIoVRqNukitVqtVaqVSqSkuUhdpVCqVSqMuLi7WqDUatVql1qg1JWp1sUZdpFGpVSqVUqUqKi5Sq1TA4ZVyhVwml8vlcoVKoVSrNUVqdVFFxZmzZ86VlZWdP3f+8sUrF8799OvV38rLTibuStixfUdhobyoqOjEidLz5y+cv/DTmTNnT506VVRcnLRvv1qpkuZLjhZrSo8fVasUuTnZyUeO/BD/Q0RY+KQJEyZOGOfp4T5v3jxXF5fpM2aMGzPez9M7YePGoxKJPD1DkZGlyMgsyc0pkeQWZWeXq1QVxSWlRcXHSo6Wlp1UKJTlJ0/evfbrg18uPrz4y0WFUr53nzIp6VhKav7OXVF+/jNHjt4SHbt4YcCggQMjQkN3xq8/EhsrCQ/fPHny/G5fBnzxxcZBA2QTJ1ZMnXpixHD1wAHpFhapU6eU79+Xl5J8oqT4fNnJSqU6bdC3mq97nurT59Q335zs/c1Jiz7HBw7Y239ArVRmqK17/OCBcOuPPHePotGjjw8dWvRN76JePU8Ns7noPPXa4qV3Dx68VKxRKWT5kryCzKzbMvleR6ekLz6X9eqtHDDwhK3tNRub2z2+/qNrV/k33yROmTqmb79h3w5ZHLhovqdnbFDQGmfnw3PnpU6ZljtrToGHd66bR6GH+7ElS1J85zedP0/V1Ny7e/fWrdsVFRW5ubm5ObmApAUFBWDkyM7ORmaNAgUgJrDsw4cPp6amIkuAGzgAa6DPZFwRwBr+LGEDyJqBw2aZBoAyCCwwKyCdh8AjzBCQuwiV9kgTISwDs96yZUtISMiaNWvWrl0bEhISGxu7Z8+e9PT0sLCwjz76qGfPnsCsUaGG6nqI1MC4wfsBFechEcbGxgbsethFF/vhinrjIl6TOC5q3iji1Dhwx0mTJo0bN87JycnGxgZKWkPryB49emBlVxxgGMfSVJ+bDRK7YRlB/JNPPhEza/O61YjX5rY8c5GahGMYmIzvYCYimxvszNm0+V7/4yBZOWn5QAfl6NGjQX5ydXVdunTp5MmTP/3008mTJ5eWlv7888/Z2dnQPHRtRGTYmrCwsLDVISERq0OjAhdvdp6y5bvRcZOcV7i6zffw9PLw9PT0dHNzcXd3cXWd5+7uNnXq1BUrVpw5c0YqLcjIyEB0RjZNmljlpqFQKJTthBoED41arS4qKoIFjWmoVCoAcVjQaDSwDWymIgY8xeMUFxfDxnhMXFap1EqlSqVSIfkCVgU/Y5VKVVFRUVpaCgeUy+UFBVL8ecvl8mPHjinkCmB58GOG4hJpaWmx69aNGjXKyclp4cKF/v7+8+fP9/X19fDw8PTwWBsRkXrkcNK+vYcPHEg9cjj50KH0lOTsjPSM1JTU5BQsrJydnZ2enpF6JDkjJSU3LV2elyfLlUhzchX5+cfVmhNFRRkpqeuio+Pj1m/duvVAUtKWDT/Eh4fv++GH3N27D/+wIW3jD0eio/asWLHdz2/D7FlxU6fEzZyxP3S136yZgf7zly5ZHLJy1a6YdUdWrcpbteqAz/ysxcuylwQdi409te1H9dYft4Ssnu/m5u/pGTxnXsTgIdsHD9luZb3JwSFh2tQkX19JeMShkNCV81yXLVwQELDQ339BaMjqjSEhP7h57Jk2PX/GzOLpM45NGF9hY3Otr+Vv3b4806Xr6QkTK3NyH/1+/cHdP2tu/6E9U5Hx/cTMr3uoevTU9O5T8u3Q0uEjNcNH7O7TZ9EXXSuLStqam3+9cuXcmXPZ2dk5uTkFBQWQVg7uDay7BNFFrOABNjvoSp6ampqXl4dMHP/kUAbBJHVcwFeVSiX4AjEjJjMzE1g8Flwlo4uY3Y5uEEBqhHUk40C9Dx8+vGnTJrCCRERErFmzJi4uLjExMT09PSEh4eOPP/7Xv/7VvXv3AQMGkL49aD6AYgiSa2wZ8+2330IujJ2d3fDhw0ePHo3xQGdn5ymmASRa1M6cVEJwvUgMMe90DrmLtra2VlZWgwcP7t+/P9wNYCyUbEsGxpXupgFQDv5xMIwjmoOLnDSVf/7552KwNq8KYp5KjjIIStUA3CKIRNkB8oVE0NmJ8NGRd4vyQR3/1x4SnDNgSzgHqLw1evRouDOaMWPGkiVLPD09e/bsaW9vn5ycfPXq1aKiou3bt2/ZsmXTpk3r169fGxkZGhq6du3a1atXL1uyNMDDa9U81+AZ05fPnLnQzd3T3cPdzc3Dw8PDw93V1cXFZZ6Xl9f06dOjoqKKioqys7PxBhNvOeFRhNRAq0HoUKlUCKOIxQCUCOUkIheZkNo0VCLIhoH7KpVK0QRA7g7voiAGRLGAyqGAAwPTKMhHABHIcNu4ceOcOXOcnJz8/fx8fHx8fHz85s+HG5HwiAjsCHXo0CE0fmUQMA3VhbB4hcT0BoUmD0NBQYFarT569KhCodBoNBKJJDUlZeOGDft27yk9fvxsRcWvly9V3vqj6s6d0yeOZxw8IMvMOLx794boqF3bth45cjgxMXHnzp0b18dv27Bh27p1HjNmxq1eExscsjkqOnnPnoOJCTJJXmG+tECSd7Kw8Hep9Epa2pXs7EtK5Xm1uqKoqDArS1MoVctkF86fO11x+tixY79c/PmXC+eunqqoOn+++vjxeo36sVRad+jgg/XrdLExv40Zc+zrno/WRt1ISck9kLTjh3hV4h75ylXHfLzvrFlzPzbucmhY6eJlEk+fDB/vnNBQSUJi5Y3rD+7dU8gU2dnZEBjMlUhycnPh08ByptnZ2YDLgNSoSCQnJ2MjAhCg8Q+PzFFETg2sAiIo8O2DfRvRH4eIKaNajf6TJNM4dOgQhh/J8k+Qgx4fH79q1arIyMi1a9eGh4evW7cuMTERpplu3bq999573bp169evH2IZmalIoja2PCfFEAAoR5NyDfYPEmpF6jM+BVAm2+ySnXaheSP2NXdycrK3t7exscFGgNClBEwsGBe1IAYZJgVtB1pNwoCZiXQokvT8f8WszQOMIic10mrEaGSyZIKQeT6+SB4hXxI9/d8PnA9IkRoNks7Ozr6+vosWLXJ0dLS0tNy+ffvNmzdPnDhx4MCBhIQEsBOtWbMGYHrNmjXh4eGLFy9euGCBv+/8Rd4+QS7zgmZMX+Di4u3h6eXl5eHh4ePj4+Xl5e7u7uPjM3fu3ICAAI1Ggz+Dwo6DZDckpzZn1kif8WlHXDbFHomXkFOLNisqKiKPJjoOKbbg+YhYP+qY8FhgGhieysvLw/asgCDbtm1zdXV1dHT08/ObP38+fFBubm6enp5r1qyBRGTMmIAfM+ih0AYQqlVIJJI8Sd7f+XVgWjDdthcUFBTkF8C5KRSK4uLi8vJypVIJBeQyMzPy8/JSU1MyMjJUSmWhVFqk0ZSVlZWVlZWUlBw/fvz48eMajaaiouJoSUlOVtaBpKTDhw6dP3fu2NGj6alpibsSdiXs2rVzV1pqSvrhg/np6fKc3Jz0jIMHDu7ZvXfDhg17du8+cfxYYuKudeti9+/fn52dmZOTlZmekZ2WWlRYeFKtPFtSdPFYyUWV/Fqe5NyypUUWFqquXX9ZMF+zdcvmyPAf163bt3GjdP8+SUJiWa4keeu2bZFRhUeSfzt75uKpU0UKxe7EXUePlpSVlUHOoVQqzcrJluTl5WRnwycMHxFKEwCj2CIgJycHTNPID0iKAMuQr4gBRqlUCi/Blw5gDcdEkzUwa9JhTc4QYOkD3x4wa/iK4SU0gIOoHRcXFxISsnbt2qioKDDw7dmzB+qWWFtbv/fee126dOnbty8qBl+YBgA36bMG4Eb33oABA9DYZmdn52jyfZFJLqLuXGSfAbJyCN73i8wUmNcN1BZaAGJjKUvTAH0G+7jicj/TQDcLhFI7hXLg5j169OgErM17DpDKtUi2JvEaabUTUfQEZWKyHoqII7+LQXe68T/wcZECg+cAMD1x4kQXF5egoKApU6b07t171qxZly9fvnLlyrZt2xISEpKSkmJjY8PDw8PCwsLCwtatWxe1dm1ISEhwcLC/v/+ChQv9fH0We3rGTp+xZeyYlbNm+np4eHl6z5/v7+3t4+np4evr6+3tPW/ePE9PT4APcK2KfirodTXFDNsjiICVALukDwQHsmzzl1AkgSMgiIsUFTgIuZ4cJK1GmCYhG3/kmE8BP2+clkAbBZzNysravXu3t7e3vb29m5vb/Pnzvby8fHx8QNkPDg4GznXw4EHQNLEIJ5A4SMaDOQCMZcivcW5AfQklV3gVEAqIpEqtxo8aA2vAUgGYVEoVCgJ4M5SYmLh79+69e/dmZmYmJSXFx8cnJe3bt3evv5//th+3ZmZmpaSkyeVylUoFepFCoTh+/LhMWujnO3/u7DnRayO2bt4YtnpV4s5t+TnZWclHdsTGHd22/deVq05+3bNiyJDabVtvKhXK7OzEbdvXrg6NCQsvVqhOHi87e6qi7NgxWV5efnbOmdOnf9yyefHiRQVSKcx/cOE5OdnQWwCQOjs7myxeivoyXAteGgrW8CeHbmsAa3QokX+i8IkBsyZDi5mZmWS9EQRreAmxGDVr0tgHvBvSzZOSkqKjo0NDQ6OioqKiokJDQ8PCwnbs2HHw4EGVSjVr1iwA6379+mE1VJR0YQ3IBSK6jZCNjc+Rd5JQSxJNEekktzHP0xYBIKR2Q1lpxGtotA0cH9ZgQ1do7oprBpkG2TsQh6WlJQB63759gaeLA4wAzSIZhLxgUhUhLxjFBzLLHounkNiNYOrQsey3iE07EkWw/oFEk++IG5Py9Lhx4yZMmDBt2rSAgABPT8++ffuOHDlSLpffvHlTpVLt3LkzMTFx27ZtERER0dHRMTEx0dHR0dHRsbGxMTExoaGhK1eu9Pf39/H19fP1WerqtmvMWMlQqw2TJy92d/Xx8PL28vb29vH29gV+7Tffb/LkyQcPHjx69CjIhaDtkpAnIyKKiNdIh1EGIfUQxF8kzgi7sECKIOT28KhUKk0KtYo8Mr4pKbbgiZFcDOcbFEMwUoopcJCyDOQ6Ozs7KSlpwYIFjo6OM2fOJDVrNze3ZcuW7du3DygYOsAwUw54MRZZRrBGdRXeuoAYGBZDetguvksLC6WFUqlUVliIK+FyUKaH70JtEvdVKtWJEydOnTpVXl5+/Pjx8vLyioqKU+XlFeWnKirKz549fexYSemJ40VFGrVapVAojh49Cp9bcVFRcVFxWWnp2TOnjx4tKS7SFBeXqBRKjUpTduL4xePHamXyi3PnKbt2++m7UVV7dl9Xq0+WlORkZRdpios0xTKpoqBAWiAtUMgVMqm8sFB+4sTxtPT0RYuXHjlyBP6ccnJyoQg1fsjAc9FOB4gJ3whMVxgtxAX4ctH/R94hiXSSgoICQGFMXwSPIMA0gC9wbbgrwhx3NFkfOnQICTXZrQZqOcHvKyoqKjo6Ojw8PDQ0dMOGDfv371epVEuWLHnvvfe6du1qaWkJbQcAozHyhhE5spYT4DWZdD5o0KAhQ4YMHTpUxDshCEliFwnN70J2Ua4JWR3a2tp6CDEAl0EbAY6PyeFWHcdQ0xDt+3crwUGDQF0ZMGDA/4FZi6o12XVsIg73C06ETg0wTd5iIE3GBRFGk4QakZfEYtEg6TNOBiAnjRo1CmILoHsEBAQ4ODhYW1vv37//0qVLRUVFu3bt2rdv39atW+Pi4gCd161bt27dupiYmLVr1wJqL126NDAwcNGiRb7z5wf6+Yd4eaYNH1He22LvmO9WzZuzwMPTy9PT13e+n98CX19fLy8vf39/Z2fngwcPHjt2DJg1SVRxkDo1SYdFDFqkgXTKuMmV5mRZ3TE+KWLcpAwCp2Eug5A/YBx4x4C4iRQYFYxDhw4tXrwYwHrhwoVeXl5eXl7e3t5ubm6BgYHQpxXbl4D9C2k1HgT7AcLxgQDCAgZsRZHbDlFcaaFcJkd3MYI1SR7Jmwak5Kb0EDkcXyYtLMyXatSqwsJ8hbxQLpMqFIUKhRwQH+GvuLi4uLhYKitUqdUaTZFCodKoNQq5XCYvlOdLTmZlVmdlXJ49W/nFFxemTatJTj4tkZQVl6jV6sJCqUqhVqtUSqVKoVDJ5ari4mOpGWk+vvMDAhZNnTp1165dKpUqPT0zOzsnMzMDUxbxdgRAEz4u/HsjkZdU3pA04B0S3qaQQRS420ANhPSckCX9MHkSYhXQWAADjLglyOiI5klJSevWrQOxMTo6GoqEQIyxsLBww4YN77//fpcuXQYOHAj+NnS5AVhj4T1Eauw/AKE8CwsLqBAC2Ed62xBwzQENF0TQTG7caZlo1EMQjkUYDRvg9rgL6ZMWHYdsVgVo/k9gDQuiEqnk1SKzxtAiWc4KNWuSX3cK1p3y5U5f7bQgFqAzpPBDgv/48eMhXDBnzpwlS5ZMnz7dysoqMDCwvLz85MmTe/fu3bVrV3x8fFhYWHR09Lp162JjY+Pi4mJjYyMiIiA8HRERERYWtmjRoqCgoKVLl/r5+QXO9wtydckbNfrC11+njnAKnzl9gbuHr7ePr6/v/PnzvX19vH19fOb7zps3Lz8vv7i4WMSpMYRIgjUiNS4AUza3giDvRlxGTo0LyKxxXzwabkkelpwYMCyJQEb+buWm5DdYQGZNsl0SrCUSyeHDh1evXj1ixIjp06cvWLDA19cXxf3Fixf/+OOPqampEGiCu2mEHlBjsWsJFhuCKQFhxdxmg1YWDA/IZFKZrBCnHPJ2gRR8SMpJRhE0SgBQpUqlUalUcoVcaRL32++HlGqlEj46uYKIEiuVSrncpHHJFQqFUq1Slchlp3OzH6en/TJtmuqLzy/Pm3svPa00J0dZKJOjOiFXyeXKggLpyZMnU1KSvbw858/3mzDx+3kuLgX5Bbm5uTnZOdmmaB+ZqAIfHUof5JWS105SB/weMXdRJNDl5+eTMI1NHcmyqDBJwGwBy1D3A3IXgVmjYwQzGKEBY3R0dEREBIB1ZGRkcHDw+vXr9+zZk5WVlZycDFWhraysyLYD6EdGIVtUeI+sEwJgPWTIEETM/1HLNZdHcEG0F/mULE2KlaURhclyeKIdRUN0NJwMcPdOZBCsvUcGGIeZSqSKDo2pg2QwkIRUkRLyzzIIOZBiI7iDvoEkHQ8OfYuxAgC4cKZMmbJgwYKFCxcOGzZs/PjxKpXqypUrmZmZP/zwQ3x8fGhoaEREBLBpwOuYmJjIyEioARYZGRkZGblmzZqwsLBVq1YFBgb6+fn5e3mvcHPPdhpx+eueOcOGxc+YvtjDy8fL29fX19fX18fH28/fz9vHZ/bs2fl5+RqNhoytKzsOEr4BpkUsmARTcsH8KUKtiC+j4tEpDUdOjRvgaeBZkT9skp0hPpJwiVIyOH9zcnIOHz4cFRUFBXQCAgLapzRvb29v76CgoM2bN5O9VvFeHpUQiWlgNThk1uQgBRmMf5IDbwlICOv0doe8q2j3vCsUyvb5ValSqZVKpUKlUphkIoVCoVSp8LtVKZQq0/9UKoVKpWif/ZQqpVKhVKpUCkWxTPqTJPfh7sRLI0counX7beHCP7Kyj+fnqwBJ4RhKpUwmq6ioiI9fv2hR4IKFC2fNmrUqOFgmk7VLQ9m5kFKIQT9oDgCym+jrM/cd4bJMJkOkhoGOPVgAGSQtLQ3fiywUhWFh0Eaw6yPkwmA7c8x1hO0xqRI6DwBYx8bGQl7M+vXr9+3bl5ycXFBQMHTo0Pfff9/Ozu6rr74SCdZkfy9sw4jl9yDYCM0YBw0aBGkyiJgijkzimN07BgbkRGl39h1ryaGWQiKsKNpn7ni2M/X+tjNrAm6O4J1Y97ABo43ZIOcW0ZWQ5NqJ0KxBBjEPMHaK0SJbiGgDkcACBwc4gPihs7PzjBkzZsyYAZYDZ2dnCwuL9evX37p1Kzc3NyYmZtOmTRDWAKFj3bp1cXFxoHuARW/16tXgAImJiQkLCwsKClqxYsWCBQsWBgQE+PkFe3mnO434pWfP/CGDN0+ZstjDw8/Hx9PT08/Pz9fHx8fH29fXd8qUKYmJiSdPnszLyxMJ00i7YA1JqEkwFSkb5mY+WGPOnTuVOzRmdmxNx0gj7kWCtYh4ygm/l8jGhwQNlQpQMJKTk3/44Ydp06aNGjVq/vz5iNTe3t6+vr5xcXFkoymwHMBvHn0OgNTYwQQHKViTp2GO1+YKgGiaJGOqSlNSEnxNarVa8fd3p1CpVEoTp0ZyrTK9pFKp1AjWCpVKJVeqZColIDVsplQoFCqFolgq/T2/4P7aKHVvi9L+g/6IjvktN6coP1+lUCpVarlSgWC9fPnywMDABQsWjBs3LiYmxpSsmJ2Tm4fqB8gUGRkZoLmZSP3fERHyqslrh0lLpIGgDwT2BWYtEqzRUk3mwqBUkpGRcejQIei+mGzqd47taSCbBsA6MTExKioqPDw8MjIyJiYmKipq5cqVUVFRCQkJBw8eLCoqmjhx4nvvvTdy5MhevXqh4xjEa2yeCxoIDNLS980330BJa8xpFHFbUugwz+yzN6voKdJpScGWfErScBGLhyFKKEFHBnkQ0n+C5wajc+segrV5RoxtR4c1mkDIACOS6E7jiuYWDtFL5EmjKVt0TBA9EKmdnZ1nzpw5e/ZsV1fXRYsWLVmyxNLSctKkSWVlZadPn969e3d8fPyGDRvCwsLCw8NhMgf1Y+3ataB4REREIFhD0GPZsmVBQUFBQUELFixYvHhxgJ/fGn+/9AnfV/TrIxs6ZNukSYvd3fx9fHx8fP39/YE5BgQEzJo1a/PmzSdOnICIDdKcDrfPxN20OaEmRQ/IZ+mUcSOOo+5MxhVJ6BcdGeGeFFXIU8Lfs0giQGFXhNckQQN4zc/PT0tL27p166xZs0aMGLFgwQL4iPz8/Hx8fDw9/z/O3vO/rSvLEpXtKct2lbNlyZYllWzJliOVEylROYsiKQbkSDCJlERKYqaYE0giE5lJJDJAUtGyXGWXy1Xtqm5X6Omemq7u/s3Mh/eHvA+L2No4F3TPe+cDfgeXFxcXF8Q666699t6XGxsbqX0q+XApHQZITd5t0qwFWo3TIGaNxwgLh4bDGYK7QDYF1JbKIE8NNrF4PJaIJ1IZYB2NJaOJ9JcZj8VjsUQ8Hosno/F4LBFLJJLRWCKWiCPZPxqPRGKxSDQVi9+9M/uX2dk/mSrjb79zd9vH/7O3+3eRcHJuPhKJRaMJQO3Dhw/1er1arS4rKzt/4YLf5/N7vAGvb3ZmZnLZmPhUREa3XE4F+FN+V8HvHujqYf3DpaOXx+NxHmCk5cGf7sPLYRq0Gn+CHg3N2ul08nqtULRJBmloaGhubr569WpjY2Nzc7Ner6+vrx8aGhobG4tGoxqN5tlnn923bx+6GiJ1m9JDSK0W3CDS6CKoJ9dsORcW0uiIFApirGBh4BE1jmY4CJdNuNLC33RnNgObsBLQAemcM8Cai9wE1ln1HVooSAMRfNYE01LWvFJSDEkfO1jLGP7BuEhNJcDh9Dh79uylS5fkcnlFRUVBQcGWLVs6Ozv//ve/RyKRoaGhwcHBzs5OmIQQS7x582ZLSwvgG6VkGhsbGxoasNQ3NDQYDAadTqfT6QwGQ1VVlUaj0SqUNWVljvwjS+9/MP/RtoEjRwyFRWWXi+VyeVlZuUwuV6nVarX64sWLLS0tX375Jd1UCjwuzgiaVADhPFp4mmKDixg86shxPJHNOkJ4jWWAhGwOQxzLOF5zpA4zwzVRXZKtZ2dnkYp2+fLlHTt2KJVKpVIJw3VpaalcLr969Sp8XTy3QogxUkYMDcAKtHJi02SOZBj9tArof8msCaNpCwVa42nfejwWjy0rIQnoIcsLbXw54SiRSMTisXgikYgnE/HlpS+RXv+i8Vg0FotGY4lEIh6NpWKRB/Nz/2Nq6kedIbbm7a/27Pmfg4O/mZtLhsJg4tFo9MmTJ+Xl5UqlsrCw0GgwhkMhu83u9/tnZmcQSMSqBhUiFAoJCwwfpETTV0mrF0Ud5tPF9qIsrDI7Owt0RgiBzNSU3kL+bqocQmBts1pRGIRXeuJ4PTw8jDtaJMXANVtTU9PT02M2m+/cudPT0/PSSy/l5OR89NFH1HMA0CxNk6HmAxBANm7ciJ65JFVTgkhOZuduAhlOn4kdciVAUAV2ZjNBcHjl2sP2zHp2nKTiHXexhutSjYHOMAOsSSPnGsjnLB2GrxKCACI9FXwYKSgLpyVl1tKjkYpCSI0is4cPHz558uSZM2fKysqqqqpkMtnRo0dra2u//fbbP/3pT4ODg+3t7cPDw21tbTdu3MC/BRTqGzduYD2HVI0BBa2xsbGyshIwrdfrdTqdWq1Wq9Q6pcp0udR87Hj0408mP9o2ePSYvrCw9HLRsmlPqZDJ5TKZrLCw8MqVKw8fPiRb2FOCltY9CKM5ziYzJWaaLywscNVCmt+IHQREzhqiBFXnoE9/ImYtVQn4jxyDIFJQQqhn68zMjM/ns1gsJpPp888/P3/+PMnWiDTW1NRQK1UqakE33Ty0SA4QKbMWTIRhyRCsLHS7EM3UrLMiXcaaGovFY9FYLBaLJ2Nx9iWmr9vyuhhPxuMoxxLnR4jEY8sCCfTraDgZCz+am/tXf+C35y8srFn75fad/+ZyPpmdSYTDsUg0FAp99dVXt2/f1hv0xcXF8jJZKDRvs9l8gcDMndnAZJBk4unpabwR/0+jfzYuZ/GPz2OPdI/C/12xJ5qECZFMChXCwEOMe5l3+/wuh2N8bBzmPPfEhMfj5T5rVHFyuVwDAwNXdEdDGAAAIABJREFUr169ceNGS0sLfpitra03btxoamoaGBhAmvvrr7/+4Ycf7tixAykhb6YHldoAoeZxxXfffRelnSi0KFTkz2GDg4zAo7lsK8XorHjNwZrTYQ6SHIXptYLwIJgvuNiQXQYBRvPbB0JqEkC4yiP9wFm5PV8u+EXZmQ4kcrDmkE2fiiqaInn0xIkT586dM5lMer0+Pz//9OnTk5OTUKihcnR3d9+6dQtmD0hjgGP4QEC0yV5969YtlGo0mUwVFRVarRbkGjekKrncUF5++8RJzxdfOD77oiP/iLGkpPzy5bKycplMIZfLFQqFQqEuLS1VKBSLi4upVArkWgBomtCPigMxYSgXQKR0m5f7EDD3J8QQ4tHCAenEoiwiGmWuFQI4wXBN/BpPQX5BipFRUlFRkZOTc+HCBY1Go1AoFAoF+HVlZaXZbKaOU2DWhNRQQpazzNNWEClYC5p1OJ2tl5Vok9F4pbgizWk7X8D4l/j028xcdOn6x6n2ViwWjT09TnzZnBeNRqILkfCTmel/czp/fTD3wRtv/VNp6f/wuh/emU2Gw5FI6P79++Pj1traKwWXLl04f356cmrCPeF2u2dnZ6fTVhm/3z83NwdQ5gsM3o5gmn9Mrm6RDDKXzpqJpk0pOM709DTgGAFGrBBEq6nYXiAQ8AcmA8FJv9/n97rd4+Pe0XGbxeJyOj0Tbo/HNzHhmXB7qJ416mv39vYCmpHQgLtexJAGBwedTuf8/DxaZB04cABZfJR7/VbmILveu+++C1oNDWTr1q0fffSRFKwFyCJGuCNTl+C6q0CuV8LuHeny+lx1EJg7R3mSiPlEgE0OgyJYf8a6w9CH/Dyzd5ewNOVk1m8i6YffFPALRJ+N6yS0nnC83sk8ITt37oQz78CBA7DlnTx5Ej/73Nzczz77rK2t7Ycffvjuu+9sNltHRwfc05A7wKCxhiN4CBJ969YtwDTi0Q0NDfB+aLVag8GANQCQrVAoFHKFVia/eqmw89Sp9mPHr5w+bSgvLyspLSsrVyhU5TJZWXmZUqEqLS0tKSmJxWILCwv0m8fvln7A/PfMkVSAbMJWgmbsn5Udk+7B96Qd+EQg7DyYScDEYYvjNVcYCB+5cg0ZZGZmZmpqyuVy1dXV7d2798yZM7hNUalUSqWytLTUZDJZrVZUhuNuEDHXPK1Z0yOPLnLpXNBnBOkjnHakCVSawzTpvBz7OM7GJdBMAC0sxnzjU9ROI34sFotFY/FYbGF+/vv5+X+93XV367ald9751+rqf5mduTszFZ6fe/Dwy+Eh85UrdRq1+syZMx63x+NxO53OmemZmenlmller/fOnTtJ5uShU5J+ND4nDYRfwzAV6U2v2VScCzlK5Peg3HFyWE9OTvsDQa/HM+XxLIyO3e3tnxob8zidngm32+32enxejx9J55BBUHKvtbWV/wabm5tbW1vb2tr6+/vHx8dTqdTp06dfeeWVvLy8jRs3ErlGijkfQGrKOEdnLyrqJPT+lkYUpfJA1lt/DlBEjaWQJdBqeiow1N3p9upZyTVfMzhei5q11AeSVZvnog9fmqTnzfGaNGghCLmLufr4MfFaLoDA9XH06NGCggKtVltQUPDhhx9evnz5q6+++vHHH202W3Nz8+3btzs6OnBX1dbW1tTU1NraCuBGFQIkK5IkAii/cuUKVDOTyQSYhlQtl8vVarVSqVSrVUqFQieX1cllNwoLTefOakpK5eWykpLSsjJZuUxeWlamVqlRASMejy8sLBBJySqAEAvmCkYqJbr0wKOlujZSMKTkWhpUpJcI0UW+gxBjFAhaLC1k0x00N12QjjyXTjoHZLtcrra2NlTAwRKo0+nkcnl5eblOpxsaGqIynmTao9xFAv05Vhp/JQcIwTSdXpTFEgXpQ4rUwkQQMQQUTmRKH3zR5agtZeKxGD9+NB6Lx6Ox1Pzcn+ZC/9nV8+CXv0xu3Pifre1/nZ9PTk8/efJkZMiskCubmpqOHTs2NjaGVY1UJkDn3NxcMrO2F/8qaeHh3yB9j1JXD1+uQqEQyDtudEgix4AYTWA9NTUzGZwMeD2hCfecSuU7mLvY2zdjd3rdHrfb6fV4fR6/x7vMxx0Oh9ls7unp6ezspGQ04lVdXV19fX1mszkcDl+5cuWFF17Iy8v78MMPqWTdGsmAVC2UB0G2N5msBbzmarIUpnam7Rk7M7XjlZj49rS+QaiVVQPZLpGIpUO6BvAjZwkwCjCdlVB/wbqxrATWwlwK1kJbeFpn+HJHa9r+/ftR6vDUqVMwFaBerdPp/Mtf/hKPx9vb2+vr67E437p1q7W1FepHW1sb1nC0u8cNF2Iara2tWNjhqkZ7oZqamtra2jRAq7VarVqthtNDrVbKy0pri4uGjp9oPXLUWFgsKyktKSkpk5XL5LKysjKtVqtSqc6fPx8IBB49ekQiIP2W6Gky00hHDBr4K4AsUWDOsjlkc137J8BaOCARbQ5PUhrIkY5IK1EzLl5zsJ6ZmfF4PL29vefPn9+7d69Go6moqIAYIpPJtFptX18f1QPiVhBIsagMJQjW85kjvLJLL8z8xdLoYlaMzsqmOYJzROYALVBsQenKPHg0FmOrRTSWikYfzM//dWb2b9cbF9dvePTLzX+/ffs3fu/3T570dnZdvHCxvr4OGYxIM8FtB5UEQWiRnzB9m6Rr8WADXQG6BaEvkaKLdOkQYIQwxd0gvL9BOnNyZio4OeX2LE64U6fOzq9b/7imLjluC0x4PG6X1+3xuDwUTHa5XKOjo319ffDRwkELwnTz5s2enp6hoaG+vr7p6enh4eFVq1ahEe0777zzdnpQk1yANUKLa9eu5RX4qHEMcriFnirSbJSsng16pD9xTMtZeQjOZkEiJ7zmmYNS7Vu6logyCM6efySy6+Uw5zYXYoTzEGAar+K77UhbOyjzkB53p4up0gKwffv23bt3o67pkSNHioqKtFrtkSNHdu/ePTg4+OTJk3A43NzcfO3atY6Ojvb2dsgdgGmoYIDm69evIxHmZnpAJ6HoYlNTU3V1NQRrYDSGRqNRq9Vymay8vFxWXqoqK20qKPB/+onz8y9unb1gLC0rLyu7fPlyuUwml8vlcjnAemxs7KuvvgqFQiQv0P1pgtUsJQjmssbCwgIkb0EGEUgxKdcc3wX4SDF1m2i4YAfkJ8ahKspsXlwDETg1/8GDBRMpnpycNJvNMpksNzdXo9HAYAM7ml6v7+3tpaCTkMEoWPfIaoLbdp4FIyA1EeqsCjUx62hm+JToZDxToeZEWwrHiXTV2QSrXMj/RNz2KdFOxEkZi0ZBruPxcPjh3PxfA/5/Vqnuv732/qef/W/L+I9Li9UarVatrqgw5Ofnd3R0eDxugDWP+4XDYfr6pMtGjOnvHKzpEvEIbSSdMoNPfSfdh5fc3JSpSO4dOg2/zz/pD0xOuJMuxzcK1cKGX949X/BkZGzK4fJ5PT6P1+f2UDtdq9U6PDzc09PT39+PnyoIEyC7s7Ozu7t7eHjY6XT6fL5XXnnlk08+2blz57vvvovu5lTemushqC9KFVPhBqGKqVREiVLAgW/cKyLU1cjqkuZ4KOQGcoTMuhJwL4ogXnOM5vRcwPqcrNY9qfqx0irBIfsn5Bt6e47USD6UVincvXv3Dqb07969GyU+Tp06pVKpCgsLP/30U6PR+ODBg4WFheHhYTBiykIE/t66dQsCCKx4AOuGhgZUYgRwI/CIOqh4lclkMhgMarUayAKwhswK55lSIdPLyzsLLqa2bE1u/WjoUH71xUsKuEHkSqVSJZOVq1SqM2fOjI6OPn78OOOHyvh1PJ1wSFgpcGQOqQKOS+d0HAGv6eW0JEgXBjoBDtNZdc9oOpOCJE6O3VyjgM0OYG2xWCoqKg4ePCiTyYxGo16vVygUpaWlarW6ra2NSrKRAIrQGTRr7gYRaDVXqAWHA90BkCrCT15KqDk0x5nsIxBt/vVxcOQbaWHmf2WrYCyWTEQzXfaxWCIeSyQjkS9Dd/7D7f4qNy/x1prfX7z4zw7bTbXyem1NhdF45MiR+vp6r9drdzgmpyZRLQsNt2ZnZ7n0kWQpUZzRCwYYLuvPpRvEcAUpnG5AQWZKQmqeC0OOvalgcMofDLjdIYfjz+0dCx9/urjv4B+HzTM2p9/r8Xq8PreHCvU5HI7BwcGenp6+vj4EGEGe2trawLeA42azORaL7d+/f8OGDfv27Vu/fj21X3nrrbeyukHWrVsHSYT4NfQQKocE4JaWW6KCSoBvzKk6B/cxZ62bJLB1jvWC8MKRMKvky4k8XyQwyQ7WUp1aSuYJr1cKD/K356fIazxRJW/MuTZCxZjy8/OLi4vVavWOHTsOHDgwMTHxzTffWK1WylWlMAW2YLlG0UX0Tr5+/TpQG1HE69ev19bWYgtgGr0qNBqNSqVCTo3RaARSK9KjrKxMoZBpZWW3zp+P79gZ3/zBxO69Ny8WqEpLykpLS8vKlEol1JILFy50dnY+efJEoKvxTLWaYJoz38XFRc6XBSpN+CtgumDvkwogwqGIjKfSJut4ZlhMoNjRTNeXoFbTUzBfyCDQMZxOZ0NDw6FDhwoKCrD+ITtGo9G0tbVRqEpIX6R0c+4DobcgsBbU86wKNWeUP61+8EdixJxfE/gK6ByXBCEEtYSDfiwej8aXbSHIoonFYvFYPBUO/3p27t+drgd7doffXvttwUWLvLyturpCZ8g/dLhCX+H3BS1Wa3Bq0h/wUz7h7OxsKpXi/2bJzGRUfmMUSzvlCazxDQoVReiRlk+yVHINhMIMwWBwOjg1Mznj9/iCY5Y/9PXHvth+b9u2PzS3hJ0u74TT43Z73V6q2IVWuQBrUqtv3brV0dHR1dXV0tLS3d0NvI7H45cuXXrppZfy8vIA1siO4R1VyGrNgZsgGzY+KnJNdaU/+OADmoB9A8oxPswcBO7b2KCnRNV5UjsvzMSBm/NrLiML6MyPwI8j+qy5BpKTzYNCwo1A6Tm337HC4KFFYtb70gNJiTyJPC8v7/Tp02q1+tSpUx9++KFer//222+TyeStW7c6OztbWloA1kBqRCo6Ojpg6qiqqgJGA69h1wMoX716FcmKYOKoSwBjtVqtRqU9NSRqpRKevLTEoVSWlTUWFM4cOBjd/MH05581nzurLC6Wy2QymRxJ1Uqlsqio6Pr16yiEH2PeD/ot8V94KjPuJ2C0VOigfZLZPB78tYTddBBpQFJ6/x6ThMuizPUVSldGJsScT3fAAWpDXwZSo3R9U1PTyZMnUVFLo9HAba1UKm/dukVFNXkx66wyCGnWnGWHmI+Q0+poNn8e/TWWNiZz9UO6RAnMmm+RQjNdSSl80+WNxWLRaCyeSMSWl8BYIpGMxxLxaCwai8Ui0WQo/Nu5+X8bHnm0a/f8q6/fP3ki3nCjTqU9kpurVWu9Xr/T6QwEg5PBSSTFoHITXzaEgROm+wm+hvEVl9NqGpBBfD4fLwxCPmtefzwQCExPBoPBoMftDjjsj4eGlk6cvLd27XcGXdzl8nmcbveE2zVBgrXdbh8YGOjt7R0cHER4qbm5ubGxkcC6q6urt7d3YGBgbm6urq5u1apVeXl5mzZtgm8PGYy8PIhQK5U7RuDqo9gjmraAd6NC9AY2AOsoIU0VpTmmY8J5ulCrmjBdQHaqoscLPAk68+fpiiJ8Tyrjh4P8XzFrQc2gIcD0DonfhQYPFZJdGkiNx/3796MeE1WgPnr0KBIoPv300xMnToRCoW+++aazsxMg29bW1tDQgPjhrfSA7gEgBq2+du0aNGtUaML2mpoaMuQjh6q+vl6tVsNbRmC9LH0olZgrlUqZXF5eUlpfVGI/fDiy5YPEtg9vnzmtKi5WyFAlVQbNury8XKVSLS4uLi0t8R88/YqSEtuGgNQcWJOS8CD+KkjYnKRnpdX8VbR/ilXsE06VgzVXEiLpmm3CEPAawUafz9fT03PmzJkTJ07gGlIt2YaGBrvdTrnmT2laehCzFiKZAsRweVrKqXlEkUscP6F1cK7NSauA1LFMmZgGv5IEmukrGY/HE/HY0yPH4slYLB6LRmOxaDwWS83N/cOdO//Z1fNo60dPNm6KHMofM1Qc3bXr4tlzszOzLpfD6XQGfUFCz7m5Oc76+QJM2yMS/yLhNdeUhEWOvj5eco+YNRUfDyw3ZvQFAj6XyzFhtyVGx39XU/vwjbe+KypesFsn3S6/z++ZWK76ZLfbrVZrf38/Aont7e1Uz/r27dvDw8Mor9bb29vb2xsIBAYHB5955pm9e/du3rz5jTfeePXVV6kF+Isvvogu4HjKG4RTAVVeNoQc2ZRBAwIOJwls2jSEluqA9Y3pAUAHW6e+AcBxIDhJLgToXIHhCM7rqfKq1lycQWeDbdu2ZQFrnv8i6BgcpgWdmua7MtvjSpk159QHDhzYnx5olYau77hrzs3N/eijj8bHx//xH/8xGAyCLJNv+vr160SoW1pawJfr6+vBnYHOINQobV5XV1dTU1NXV3flypW6ujp4ruvq6pD/otFo9Ho9jNUqlQoxRmV6KBQKtVqtkCsUZeV15bLBs6ejn32y9MvNvSdPai+XlJeUyxVytUqtUal1Ol15eXlRUVE0Gn348CERVSlGE1wClxFXpDnXKzgjTqQ9IYKyIcB6VrF7JWadlTMSQgkIGM7MqiDcBExzGQQOs8HBwaKiov379xNYo0jItWvXHA4HWXdB4gimpd0GpBgtqNU8zBhjwcMYE6OlWCyw5hgr5CQwa6LSBMTEpuOZNQ45rU5kikt8eYjBwReLJqLpN4hE7s3P/3s8ce/Chftvrrm/5aO5iwWlO3eUnDszPzvrctndbrfH4yPJGJo1/9dKpe32NIhZE7+ma8hXQVqPSS0Bs6YwI/X0IrCmSrZe/3JTMZfDHhwd//ZWy4M313x78sTXo+b5Caff4/FOuBFdBLPu6uoaGBgYGRnp7e2l2FJXV5fdbofLtq+vb2BgwOFwBIPB9evXI3H89ddff/nll1988cUXXnjhhRdeWL169fPPP7969WraQhtfeOEFgnKh+DUvKiLUwuaYTqycuDkn6TRA0gnKqbHLJjbQ34vYOldjOLhzHYbax/AFYOvWrdndIETOBTbNYZdsGzSX+roFdzen1cSmDx48mJubSzB95swZrVZbXl7+/vvv5+fnf/XVV0tLS1CWIUYjIoGsp87OztbWVjTiAl++du1abW0tFA/I1kBw7HDlyhVqsVhRUaHX6ysrKysqKoxGIxU5U6WHRqMhig0lRCFXKMplJoXyVull+4H9/m0fN504pSktlcnKlSqlVqtRKZU4SFFRkcfjefz4sZSuJjOL3hHhJRMIR20BuAUazvUQOghfEgijpdFL4tQCDeRYg78K1IyDI1Ezuq0mjYKyGS0WS0lJyb59+4qLizUajUwmKyoqkslk165dGx8fh7sAAUbqEUNl9ubSVbOl9mq+ctBjVvoskGiC47hEAxFAXEDbRKZIzWk1/yv/ExFzfp0zVoh4LBaNxmNxVBSJhKMLifjX8diUyfTw6LHUu+vvfbG9ZfsXisOHZny+CZfD5XT5fQFcMbT7Es6KVgv6FBFJZVSa0/2QoOzjC0WWOckgxKwhg9CfgpPLhkuv1+t2OX3jlsftnd98/nli20e/bWlJOh1TPq/HvVyBz+FwjI2N9fX19ff3Dw4O9vb2tre3o7B1R0fH6Oio2Wxubm5ub2/v6+tDy4W9e/f+4he/2LlzJ0ruvfDCC88///zPfvYzPGYdz6fH6vQAdr/00kscx4mY82LZr2QO0HMAOkg6MJ2Xz6YUSqLqvP86tVKkLYL8gq5dgPhfZhvU6Etk1oIJhDBaavngG2kI2ZnS1Ewwa1Kl4ZUGTB87dqy0tFSj0ezYsePjjz8eHR39wx/+4Pf7Gxoaurq62tvboVdQliruntAmEROi1ShzWlNTU11dzUVqGEKqq6tNJpPRaKytrTWkh06nU6lU0D0IrCnAiIlOo1UrVRV6Q6VS2Xz27MDxY7UFBSpZuUxWLpPJFUoFYN1oNF64cKG7u/vrr7+ORqMCs6afkzT6BzwFUhO2ClozFzT4PqmfHLQbf1Mpj05I9NYYq0XFYTGU6eELsexzosOTk5MzMzMWi0WhUOzevfvixYtwrJeWlpaVldXV1dntdjQQkZbc42WbQqxaE00E3OE8WnB0CE+lg2Mu57+JbL544foIXyhn1gKsx5kzRODXsVi6bkg0Gk/E7y4mA/29v+66ndy9+8tNm10bN9Z9/PHChDvodk24XJ6J5aJIQM9oNJrMrLnI3yKaTl+k+CFfcekb5NoIfb/Iu5Fq1sBr6hERDAYng0FUcXK7HF7L+MO+vh8LL02vXfuXq9ceOuyBCZfbPUGdvcbHxwcGBgYHBwHWXV1dyB9ubm4eGhqyWCwdHR03b96EEpJMJtGP8eDBg6+//jpI9M9+9rP/xsZzzz1HE5pjYM+f/exnYNwE5XjK0RysHPSckP3F9CBYJ7FFKKjN45xwFpLLkCbEzTGA7CtBPLVC5/J6drAGp85ZORGTk2uBR0vRmTbuYkWuAdPoGHD06NGzZ8/qdDpkJF6/fv37779/9OhRa2srtC2CaUjMra2tQGewZhior169imbJDQ0NYNDAcTButBSoq6vT6XTwe1RWVtbU1BiNRph/ka+hVqsB0ySGgFyDZatUSrlcodXoVHJ5VXlp3eUiZeElpUymkAOmlSqVEjsXFBRcuXLl66+/Fn7VhJL8xplLGRx5OdEW9uGEeoHVzxMAXXp8zs056BDcCPAdZ5o1p9j026Yb6nlWKgScGkqI0+msra3dt2/fuXPncM9UXl5++fLlioqKkZGRQLpTFFUFgW9PiCvyLDsuffCFJOucU+x4phiCdRSPhKSxbOmIwhZaegWM5iOROeLZBgA7kc5eWT69WOzu0pJlcNB7u9Nz8WL8w21PNmyc//iTH8wjMYfDY7MjhxvLm8fjiUQi/HySyRQdm1YvfldEFzCUWTaALh2Y9fz8PNX2g+RCghUJ1qDegUAgGJxMg7VrYnz8/oj5H7SambVr/7tW8yuHY8bj8Xn9y21iXC6bzdbT0zMyMjI2Zh0aGurt7UWAEYnmw8PDqLzW09PT0dExOTlZV1e3evXqXbt2rV279qWXXgLgEkY/99xzzzzzzDPPPENPCbJpT8yzbsyK+5yhE6wTsgPNOaBzei6ILYLwQoPXohIiopyt8/natWtFNwjhNQfrnHT1j+2SSqzb01WWdmQWFeQFSniZEjLtHThwAJz66NGjpaWlOp1u165dW7duDQaDKJjX0tIyPj5+48YNWDugaQCa6+vrTSYTwJqPuro6ADSeYg4oR3QRqeRXrlxB8kt1dTUhtVwuJ1xWq9UKhQITUkWUSmVZuUyr06s1GrlMri8vr1IoVKWXZaWlKoVSqVCqVCqlSq1SqbVabVlZmUajuXfv3uLiYiwWE7gPYatUphCYtfSpQLoJdrmQvSAJVAr7YzuBlECuBfDiYM1/3oKNj4cZCWfh3rt169ahQ4fy8vJQxQn9GFHLCTIImXaDwSBJ3lS9M8TS7bhgzc8qkmnOyyqACKxW+BOXg6R3G/FM0SPOonkcmgVuS6AcZe0mYiy9kHaIp29i4vHYvXtLdptloPN2c0np1KnTj7dsXXx73Y9a7a/Mo9MWy4Td7nQ4vF5vwB/w+/2hUCiVSsXTtXBTqWQikYzFnlZ34ncehNr0PdJdC1/h8A3yngM8tMh7+izz62Ag4Pf7fL6JCZdjbCw+Nvbr+vrU5ve/3bP3m9HxOY/P5/U5nI6JCZfT6TSbzQMDA0NDQ6OjY4ODg319fR0dHagMATZtNpuHhoa6u7u7u7s9Hk93d/cvfvGLTz755L333nvppZdAkAman2WDYBpzgW4LpFsAaByKHnEQmtNrBbEFE660ALUJu6GuEB8HvvOgKPYh+YV3bRdU9TfeeCOLdU+odSKNFkqZNWW1C6CMHjFCFy5qlpiXl3f06FGVSnX69On169fX1NT8+c9/DoVCjY2NaJNYX1+P/hEIGEL3gMRcVVVVX19fU1MDFAaPrq6urq6uBkZDuYYwgi3V1dVg6ODUMFZD64AwDW8ZRGf4OiCJALLlcrlcodLqdXKFTF1efr2wqP38+ZqiQlVJiVqplJWXKBVyrVanVi9DfHFx8dzc3IMHDyKRCP28UywvUUBPgDI98knWIY0xkgguHFlQQvjOwg07NgrMOvaTMUYe+ptnjQioCLXX621tbT1+/DjAGs1zCwsLTSbT2NgYKtZDA6WSIDxxUZqsKJjM6NwI8oRHrjasRHIFXF6JTQvAnZVT/wSzFiZcqMGWUDh89+7S4mKqr6+vr7e/SqnuKS2bP3RoacOGLz/c+rva2oWBwaDd5ve4venmh/Pz8wsZpWMSyWQKTSO5u0O4aFLrnvCnubk5yjUnzZojNUWDp6ampiYDwUDA6/W6XC6bxTo9Pv51X+83+/d/uX7D7weHw25P0OfzeDwOp9M9MWE2m/v7+0dGRoDat2/fbm9vb2lpaW1tHR4eHhgYIDm7t7cX9VRffvnlTZs2bd269cUXXwREZgVZwuusc9oiHfwIGGDr0tcKByH4Fhg3l8V5/BOCOxF2Lr9gN666ELIT+otgLa1KlVUD4VY8GrtXHgJYQ7A+fvx4aWkpmHs0Gv3zn/9sNptbWlr8fv/NmzeVSiU8G7BLg1NfvXrVYDAgC6ayshJsmiRpyNbYuba2FsYPlPswmUwwhJBXpKKiAvyXcsrJW02CNbZAsFYqlWqtWqFSqhWyytKisUMHZz7a2n/siKngkkYhUypkKqVCrVDDRqLT6S5cuGC1Wp88eULuAv5LXklW5lhMnFpKrlPp9Bmi1QJw0w7CqziypzLdCwLQJJlRRKozcN2TaC8H67l0eetgMNjV1XXu3LmDBw+Wly9QOOpYAAAgAElEQVR31bl8+bJWqx0eHp6cnOTRRfTnFhIXOaBkBeusOjVRZoJIvoWoroDUUkCXPqUlTYrOUqTmR5augvG0jR07hyORRDJ19/49l3uip6dPLVPVyZQdF85btm6Jr3374edf/L7xxqLTNTnh9Hrdk8HJQCCAGONCMpVKpZKpZDKRiqcSseTT9YkrVzz2wJFa0LjC4TDAGt8INXsETOMRuUvpWi5T6HLrck447A7vuOWx0/Ht8ROP3nnnj+1tKYdjyu/3eLwOp2tiYmJsbAxWELPZPDIy0tfX19bWBhlkaGiov7+/t7cXbhCU35uenoZQ8PHHH7/00kurV6/mGE0g+8wzz6xatWrVqlWQRJ79/zUA0BypMeGwLiA4ToY0Ew67hNQAaFpj+E0ArTpCvFSqvaxevToDrDlAS9NhSAbZmVmVilfOIyotDO6thgaC8tPvvPOOUqn829/+9vDhw76+vuHh4bGxMbVaXVxc3NDQAMCFtaOqqqqqqqq6urqiogJVqg0GA7C4vr6+uroaigcw/cqVKzXpUVlZSVwbe9bW1ppMJqVSCfEaiAxCDQGEYBoBQ4JvtUYjl8u1Mnn15aKJvXvuv/eee++e5gsF+nKZQl4ul8uotpzRaLx48WJPT8/XX38dj2cEf4j/SoGY89+fZtZSSZqQd4F5SxZYYRCpL1AKMYTg8ad5HE8VXq54CkRMsGrwZuRwy16+fHnPnj0lJSUokVpUVKTRaAYHB4mmUb09oXIT4TVfIfhpSL0fcUmZUw6dSYmjQ4j7JTNjiclMNZ8fja5eQiJhczofZxK59O1iojslce/evXA4fPPGLXm5vNZUVadQGrZ9FMvdv7T+naUvvvihtW3Bbgt4XAG/d3JycnJyKplaWEzhW0+lkqlEMhFPPL2riLDyW8IqyzUQwVeDXHNqwAhaTW4QXnVrcnJyenpmcnLK7XY7XC6bzT5htaWcju9KS5fWrfuqtOQbh21qwuVze1DJ2mw242c+NjbW39/f1dWFRLb29nYky/T39/f19fX09EASmZ+f37JlyyuvvPLZZ5+9/PLLBNZAup+AXcJuzJ/5vxiEzvwgQH8O34TgzzK9heKTAllevXo1RTizriLSoxFnJ+YO1M4A6xxWZYrPs3qrhfghV6gJo1HxQ5qsCK/eBx98UFdX97e//Q2G+Z6ensrKypKSErVajVIeUKVBnE0mE9LEa2pqbty4odfrSfcAIgOgIVtjjh0qKyvxV8gmgHudTgfuvNwIJp32QrqHMm3Cw517OkdGqZArNDJ5tazckXfo7sbNM5990X/qbEVJqUapgJMEVfr0en1hYWFvb+/jx48RAiIyu7Agls3DhMCUeHFWdiyAeypbiFIQrPlT/toEUz+Ex59g1pzeCr95wWwHNWNycnJ0dFSj0SDGiNoghYWFSqVyZGQEPUGIxMFhTZyax8FocE2GGDSHZgGmpQhLpFhg3FLRQ7hEAkb/BLPmUkl8hcGjncufIhpLJhKPHz+Ox+P1tXXlZWVGvaFKpz+d80WowvDHUycX33rzt8eO/mFoKDnhmvJ7QvN3AoFgMvV0HU6lUslEkhYDISAsSCJYC+lLpOsM5yWFfDmzhhJCGki6PMDM1NS0z+ezOx0Wi8Vtt8dc9j81Ni68/8HdvLwfbbYpuz3gdtttdrvdPjo6OjQ0BJee2Wzu7u6+ffs2siUA1l1dXcBrsLdoNLpv377Vq1d/9tlnr732GlFUKNdZ1Qw8CgRZypc5lc66XcBuAaw5ywY1FowleHz++ef52WIB4CuBILlkldcB2SJYS9PKV0qE4TIIpSYieMiRWshXpBa3ubm5OTk5paWlbW1tVVVVDocDd8dXrlwBUlPGCjFiqCIIDF69ehUTgHVtbS1FEYlT19bWVlVVQc6+cuUKYBpzg8FQUVFBnJo0EAoqgmWTbA2jCHi3WiavkJdZz5+Lf/z5nS0fjh05Vl1aqpLL1Gq1Rq1FwrrRaCwsLGxtbf32228B1vGnIaAs2S4CEIM+S7eTTsKZOF8G+ME5f1+QCNz8ZARJhACLYmL0Oxc0kAhrOBJKl3MiwZpMeDabzWQy7d+/Hy1jLl++XFxcrFQqh4aGKGVZMO1xDUQwn0SyxRIFSTrG6hrSI/7EKTDHYimDJgiOM7fMQqaTnS6mMOKZCoww4RhNI5lMhkIhfLkej6e2traoqMhgNFSZKvfn5IxUVf3z7dvJzZsevbvu+7LS342PhlyO+ZnJ4FQwEo+l/zEW+DlzcYPr+zwpRnCs0wStzaF1UMEmahBBt0HYgZwhdqfD4bR7Xc4Z6/h/Hx5O5Gx/tG/vj4MDsw6H3+1xuSasFsvIyAiYNSj24OAgwLqlpaW3t7enpweFQSjLMRQKnTlz5tlnn/3kk0/eeustEFWSFHj8kMBUeMoDhhxtBUL902jOefqzzz5LjJuQWgBrUqX52dIb0dFoIj0Hzq+xRGUBa6ldbyUZJGtckfwehNfEqXmyIhx7mzZtunTpUklJyYEDBwC1wGjCVpg3wJFhv4OFAzuASlPkkFg2kWvSsisqKhBXrKiogKICY7VMJgODBpWG8QNKyLL0kRZD4O1TqdQqhbJCLhu8dHHm85ylze979u2vu1yiUyiUSpVWq8fRdDqdTCZTKBSpVOr+/fvgTYuLiwK/Jk+eQJyloodUyKZXEbnjyMsJO72FgOmC9MGhh1NUkoOlGghQm6vVNIFvDwK0y+W6fv16bm4uMp6Ki4uLior0ev3AwACwgPou4oVZkToiMVNH0r0d4pnOCimbJgjjH5ADrnCfIdU6BHItLL2cqtMdCU34+SRZb2I6YcLucDj8+PHjcDjc09NjMpnKSktRU+zg/oNX9YYvrdZvKgxL2z5KbdjwY2Xl79wTs07nZDAYjcXwv5NKPXUH4V3oK+P3IjwLlK5wKDN9H8WsQZwJrCnpnBqwCWDtcDptNpvP7Zpx2H4YHY3u3vNg65bfX7sW93r9ngmH02GxWEZGRkZGRsbGxoDaQ0NDSGJsamrq6urq7u7u6uq6fft2d3c3lOvZ2dmKiopVq1ahBQFijIRiBNnPMgmbtj+bLTBIUEgTzLNKJWDBK0E8lyxIBhE0EJwtp9Uc95+RyDXPrhDDfP755zPAmqfA8FwYrlALJhDBqMcBmpc/5SmLlLV4/PjxgwcP7t+/H0E/jUbT2NgIXDaZTFVVVWDZiBbC2gH8BdpiTyS5QImG4kG5MJBEqqqqgNR4Ff77DQYDKjShawnZQtKtFJe7BWLC/XxanU6j0hgVsvZLBd69ex9teC+Ys/1qYbFOrlAoFEq1Ko3pKoPBcOHChf7+fsQYiZStZMUjKk30eWlpaWlpKWuwUeoGSUmMHwKzllLsrCjPIYnfR2d1g/AfPFVZIov0THo4nc7m5uajR48ePnwYmjUSZMxmM0p9cns1pcOEMsuchtMdXaNsEKrGmD+aM98EE5G5XpGQ6Bh8Z+mrpJScrpgU1qXMOsZSGeOse3o4HE4mk1FWSvf+/fvd3d03btwwGo0qpUqjUldXV+XmHjJo9GGfL9bd8w+1tQ9+uSn1y81/un79K4dzzuuLRaKJRGJhYWFhcSmZSgGyaRkQmDUhsoDX9BVD1JqenhasIIguYFD7eWqYOT097U4LHajo9Cur9VuZ7P6aNb/TaJbcEz6X3TXhdDgccFITag8PDXd2dqLCz+3bt7u6ujhY9/f3B4PBq1evrlq1Cpl+P//5z6EtUJ6LIBpIY3fP/eSQWgAF0WMlPeQ55ucjTs3tHzwThw6y6r8a/I1wcIpPZoC1oHtwxSNrBrmQqbgSWK8kgxw5cuTYsWM5OTloSm8wGK5duwbkraurq6ysBGuura1FPgvqmoJNozYTPB4we2BPkGso1FVVVSaTqbKyEk5tyoIhyoyKnZRZDsWZdA+i25ChUTwE/QgqdJqG8tKxUyfim3/p2769vuiyLq1rk2xtMBiKi4uvX7+O1Bj8tjkpFiizlD4vLS1hDsgWoosCv+bozGOJfLLAtJfEfyWDcFotpbSCDEK5MMBrKkWNidvtbmlpOXLkSG5urkKhKCoqQur50NAQtYbhlZsEEwgPKnLXBwEcEVWpcMFBkwM0gSxfn/hyRfvwlwiDXzfpMsDJuMD0edSRB0UfPHgwPT1tMBiQXqBSq/V6vV6vO3zokLys/M7UjLNv4PHw8G9l5ffeW3///c3/3N//yO0JT00upBILC6nkQiqZSqaSC6nEYiKRiEq+LAGsQ6z8Ft0n4bKjHDl1X6QkRroN4q0yseJ6PB6n02m321HxOu6w/aWz/f6aNd8XF31pt025nBMul81qGxwcHBkZsVgsZrMZ/HpgYABZi8iFQROZzs5OxBj9fn9TU9OqVavWrVv3/vvvU3kQISmR56Dz6ByXgAUc5085y5ZSdeGRE2qqTyIUliIfCKf5PwHWJGETXtPyg2onL7zwggjWUq9eVns1t+7tYv0fpWBNdat5SRAw69zc3JMnTx48ePDIkSMlJSUoVQpfHUnPlO0C4CbiDKINOIY5D3p0TU0NMmiwW3V1tdFoxAtB2IG/Op2OyumRFQTFrGEvA49GdBGPBoNBrdVoNBqdVqfVqCrk5S1lpeZj+V1nThlLy5RKhUqt0mg0SuWy3q1Wq8vLy5VKZTKZvHfvXjweB2Wmn/1CNk8ex2gBuwm1F7KJ1zRI704yAx/pIQKP5nMBuYAvQlSKYzfpEvjBUw6LkNWCtoHd3d2nT58+cOCAXC4vKSm5dOmSXq8fHx+fnZ3FbTWv38S9JRTJpLfmOm807VAmlOT6Mp9wMBWugIDXCaaNCHAsXDd6OR2Tn4kA2bF0jVxOsROJBIk5kUjkyZMn/f0DMpmstbWVItVGg/7kiZOnTp72+wMW8+jM6Nh3AwO/Pnrk3htv/frQoR/7+7+cmr6fjKeSyTitMfFlvSWamcTEwXol93o4nb4Iygx9g1fdg8+SC9bY2e122+12h8Phcrn8AV/E6/m+q/Puu+98lXf4277BeYdjwumwWi1DQ0Nj6TFqNg8PDlE5p/b29o6ODiB1e3s7JBGn0zk0NPT888+/+uqr27Zte+ONN15++WVU+SCKTUoxzyDnjmZhkEPuv2XLYxQie4BywnS+EuD40mR0wmto1gT6/5+YNWCae7ezyCCcUAtlm3Zm1gbJyqw5lRaYNdVERR3U3NzcY8eO5eXlHTlyBHWUUNSU8lzAr0GfqRITBhh0VVWV0WiETg1ohkgCKg02TRHImpoaQDCQGvhL9Jkb+EgJ4VFHrVarxl4qtVqt1GlURpWyWiarVMq1GkjZSpVKo1arkdEOmbu4uBgVneLxuCCDSOVp/hS4DODmvHsxs9jTQmaIciXSLeWDRC0FJBLAhaifANbcPwBUnWODgoTAX6/X29vbe/ny5b1796Ls7cWLFysrK61WKxV1IyYuRWrO6znrJzbNeSvXK/iHla5Pwg4CpxaeCrvxjVmZtVQPiUmKkCTSye6YYFE3Gk1KpermzZv0P1lTVX3y+Mnjx046nc5Rs9k6NBy12f7U1f14957Um29+X1D4Z4fryZ35u8nEIvtaccyIpHGwIINQUiiWQ3qKiokAZQJryjIlgCYlBOnmFosF9V58fu8dr/e7keHvcg/Ob9z8w83WlM3udTqsFkt/f//Y2Nj4+PjIyMio2WwZG+/v7+/s7Gxubm5qauro6Oju7oYwAknEbDbb7fZ33nnn+eef/+KLL9atW/fGG2+gpDWnsRiUV4IheDMETCcyzvk4B/Gs0gpHarwd5a3QhDLRObP+aVrN9XFBB3/ppZewBmSRQbjuweFYav/gjzyVnOshZAjh5BrFUdEFBlWczp8/X1xc3NTUBJUDPBoBRtg5Ghsb0UYAUgaiiJCkyUkNPYSnMkLsBqajTRf6lcCxBzyliCJwlkRqqM/wjZAeAoEbO1RotJVyeaVSqZLLlSq1Sq3TqHQaFRUSUen1+kuXLpnNZnSNSTLLM7AYT4HIS5lDqn4sps18hOwCRhNqC7txnSTFZBCOzoRNRPo4eyXFkz+lHz/lLpJsTTFGasY4PDx86dKl/fv3FxUVFRUVXbp0qbKy0mKxABSgWQOpeWhRsChEM/Oz+ZAuPAmJzsOBWFi9pJDNF7YFVjZrIR3RXWDFwX/6MnLKH5OkVibSsYF79+5Fo1G9Xo82deiCptFoampqiouLjx075nK5hoeHR4ZHvDb7A4/7X0eGHuZ8EXt73W8vl/5bJPw4ErmbSKWSqUQisbC4GIslo7FYJB4VlJBYLBaORkLhcDj01HNJ13k+3UqCNGt8NfDCk2BNAeGZmRk8RdU9q9XqcDg8Hrc/6J90T/zG6fyLRju59p2/1tY9tDp8dpfD5hjqHx4zj1nGxjHgtqa6x52dnWDWmNy+fbuvr8/r9X7xxRerVq3avn37xo0b33777TfffPONN95AZjbaEVBRDsypQQGSuXk+IUd2gYYTMefZ5Fxd4cILYBTH580QCK95zamfZtaCLP7cc88BqWklQPG/DLCWOj2yQvNKkM2zYPZKBvUZgBICvD5w4MDp06c//fRTlUrlcDhIbgbOmkwm1KquqKhAeSagsMlkqqioqK6ubmxshLsDO0PxgISC7TBoA2116UGdFXm1JpJB0MeExOuKigpsJ+Vaq9UpVSqdRlujUHYWFraWXDaUlysVKo1GK5cp1KrlNQBiSHFxcVdXF1JjOOEVtA4BmmlO2L2QzRCSdSxKApKLLHSZlWZymOPSajwzZZmDZpQlwnGM5m4QyCBwUg8ODpaUlOzatQu+vVOnTun1enSAFTQQagkoza8jGYTWkqwYLSW8qWweR762ZYVvvsLxdVH4q4DsAneWqjR8S4LZNu7fvz85OXnt2rW+vj5k6qIPRm1tbVlZ2YEDB+x2++DgoNk86nK4JifcT3yeP7e2PPj0s4V17/xg0P3LzJ1H4ehSIplKppKJVDyONSASDYcj4cyKLpFwKBQKM6SOZmYbzc3NUXM1MlmjCJ/P54M2QnFFkGu/34/+ik6nE3WmJr3ex86J31VWT69d90+XCr80jwWdE9Zx29DgkGXcMj4+PjY2arGMj42NDQ4OotX1zZs329vbOzs70YwRqkhPT08wGDx06NAzzzyTk5Ozbdu2DRs2rF+/HiXrUL5OWniaKt6hBh7AHQU3Xn31VaA5p+dEhzmgc0pOBUAoO5FXbsI6gTnhtcCsCayJR3OF+hmWgMORGm+BCiEZYE0lmTiz5oNvIW1EiC6SSM2zYKjXIskgpFyfPHlyx44dJSUl7e3tVVVVkDvIH02VPSCJoAaT0Wi8cePG7du3QXuxhTg4ODWUa/QTQMsuqB8Gg4FXQKV4IJx2kC+A7EjDMZlMgHi9Xq9L47VSpdQplTdLSiy7dtqO5N8ql2nLFVqtXqfTAqOxDOj1enTyfvjwIQGBQJYFKs1hWpgA4hcl0UipTiIdfJ2Q3sVzls0xhXg0F6m5Zi2ANU875P29AoGA1WrV6XQ5OTnnzp0rLi4uKCiora11u93g3aSBAKmzxhV5wDOeacvjsoOgRQgKhvReRLgjybqYJVdwrPNVISUR/aVXlWM3PaWUnKWlJafT2dTUNDIyUldXRx3mQBfy8vJsNpvNZhsZGZlwufw+/6zH/Ruv9881NXffWffog/f/T0/Pj/OhL6PRhUQiFU/F4/EYdJBwOBqOhJnVEt8bF69xkenKA6wpukhSNbeCEK3Gbn6/f2JiAqU8/D6f3x8IerxLE57vOzoefPrJw48++vXQ8KTdYbVaBwYGxsbGLRbb+PiYxTJusViGh4c7OjpQ9Li1tbWzsxMCCCC7o6PD6/WqVKqXXnpp9+7dOTk5KN6Piv7UZZF6uNCciovyti8E8WvXrqUu6cBxau1IJB1kGdyZGtCg6BIAmvftRX9ILAZYA0izljJrwcNHzJqQGrcCr7zyCk4M5ynKIByRd6TbBQiPAuOW0uqfYNbcE4ISqfn5+fn5+QcPHrxw4QJV7YBmTYmIMHuAJkOSrq6uRsVUnU5HYI0dwM1NJpNerweaE00m9UPNhkwmk8vlpDVXVlY2NDTU1NQA1vV6PTIetVqtUq5QKhQqtUKn1erLZb1FRbEtW6KffDJ47kJ1iUynMaiUalJL8HYKhaK4uHhhYYFijFnxepGFEDHu3r1LAM1BXAo0BBaLLI9mITNEKfDHBebOJkARCCD3KoSZ2Vnwga2kgZCvA6q0zWarqqravn37sWPHoIRcu3aNuo0QWJNmLQjWpIHw6CJnqcIKlMrUfKQQzK8JX8YEqUTg4AsLorWGH5mfA2fZ2CeR1tO5y5DuElKpVDgcHhkZ6ezs7O/vx78f/l2NRqPRaMzPz+/t7fV6vcPDww6H3ev1zk5NJfyBf7LbfnOpYOn113+z/8D/slq/v3PnfjyxmFykLzGtgUQikVgkgojjfCgUDoUy9GuKQ4TDYeSdEljzpBiKLpKBB5NgMOhwOOx2u9vt9ng9/kDA7/XOTbi+c9i+O3L44Yb3vu/tnraMORyO0VGz3e6w2RwWi8UybrFZrMMjIx0dHc3NzShV39HRAXKNlqq3b992OBy1tbXvvvtuTk7O/v37P/30048//hi9snjbct5Ji3ddoQ6K6M+yefNmYDrhOKAcaI4C05ybY0J9ZKhWNTUcwEDn9TfffPO1114jsF6JWQtqdVb14+WXX37ttddQIBtvl0UGEYQOIs70KGzkieYkWAvMmgwhXAYBs87Pzz927BiK0+/btw9Z5tBDoEFXVVXJ5XIgOGqcolRIdXV1c3OzRqMBDadYoslkgq4tl8sRn1wOD6arMi1bO9JzmUym1+thxyadRK1Wo54n9sF2g8GgUakVcplWo6lQKLsvXbq7bdvSB5tdhw9fK7ysU6o1arB1BZg4aPjly5enpqYePXoUi8WkhHqBSdh4vHv3LsBaSrq5VLKwkOG2XgmjuQySlPQD47fwnJZysI6xgsiCHiLgNTdyEK0GXo+NjVVWVu7bt+/YsWOFhYWXLl1qbGwkIzbPWhTKNkXStfOFXBJCuqwyCKfDqbSpUdi4mFk7RVjMVpJKVprzlYBTbCnxp6Ao/RUSWSQSGR8fR2zNYDBUVVXhvxSc48iRI21tbcFg0Gw22x02r88XnJq6MxW86/X9xWL7h4KC+ddf++Hkyf8nGPzN3HwqHEnEn3LrtGgdCYXD4WVaHQmHo+Hw0xRzHpmg9EWKLvIYI6nVWFxBvYPBoMvlcjgcbrfb5/e5PR6/3zflmXjs8/zqzKn769Z+W1udGDXbR0bNwyN2m8NisY2NjY2OjlotlpHh4e50d5GmpiYI1i0tLbh77ujoGBsbu3nzZk5Ozp49ew4ePLhz507eZJb6pWBgI7ajBS01n+WtDgnr0TqLWikSZ9+0aRP1XQRDxyAKT/26sMP69evXrVu3Zs0akGs0teGatYDRnFPziCKQGpwaSE2rQhYZJKsGwovn8Vp6PLQo+PYonEioLTBrItcnTpzYt2/fhQsXiouLTSbTjRs3wI4rKysVCkVjY2NjY6NWq0VvF/g98N88MDCADBe4/dCjC40FjEYj+sIQZQZ0UoRQLpeXlZUBqZEpA9Ub956IKGLQa9UajdFYYdQbVEqlQansvFyS2rMrsWlDcP++5sIinUKuVChUaQ2E4pmFhYVWq/Wrr74i2VrQN7KqIsBr4tcrkXGO0QuZYyVmLdzg87mgqwoZKAKnzqqECMo1ftU+n290dLS+vj43N/fw4cMXL14sLy/v7OzEDqBm3AciFUC4Wi1ovhydOcWWfl4BZAWmTJNkZq81YS3ku2XFa+FkUpmuGy6J0A0Ngs8LCwtut7u7u7u1tRX/xqiIUFFRQWA9OTlptVrtTueE2xOYnJycCs74/Hfd3r85nb87fTLx6qvfnT33v6emfhWOLKQtjtFoNBKORJ7q1ZFIJByJRiORGC/hxGWQ2dlZYtbkreYlt2iVxTeIvzqdzomJCfT9CU4Gg8HApM+T8nh+r9MuvPtu8sSxJyNDzuGhsZFhm9U+Pm4dHx+3WCwWi2VoYLCnu6etra22tvbmzZvw7bW0tKDXV3Nzs9lsHhwczMnJ2b1796FDh/bv38+RSqhKJDwSodyZLheKkqKA9ZWgHC1rhda3Qmtz6mu+ZcuW999/f9OmTe+9994777zz1ltvoV0kgfVzz2WUBuSZkOTSW53uHsnVD+LvEHBEZs21aUEG2ZVtcE7N0fmnB4H1gQMHDh06dPz48f379x8+fNjlcrW0tEC5hidPo9HgbghhcUpuBLD29fVdv35dq9ViC/Rrg8EAfo0cFrLfwbTHC1hDmwZzwY0nxG7cgXKiTWnoWDMMen2lXt+lUkXz88Pvb57Zvaft0kWdvFypUqqY1Q9kvLi4uLe398mTJwTWHF6FSKPUEEK4LNj4CDg40aYtqXQYczEzuigASlakpjtoQQwhpOaa9Xy67RbBNHFkePgQgBofHwdY792798yZMzKZrK+vD7fbVBIERYWEWviCUY+fJA3ansqUmJOZ8UYpLgtXT7iqC5lxWuEpB2u6mBypU8xyk0q7sGnCERzCyMLCgt/vHx8f7+rqotagIA2VlZXnz5+vr68PBoMWi2ViYsLv909PT09OBqcnp+54vF96ff9rdPQ3+/clX371H8vlfw+FH4ZCiVg8HIlEY9FoOBIJRSKRSDQciYYjofCyAiKEBwi1SYym/uWAY9JAYMrEEgsfvdfrtdvtTqcz3U7X6/f5gj5vZML5l87O1LZPlg4e/N1Av9dsto+Nj4+PW202q9Vqt9sB1siLuXbtWlNTU2tra2tra3t7+/Xr11tbW9va2rq7u4eGhg4cOLB7925Ipgh6odgyJ3/gf7m5uXhE/t3BgwepMTexRjKqCRE4KjVKsP45GyDsvEvtZ5999sknnwDZN2/evGHDhrVr18IMLsggpIRkTVtHJBP2EurIvnbtWmcQTJ0AACAASURBVN7CMQuzXkkGoUHYLdREBWTjQmQNLfIBTg0D37Fjx44dO7Znz57a2lqv13vlypWKigrkvFRUVFRUVNTU1Gi1WqQjQuVAuQ/cLgGm9Xo9ySaQQSg5hUro0USj0ZhMJoPBQPYSPCWIh9UPcUjgtVar1esMeq1eo1ZrNOoqvb65XB48nB/+5S+T27e3njmlRy2ntA8Ec4PBUF5eXl9f/9VXX+EXLrBjQgGQaFKrpUI2QbbwV74AkH4igE5KUu0vxeJj9JRIK0+rExgugTUZdXkiHIUZAdMQQwKBgNlsViqVWKdPnTolk8nMZjOlOFLuItdAeFyRCLXAqYVwopREc0iV3nYIq51wOyIgNV/zFiUGG/6UpGpi1klJmJHDOj7a4uLixMSEzWabmppCbBx5AOANZ86cqaqqwrLndLrSuDkzO3sn6PeH/L4/zs38R1fX/fc2Pti05V+uXv9TKLw4H4pFwpFoaH7+TjgUgQISjUTDkXA4/LQYCCfXc3NzcFtT+VMhdxFdeil6DLfPMrN2OSdcbp8/EAgGvH6Pz+8N+v0hz8SP5pHkzj2PPvn8+xs3fSMj1tFxq802brVYLLbxcYvVahkfGxsaHGpubkaT6xs3biDM2Nra2tTU1NbW1tbWNjg4eOrUqZycnOPHjx86dAigDJMCAXReXt6hQ4dgBcaEHmmSlzkA5YRFK8G6QNv5xl27dqGg9Keffgq8Xr9+/Zo1a1599VVqQsYTILlOLfVTS9UPwDSEdRGsV/J+rDToY0h1D/rAvIoTTegS5+bmHj16FOltp0+fpirVwGuIEk1NTShlh+2IIl6/fh3xQ4ApNRlARgx5pXmfcvimoVZTgRGQcUjeFRUV2BOcmggyBA2dRq9Wqo16g16v1ynVN+TyiVMno5s3L23d0n32dIVSqZKr8OtCnzAUtpbL5Vqt9v79+4uZZZuyqh932SBReyEdZuTALfVi054c5TlhFDBFSrQ5dnCfdZj10OJIHWZVnPAIgowam5hPTU1ZLJb6+vrz58/n5eWdOnWqoKBApVJZrVbsJrTHFdyBUVY3I5FppeDnT4sN/1xSmixMpPxa+tWkWPLngkQVWcjsXJz13iXrfQwmsXT57Gg0+ujRo2Aw6Ha7Hz58ePv2bbiYEC8xmUyXLl2qqalBvVmXy+33o6L09OzsnUAwMBnw3QvP/3Vu/p+raxPvbLy35eN/Hx75hzuzi/NzsWg4Go3EYrFQKBIKhyORyHw4FMp0RgoOH5BlGKh55SZoIHDEk3sHN0Y+n89ut7snvL5AwBfwBSZ9gUAw4A/Mel3f2ayPz1+4v2bdE4VyesRsNY9aLFar3W6x2MbGLDabbXx8fHBwsLm5+dq1a42NjQgzwg3S2NiIjrp9fX0KheLzzz8/evRofn4+oBkgi3leXt7hw4ePHDmCHfLz84+sMA4fPoz0DjxK8R2gDyjHILZOyi0wHY979uyB4/njjz/esmXLpk2b1q1b9/rrr/MmZEI1KI7U5AUkpH777bfXrVtHYU8g9XvvvfdfyCC7JN0UV5JBpJmKBNaE0QTcdMOCK4JGBIcPHy4pKdm7d+/58+evXr2q1+sBu2C11dXV0KkrKyuR5ajVatva2kZGRmDIo7aK2BMFgxCfAUYjaxxqMlmzcbMJWo3muXCAAKbJXo3fjFarVanUWq1BrVKrFIp6lWqwoCD6Rc7SpvcHzp0zlJUpy5VqlhSDHjRIW0+lUvfv34+nm3txPOXofO/evXv37vHoIgEuNgr4vpjN5EcQQxqLFEr4FuH+nWCRlGIhESbCSoJwsCZOTb9khBavX79eWFiYn59fUFBw4cKFixcvmkwml8sVCoUggM5ldsXleC0oIVJyKiCgcA/BmbX0XoRfq4VM1Wgpnakk7E/oLCyBAkwTxeZkXzjbJJOeFhcXHz165HQ6p6env//+e7PZrFarq6urZTIZ/ocvXbpkNBr9fv/Y2JjD4UB/cQoD+v3eWHj+q1j035Opv5iqY2vW3fs8598GB38XCSfmZsOhUCQcjcyHw6FwKJJRxYnnH+G7RmEQ8njwQk6g1bhh4oW6JqemvB6v3WqDw9rn8/n93oA/MOUPzPi9izbr72prH615+zfFxXGz2T48YrXYrFb7+Pi41WqzWu3Dw8N9fX3ogo0A1Y0bN+ADaWlp6ezsRAHVGzdu7Nq1Cx2miCODNROnBkYfPXoUuHzs2LGjR4/ixv348eM0x3bajeP4kSNHKFMPQ/pG/N3z8vIOHDiwb9++Xbt2ff7559u2bXv//fffffddAmvuBnku3cSAlxYh7wdx6nXr1gGjhU7n2QOMUhmEQJzbQrgMspJmLXBqbOHqEpbEkydPnjx58sCBA01NTXV1dYS/AGuj0djW1gbIprofGo2mra3N6/U2NDQA2QG+5JtWL3cMkFNVJplMZjQa4TMBSUcyJPAdCWNQsXmvL14uVaPWaNVapUqp02or1ep2pcqem+ff9nHnhYsGmUKn1ikUclBpEHnwo+Li4qmpqcePH8eWq1lmcDrCaMA0p9U8zCiY+RYlg9NwgTBK79k5y15I5zRyPxkZvwTBmn7nhNrk1aMUc8ynpqbsdntDQ8PFixePHTt24cIFlUp1/vz58+fP19XVBQIBupsmCYXSYcgHEmPtZcFD+Yoi4KPAfFOZUjVdbcJujs78qXBTkhWa+fGTEkGJnxWPLtKWVNrMF0/XIYBhZmpq6uuvv+7u7kYbo9LSUlitL168WFhY6PF47Ha7zWZzu93Ec6enpn0+Tzg8v5RKfJ2I/1tw8ofSstSaNQ927PjP8fFfTU/HYdPLLAMSTuea868Vg5g1ZSeSJ4THGCjvyefz+bw+l8vl8XiWrSNBX8DvnwoEp3zesNPxx472L99e8+2J44u3uyaGhu0W2/jo+Pj4uMVitVisg4ODPT09ra2taOB38+bN5ubm1tZWpDJ2dHS0tLRcvXq1t7f30qVLO3bsQD/P3NxcAk3ANCH1scxx/Pjx48ePY8LBGhNgOjAajwBrQu18NugpQTnO4eDBg3v37t2+ffsnn3wCsH7jjTd+/vOfS2UQKjMiReq33noLnJowGo/womzYsOGnmDWfCykwWZm10GdAauDjegglxRw6dAjX69y5c4cOHTIYDBA9YOqATq3X6zs7O69cuQJDCJynCCp2dXW1tLQoFAq0I4DKAVc1NeUqKysrLy/XaDRGoxG+EXKPQOOGCeSp3KHTAbgB0wBc5NQo5AqNSo3KISad/ppe315QMHLuzPXSEo1MrlFp5PLlhQFAD6tJUVHR+Pj4kydPkpnWMSLId+/evceGgNc/QaWFaCRtB2pwVihFaoH0EaAk0ml1gu4hhexIuqImcWpiXsFg0Gq11tfXnz179uzZs8XFxXBJnjp1qqioqLGxkZLfZmZmiKQTjuDtKF07wZJHVpKq+cfhnzorm+YQvJCpk9AOHNa5EsL5Mj8TfhnjrOC1cIZJiW9vcXFxbm6upaWloaGhq6urtbUVAqBer8f/cE1NjVKpLCgoCAaDVNmOIn7BQMDv987P31lcTN1fTH0Xi/2H1//d4SOJ1177y8WCv3ncj2am46FQaP7OMrVm9moeV6TtCDBSFSdC6nQTr2lu3cNuPp/P5XKh6Q/A2u/3Bf2BgM9zZ8L1ze3bDzZtfLA958vGxpmREbvFarVYrZblMTg42N3d3dLS0tjYiKbYDQ0NaKFLNr6bN292dXUpFIqdO3cCrAWqSxoIUJij84kTJ06cOHH8+HE8roTdxLVpwuGbJlJKDuw+ePDgnj17cnJytmzZ8t5777311lu/+MUveJsYCjNS5vrq1avJ+4FwIpAaVJowGmPjxo1iUoxg3dvJqqESdnOXyC5JMevdu3dnNYQISE2y9aFDh2C1PpUeEJRBk1EH1Wg0ojiqTqeDbQOkG/6ewcFBo9FYVlZGtjzi1GVlZWVlZWq1+urVq7du3UJjMLwczAUiNR4p15EjNdFqpNJotVqVWq1SqYxGo8lg1CmVNUrFVYW8QqVQyGQKmVylVPLeBUD54uLixsZGuPeI6xFAcIy+d+/e/fv37927t7hCXPHu3bsL2STsRYl+zXniQqZOLTBEAhHietxeHUlXrJdCNi8DAk4N8J2amhoZGTEYDKdOnTp69GhZWRkuSElJCTTr/v5+WEEoTkUlQSKZlZso1EmwSDjIxV+aAHxJa0pl660jcGoBzQWMXmDeD+LFgGw6H4p8cnmdJA6+qHAo53pOKpWyWq2oi4A8A4S78S+t1Wrlcvm5c+dgZ7ZarW632+v1BgPB4ORkcHLS5/PNz8/fvXdvaXHxXiz+j9HE3wfN9z7cdn/tO3+prPjrZGBxaio8PzcfWi4KMh8OzYXRNS0cCj0NSOD+hhf9QHYi7+ZDbSJILfH7/ROuCZfDCQ3kqeEvEAgGAtMTE0+Ghn84d256/frf1lTPDw3Zx0atljGL1QJPCNrmtre319fXowQQyDVsYJ2dnTdu3Lh27RpqgeXk5Bw9ehQwzYOHgFHOmo8fP37y5Elg9KlTp3DvjglQmyb0iNcCxHEQDtyE0QKyQz85dOjQvn37cnJyPvzww40bN65Zs+bnP/85OkYCrAmyqQjJiy+++MorryBBce3atYglAqCRs0Mubzi7RWb9E4WcaGS19HHlmnNqQRiRGkKIXOM6nj9/vrCwEJYPqvuBSWVlZXl5OdXYw0StVqNmCJFikkGouil1YiSMxg+AJGnoHkiGpGQW5D1SvJG6xqjVapPJVGGs0KjUGrXaqNNUaJR6pUKjUECwhsOPZG69Xn/58uWqqqpHjx4tMsvXAtOsCaMxp7wYsnYQHGcFaw5AHL65yrGQGWMUuB7XQARvtcCsBX7NC1hPT08jZmg2m00mE34M+CLQ5+HChQvHjx+Xy+V2ux1mXsG3RwILFgkh+UVw7OGcBcVDSq656JHKZv/gG6UcPMVMkAusd2Us3fMsltkAl/sLhT8lEhlponTlo9EopLDa2tqSkpKmpqaGhgbc0qGck16vl8vlJ06c8Hg8cIxwzXpmdsbr9U5PTd27e+/u3buLidSX0fiP8/P/p69/ccuHyQ3r/37zxp+mp5LTk+HQXDQcjYTCodB8OBIBdEfC85FIOMqYNb5NnsFIbhDKWsQSuyyYTE+73W6Xy8V77C4XFfF6A07XE5vtjyr19Ntrf1DIY/39ztFRu81qtdmsVhtqOQ0MDDQ1NaEVVGNj461bt1paWpAg097e3tzc3NDQ0NfXd+HCBTDr/Px8ITBIGgghNfD3ZHoQXmMIdBsEXCDdHP35nHajLUeOHIEBfPv27Vu3bt2wYQOYNVmtKTuGmqD//Oc/R147ITUCiYBmysfhafRiidSVCu8JY1emyU8IQgrp5twEA/MWhRkRbAVYnzx58ty5c3l5ebW1tV1dXWiJW19fj9xxo9FotVqvXr2q1WpRAwQ+kKqqqoaGBlg7kKxI5T6QwYid4SoxGo3QoKF+6NMDqA2bIBgNL/DE6z2RL1shV6gUSq1GXalWXVcp6xVyY1mZRqEkBYYWAEQ49Xo9wDfJCk2QiHHv3r0HDx7cv39/Ke29w86g2FzxEOQOQd2W7ixglnQQ0gnMeiX7B815UBGAi1/42NhYRUXFyZMnL168WFZWptFoSktLIRydO3fuxIkTVVVVXq8XlazxQvL/kRROzJrnK/K4ohBgpJuGhczB2bEwWcjU9DlY48iLi4v4vvDX+fn5aDRKO0TSdahj6e5ZdLlw5kIAgD8lhk7gHo1GHzx4MDc3R6WAEe42mUxgIUaj8fjx42NjY5OTk06n0+fzoXwSGexmZ2buLi4tLi7eXVq6t7jwKBL+8507/3rz1sMNG5MbN/7LrabfT0+l7tyZn51fzpGZRx4jwDoUiTz1hwCOeVIMua2hcfHUU1Bvt9vt9rgp0RGQ7fP5vB6vb2Lirs32tcEQ2bDhm8OH7vb2eizjNqvVarFbrbaxsTF0Ymxtbb1y5QoCjKg72Nzc3NbW1t7efvPmzfr6+p6enosXL+7cuRNyBJg1B2seSwQWc4zGXbsA3CfSg15CkA2izcGacJx25qidn58PsAazfuutt9DURmjGSFVVX331VbLoQaQmxUOoeUKTLN3NBciWlrEm/VoqkkglEaG2NY837ks3IgBYnzhxAmBtNBpv3rxZVVV1/fp1hA0hg4yNjQGOoYdUpAe6zKC+B7W4hccZlm2ALIqjgrCAPpM2DQGksrISr0I3GSqeh2MC66uqqlSq5ZaMOq1OI5c3lpd3nDvXdvpUY8llbblMKVcQMVenE2QMBkNJScn09PSXX37JY4xAB8JlMoSQ8YMDNAUYBbqdFb45MNEtf4oF3KTaiBBgFGQQUqgj6X59PLRIpVD7+vpUKtWpU6dOnz4NJUqWHkVFRadPnz579mxDQwPlXFCQSmhZQi6UmKSnYjKdFIMPgo38BoL4Mhc96MPSBZFiOr2KLnsikcCy5Ha70ZM7EAiEw+FUKkWmRlrAeJZ8KBQSfCzc3MJVeFqKlpaWIpEIQiP4v4VPqbS0FHeHeXl5LS0t8/PzyD35fwl7z++2rytr+MPMmjWTyZPEli1bkiWLoiSKFKneZVGiJIq9oleCvYmU2DvB3sBe0XsnKsEiW7KTuDu24xInTiaTZ8qz5v94P2zi+BJU5r0fsH4EwQYC++67zz77sB0rgGz2rwh4PNt2+3c6/XclJVuHDm/Gn/xxSvXCaPbY7U6HA3jtcjnxKzvdbqfL5bQ7nDaH0+4AX6YUJxasgeNAavBrdMQgbA8wTfiu1Wq1Gq12bc02M/u8t+e9y5e2jsc9U/ZrplVzswuzs6gxzkxNTY2Nj3d3d9fX12NSdlNTU1NTE/AaGU8dHR19fX337t27cuUKopVJrSaKzTLrlyI1Xpa4ky4ItXGxX9qOsZRgkYSCBb/gjRs3Ll68eObMGYD1z3/+c2Q5oTUR6gdcegjSe+2116icSBgNdMY6tnf93enm+1GbXXQ/jWckrs22z7Cp1sSyWYsIbCGYP3D//v309PTMzMzMzMyioqKOjg5YNaBd1NfXo8dJKpVWVVWBU2NkgVKpLC8v53K5QFgcHpElglc8dZmTiExoDplCIpFgliP8djHjCKBQV1RUVFSUKxSKaO1QJpdIKyWSIR5v8tr1sUuXRwoLK4WiMkWpSCQi8QSwXlJSUlRUpFarIVvHoEaM9LGxscFS5pcCdwxGs49hP8UCN5FrFql9zLhulv3FFBjdzJRVthGGFGeaMCCTycj4IYtO2wFqZ2dnp6WlFRQUDA8POxwOnU4HAZTaHanSBR+Il5lVGCMN7y/xsSK1f1+m1X5CzWrW7FOEJy0QCHi9XsQ6gznOzs7W19eLRKKmpqapqam1tTW73Y6niM4E9ugoMmrpZE8JrL+FhWm3240tAT8U50UYnCglFVrfw4cPnz596na7l5eXIQ0TTAMcsdPv7lI+f2h9/ZnF8he95qP09OCrr/36YcYf5ua3rBa33eZw2N1MMAjynRyO3ZBrlBNoACNbWiQTCBtWrtVqFxcXV1ZWUPCMmQSmUau1s7PPVFO/vXfv3cNvfdjWZpuaXpidn5uFDDI3OTE5Pj7e09ODGSMw8OECMN3a2oqQkCtXrty4cYPUarYRJoZZA08fPXoEFAY0Z2RkZGZm4poWq5O8VMtmCTWVK2OIOfwkN2/evHDhQkJCwttvv/3666+zE21o9AG8H6RTkzPv2LFjlEly/PhxItSIKMF6OVifP39+/9jcl5Jr9nq/RYRVsWMC+VgLNiIj7t69+/Dhw8zMzKysrNzc3KysLBg8EHYqFourqqqmpqYAtSgwog6DXhhknMLDBzkbXYhEq0Gfgc4gywBuVHUeP34MUgP5gug5TIQ0EkwqlcnlCoB1iUxaJRJNFhboLl3RXbgwk5NbxeMrZFLqx6G9AYaQxcXF58+fezwelvERIsfw65juGJZcs1pHDLlmfX4xZ38WrAP7VGyWWZMMst+ux/pzyVKNxOre3l4ul/vgwYOCggJ5dKQDfJM8Ho/H42VlZaWmpopEorW1NbzDyeTHwhy1aezvXWSROgayWZ3av9cBEvz7nYr0MPYgYrPZNBoN7BbLy8vgjCqVqqWlRRodqdzQ0DA2Nra2tsZGmpB50b5vOV+Wyk21UxxiILyUlZXl5+c3NDRAkautrc3OzuZwODU1Nenp6VVVVU6nE+owtRSSQOHz+UKhUDAQ8HnX/f6A3+fzOWzPHdY/z0y/e/2W+9WDvxNJ/qjXRUxGj93mctgZC6bbGc28xn/WYDAYTXs6zmOSbGOCnFZWVmAFYbcQrVaHZ3Jtfj68MPd+ds72m0eei8XBsfHl6dn52fnZ2fmZmblZ1czkxGRLS0tDQwMGjDyJrra2NszS7erq6uzshM+aDM6sFYRl1jGCNRHqjIwMwusYyGaFkZeK2mwdMoaS4/579+7dunULzPr48eMHDx78xS9+gew9QDalngKp0fZC5UQ2GYogm1KiXuKzZsGa5nu9dLQ5awthxRCSRPY3y4BTx9j7WCUEnpCMjIz79+9zudysrCz0FqLdvLy8XCAQQJ6WSCQ0XFEmkyHNA4IGJVzDoE0WDqookqkOeog8OvaloaEBHJA+C9cUVG/qhKRKo1QqLZFKq0SC2aJi4/mLxuSzi9nZ1TyuXCKWy+VSiQTUEj8d78CBgQFKCCFOxzLo/aVFdrGS9Eu7ZoJMjXE/mrMlOGiyrJBN5JpIn5vJzHQwyx4dJmKz2aBgGgyGvr6+wsLCO3fu5OTkYJdC8CzqikKhkMPh4L1UUVFBw0fw5YRubHcG9S6ur+/pWmSdy+wvH8Og/XttizF71X5YhzYNfwtiLpBcAQ6LMSgqlaq3t7eurk4kEhUVFYlEotra2oGBAbVabTab8SewIxRokELMVgSFBABN2O10OrH91NXV8Xg8NNOiAxbsoaam5uHDh/n5+Q6HA2FJpA6TXgEtJRQK7T4hfr/X7fI7bL+2Wv46P7eVnOJ9/Y0vhKLf6bUBq9ntcjidNpfT4XK6HE6X0+Vxudx2h91ht5nNZqPJqDf+JINQ9w3ItY2ZiYwnByZr2j9YJWR1Va1eWnHOzn5cVR2KOxlIvfP+2Ojy1NT83Ozc7Nz05NTU1NT4+Hh7e3t9fT3AurGxEcNGgNfw7bW1tV26dOnmzZuoLhJkU+ch+eoIqQGsGRkZgOzMzEyWX+ND8G56cAwKQxghuh1Dq+nxUELeeeedS5cuJSYmAqzZwWNAaqSeQqdGRRFIDVym7Nbj0QVaTSGuL5nBSIR6vzkkRr++xOQ9/T0ZZL8GEuMJoXnnqampMPDduXOHw+HY7XZQYKR8KBQKdMQgLhVlQBRhkPcE+oyQEFwQwpLlg5QNkG7QXqFQiLARDAogpMZbBclnrLVDJpNJJCKZTCqXSGrFosncXNO5c5Yzp+fT71dxuDKxCIYQKCr4ieXl5RwOp7m5+b333ovRUgmF9yseMRQ7BsRZEs2CcowUzp739wsCLN4RXrv3JTcR5yKYJlTSarXj4+NFRUW3b9/OycmhLQokFLmGAoEgMzPzypUrmZmZSqUSGneMFYRt0Hgps45xvPlflnbCPgmsEs3+pUFGmMbuuL6+ThkXa2try8vLKysrUGCtVqsrmtFqsVg0Gs309HR3d/fjx48FAkFhYWFZWVljY2N/f//MzAxBM04b1HCPWwq6Yk8nrEgCPaStrQ2jn1GPwetNKBRWVVXl5+enpaU5nU6dTgfiT40qUEJcLlcgEPjp+BUIetwej8vld9g/Mhm/bWvbOZWwefjID62tX5rMAZvV5bC7PC6H0+5w2Z1Ot8uxuz2bLWaD0WCIDlekRnMygbA1Rlj3aFfDl+DJRN+jWq3RrK6apqc/7+pZTzy7ffXqZ/3KtYmJuWnVzPT01NSUSqWanJzs6urCED6i1XV1dU+fPoWHr6+vr6Gh4fz58wAKGBPQGkN4TR0x+5k10WpWCSHZmm73VyBZ1CZFmxVY6DEE1mfOnImLi3vjjTcwtYAWZr4cOHAgBqmJR7PMmmg1RBLEOf1vzHq/YL1fCdnPptm5iy/VQIhos2CN001aWtrDhw9zcnJu3brV2NjY1dUFzzU8eS0tLWtra2glh3tPJBI1Nja2tLSgyxyOaUA5jRogOgyVA4+haYq4hZsbaR4g1+Xl5chohRJCtD3q95NLpBKFXFYtEk3l5lmTU3wn47QP0mqKOTKRCA8m6wh2C7FY/OTJk52dnUB0bC4BNERqtn2RlUTYNhk8MhiVuVnSvZ9TxzDr4N5W6eC+ljxWbSC6x5bOiPyiOxG5H2NjY8XFxTdu3MjKysKZA3PRsOHBnJOfn3/79u3r16/LZLKVlRWkJJMJjBoXnUxOhfvvBKLG9L+wR4QY6SPmghYej6gWNIAgLg7cEDBtNBqdTicVWmmHCAQCNpttZWVlYmKiu7u7sbFRLpcXFRVxuVykq8/OzkIuYBENpwdyo1N3PmuwgRwRCATa29tlMhlekKWlpaioZ2dn19TU5OXl3bhxw2KxqNXqtbU1MFm2bwUWwF2wDoWCwZDHu+5xu70uZ8hq/b3J/JlY7PvVK++fv/TngaFfG4x+q9XptDvdDqcbaSFu/JdRNkRFgSZk4v9FTaekgJnN5tXV1ZWVFUJ2AnetVqtRazQatXplxTg/9+vBIe+VqzsJpz+oqjGrZhZmZqZnZqampiYnJ0dHRzs6OhCMTGDd2NjY2tra1tbW0tKCJMJz585B8aBYoRhmzeI1oSqBNRFqumBRO0bC3g/WLKaz13hAWlra7du3wawB1jQ8DAtFRSA1RGpW8UCONovXNB7h8OHDGG4Qy6xJsMb6e7496ohh79kP1lRdjEkOYfGa7Y4Buc7IyLh7965YLKbA0urqarlcXlNTo9FoWlpaYKfjcrkovCD4CcVGaA64YGm1nImoBu8jYQQkndrK7AmDJgAAIABJREFUIRTC7Qd+vRu5Fw3W2S0uSqRyqaRSKJzNL1hPTtk5dMRy4+YTHl8uEu+KJCUlrHKNfBKALPFclizHWEH2ozY+S3C8Qcx6r+pNiz4V2Ov9YDk1XRCz/nucmsQKAh2LxTI8PMzn8+/evZuZmQlCDWM7NfcLBAIOh5OamnrhwoW0tLTm5mbUoIgPEn7FhO29tLQY0wKzX89hQXm/1oFH4slxuVwoi6F7e3FxEdmeaKcEyWXN1GSw8/v9Xq8XvsPR0dGurq7Gxkb0+xQVFZWVlbW2ts7MzMDoQo1CrD2ZWDYrK+HPj0QiFRUVCQkJmK1B1lKBQIAmg5s3b4JNLywswBACPguu7fF4iFYHwsFAKITjiNvl8jndmxbbn/XGT7kc3y9/9fzGrX9fXHphNPrsNo/L5XTbHU6ny+V1uV0Op5OOPtAzYvCaDkN4mNFoBFiz6vZP1j2NWrO2trK0rF5YCI1PvsfnR1577Xkxz6WanZ2cmpndNVkPDQ2hbxN4XV9f3xhdra2tkEGEQmFKSsr9+/eptIhwoRhmzcog+wVrll/HoHYMEKczHTT7wTqGm6enp4NZX758GR3nyHKi6b2Y0HjgwIEY+8dxZkEGYSeWYdQkJpDFzmCMQeT91cLLL8tKJSAmgL6+d+DAfvVjf3cM9knyhKSnp+fl5aWmpkKbBrMuKirCPxKNy9XV1U+ePEF3E9pegI/gv+S2psnlsNABN6nwSO8HBHoAuIH7cmacOXXQQFqRSWUlJQq5RFrOF0zm5tuSzwUPH9Fev/GEzxNxuVKplHAagiOs1jKZLBQKRSIR396gVKLA+8uJoVAInQ4v4d179ZCfWPZemTscNfwRUrM6DCkk+03W5NtzOp0Ohx0ONvLYwaUnFApv3bpVUFCAzQ8iNex6AGsOh5OTk4NkMpFINDMzA1od017B5u3FFBjZsmcMs445GcR86GcaDtfX14PBINg01Ayo0ktLS7DBAWVIeKGWFrakyXbBALLtdrtOp8MIQbwseTxeYWFheXl5W1vbxMQE7OSscYLa/6iyykr26ItJSkqivgF61ZWVlfH5/GvXri0uLhoMBrgvVldXd5msXq/VaO0O+0/Hqaj8tb4Ocu32Od3bOsO/azS/y8t3/OrVT9Mz/311bVun99qdTqfd6/W4XC6H0wE3CIJBDAYTfmeWWZMSgqODwWAA08eQNmpAB9lXa9TqtbWVlZXFuTnzxMRvnz7Zfu21D/OLghOqZdW0anp6fHxCqVQODQ11d3ejqQLhP2iPwBscEwnS09MvXbr04MEDisFjFzHrGKs1y4IhUrMYTSo26+d7qR7CXrAkHV8CQ8idO3euXLmSnJwcHx9/6NAhjIyhyeuY2ci6qkGugdEE1gBu1BUPHz78xhtvYFTYL3/5yz1gTaF/RHhJo2CT8/Z772ixreQIo9ofDHI9OjOXLTDiGb979+6DBw8yMjLu3LnD5XLr6uogQQCO29vbx8bGUBh8/PhxZ2cn4vdqa2uhcJGsQTFMrGzNHsxJg2ZnC4DOEExTSwsZtKm6uIvFUlmpUNRXzJ25eVt94eJibm4NXyjiC0pKSuRRQwip5HK5nM/n2+32ne1tYAerWuxn04w8slcVCYfDwWAkENgMBMJ+32YotBEKh0PhcDgcDIWCodipYNH9IBwM/kSxA/ucxVRjJJcC9R/bbXa7ze6wOyj71GAwTE5Ocjic27dvFxYWYjuEGwdsGpDN4/EKCgoePHhw69atR48eNTY2sh0WeGMjco/UAFJv/16BkW2KYdGZ/jTi2sCpYDQny+/348COASUoHgJiQAxNJhNQGHFR2B4AyjG/AF3j2fN6vQjDw2AqqVRaUFCADaypqWlsbAxzgVF+pHZtSoWlln2Hw7G+vt7Z2SmXy588eYKSDGAatyKRKCUlBWA9MzOzurqKlDudTqfX6nQ6ndVqDQaDGxsbu8+Gf/fMtLsJebw+u+O5wfDXudmP79wN/fLA+9nZP+r1G2azx2nDecLldKGDMYrUpp/iohjBOqbAiCYdgnXykJBsvbq6urK0oJubfdbRvn3s2LPrt3Z6+tVjo9OTU1NT08PDw8p+ZWtLa2Nj49OnTxsaGmqi6/Hjxw0NDa2tre3t7VevXr19+/b9+/dv3LiBwQL7I1Jjaowx/DqGWb/0+u8JI6xvZP/3SU9PB1hfvXo1JSXl5MmTyHJip54jVA9gTTLI8ZctqitijgGGhP3rv/7rHrCmbnfygbMfUmt8TA4h2y9PiSfUto/nEQmwbLw3gTuqi+QGefDgAZ6OBw8eNDY2KpVKzPR6/Phxb29vUVFRdXU1ABr/S+SHtLS0oKIImCCUpGIXnGTUpQK8BqaDUyMjm1wipGjjOwDT5XJ5eVmZQl4ihRFbKi2Vy6tFwjaBoJvDbeMLqgQSqVBcIt8d6yWNRmmjPbKwsHBhfuHFe89hCKHaYIz0TEL2LkhHNiIbkUgIlxubofCLUPjL7e3fhUMf+wMf+Pw7Pn/EHwgHg5GNjWDIH9oIhTfCoXAgGPCHA8DrUCAQDoU2gNvQX3zB2Ex9n8+37l0nowJkZIfTYbc5nDaX0+ayWnZPviqVqqioKDU1NT8/H9IHjycQCsUikQi0GslZ2dnZWVlZeJ3IZLLx8XGj0Ug0FhoIVowMsr99MQYlUWAMRnv3WWaNrQgPwG7n8XhgwlOpVMgXxQAqtHLMzc0hcdRutwPXaJNgG1jwI9hGSvoUJH4Y/mZmZjDiRCaTZWVlFRQUIGJseHh4ZWUFfylLVAn+ICx4PJ6ZmZmcnJzi4mLMH5DJZJWVlRwOB90DSUlJ/f39TqcT+w1rC9FoNVarlRXB6N+KX9vpdLqdLr/V+oFe938HB3dOJoQOHfq6uupLkylktbhdLkc0+5CaYgipUV2ModWW6Oj6paUltVqNfYjwOmoFWdVqtaura0sLC2szM5Ge3o/fuWs+dOSDmlrb+Oi8SjU2NjowMNDZ0dHa3EIyCNxfsO02NjZ2d3cXFBScPXv24cOHFDDNDt0GgJCB7+8x6xhDyEvxmkVq+iw5RnCRuW8Br1JTU69du5acnIwspwMHDhBSA7Uhg5BmTWZqwmjcoqh46NAhgntYAPeAdW505eXlsdd5eXk5exfuz8nJoUfm5ORkZ2fj/UnHCnImUgc9paIA0ElyAsqjjPvo0aOsrKzs7OwTJ04MDAxUVVX9wz/8A5mmQToQdQ3VAvwapBj8jnKU5NG5LfDhAXlxDZFEIBBg98aREw2+QGp2GCOZ/ErkJWKxmM8X8nh8fGeFVFYnkXbweF2FRe18fhlPIBXv9tSQbL0736uoeGpy8oP33yfGRwVAljvHiNQbG5GN8AbCQ3YiG59uRj5fXXPxhV83PPn3iYn/Z7X86HZ94fX+JhB41+/f8vsifl84EAiFQpFwOLRrCggGguFgMBwIhILB3Z/oZ/Rcvz+wvu5fX2eVEJfT6bDbrS6n0+VwOmx2i9nicDjNZrNKpSotLU1NTS0uLpbJZAKBEKIHny/g8/lisZjP53M4HA6Hk5+fn52d/ejRIy6X29XVpWNikQmtIN2S1ZrVQLxMtgaJEqy87mdG05KQDcaNxn232w04npmZmZmZQRURMD0/P7+wsIABr2azGYAbQ97Zn44PcUFITRoLobnZbF5bW1OpVIglKi0tzcvLKy4u5vF4dXV1Q0NDc3NzkMUBiCQBYxdcX1+fm5vDaxjGfzhTMzIyxGJxRUVFUlJSS0uL3W6Hzo75XuSuM5lMcLkEg8FQKBwI/BRmEi0YOzwu97rZ/LXJ/E3DY9/hQ8GTp75taf3YbPTbbG67Y/e/brGaTGaj0WiI7it0GmDz9vAnAJHVajWZCCnvSafTra6uqtVri4tLS0uLS9OqjdGxT7g8y9G3vqyqco2NzIyPj42M9Pf3DyiVLc0tkKoB1ojbrKmp6e7uLi0tPXfuHDWesMH/bNjy3+s7T4+6p/fT5xhJhIXvR3sXew8enxVdBHf37t27fv16SkoK4kFeffVV0kCgh7zyyisUggqHdUwjDJpf4P3A7F2YtdFWswesBczi71tcLpe3d+F+XNA9XC4X79WioiKcB/Pz84Hsubm5AHR6XljnOaSfR48e5eXlISrkyZMnWVlZP/vZzx4+fNjc3IziVXNzc2dnJxzWsG3g9ITpMLJo3h7p1IBUVrkmoo23RFtbm0KhAL/GlgCfH+WBUB0S7YhNTU2zs3MfffTxzMy0UCRSyOSPRaKh7Ozhq9em0tMbOMUykQjiB6WOYBsoLi5ub29//vw5echY5ZqtNMIBArBGwFNkM7K9tfXuZuSLjfAXMzOLySmOkwmW0wneW7feF4u/7+796+LSjwbDH5zOb/z+D32+9/z+iM8X8vsiIaiXQX8gFAgAsveFFvmDPl9g3etjBGuH2+1wOGwuu8NmsdgsFqfTaTKZkAx3Py2tuLhYKpWIRGKRSArFA2war4SioqK8vDyANYYHTk9P63S63TM74ocYXska2lhavZ9cs8ya9YfgsIKSQCAQgL9tdnZ2fn4eOZwg1EtLSwDu2dlZ9ObY7Xb6hvvbI/1+v8vlgixrNptjHCkE66SZ+Hw+t9ttt9uXl5enpqb6+/sxkQ7vAplMhtwbpFEDskm7N5vNHo9HpVLdu3cPzBq1k5qaGnAj2CE6OjqsVuvc3NzKysra2hqeUhiutVqt1+sN7zpBN4LBUDAQJLB2uRwet8vlcnlc7pDV+o3Z9FV5mffwkfCZs/+mUv3GaAzY7G5YD80Wo8GkNxr0RgPp7CSDkLMFvzx1xLBebJBrrVYLi+HS8tLC0sLS7GxgSvV+icJw6NBnnGJnX+/4gHJ0eLi/v7+/r7e5uRm0qb6+HoL148eP0cp4+fLla9eupaenkx67356AYuP/nhOy38vxUhmEZdYxRJuQGqwUnBKA9vDhQ+wl58+fT0hIOHr06IEDB1grCBYbhUqZTaz9A0Y9Fqkxy/Gf/umf9oA12luRFk3XVIJT7Ft0P32W4AliMZsOQcjO4/E4HE5xcTHQHNNDgOOg6oWFhbm5uVeuXKmvr29pacnMzOzr66M0padPnz59+hTNighjQvANvHfS6DBctoOO1GrqUkH/S0NDA5KhoIzjj4U2TSYQ0jFkMnl9fc0nn3z0H//3P373u9+53Z6mpmapVFoiE7dKRIuP0rUnTzovX+7Lz1MIhVKJRC6Tk3oOvyCCpXZ2dsiZQDBN0iqL1+FweGMjEolsRiKRra2t7e3tZ9vb74XDX4Y3/mAwfN7S+huxOHLzdvhUwvqrr4WPHv31nTtfV5R929fz3cLCn9e9X/t9H/t9L3zrz3y+Lb9vw+cP+QLh4EYouGfwbjAYDPj8/nWfz+Ndd3u8u2BtR9+i3WaxWkxOh81gMMzPz9fX16fff1BcVETzHKCBCAQiLpeL/29xcXFhYSH+xZmZmVKpdGRkBLBCEcyUrom3fQxSE15TNkiM4ZpQEggLxWNjY8Pn81kslsXFxenogsoBT97CwoJKpQIhBb2FSL1rmXC7KbYFDTLEJbHBANZZI8o6s7xMmz50JKvVqlarJycnlUolxjpzudzc3Fw+n19RUdHb2zs/P2+xWPBIs9ms1+s9Hs/i4mJycnJOTk5zczNyx1A5z8jIqK+vP3/+fH19vc1mm5+fpzZLwDSszT6fD5o1Xkh+v9/v8/v8PpfHDUna5XLZbHaP0xGymL4xGT4Vi3wHD0aSz/0wMvK+zeK1msGsDUaj3qAnAcTCTF9jm84RM4BGcxJMSLbGb6hWq5eXlmZnpxdmpx2Tqu26x97jJ15cvBDs6Z7s7xseGujr6e3s6ECcN8xdgOwnT5709PSkpaWlpKQ8evTonXfeIbdCjLuMDcdnuxlfCtbUKcNC9qN9az9wsxwcME1KA06Q9+/fv3379vnz5ykeJMa9hxojzYKBGAI2DaINox6kaiA1uh8RArUHrBuYBd8MirO4QGY/Fu6nB9M9dXV1mMMCmYLmZgH9Uawj/RckF1UpQLlAICguLkYzxa1bt+7fvw+xr76+vrCwsKSkBFmjSGmAC7UkmowKGgK8BkADUCikgo1kKisre/z4cVlZmVAojNl1yCgiY4qEcrmcy+UGg8Gvvv6qsqqqsLAwJyeXw+GIJWKJSNgil83nZHkTTm2dODGek1Mm4Cvkcplchh9Nzj9sGIFAAPWuIJPKFKNT08Xm5sbmZmRzc3N7e3vn2fb2zs6zZ8+ebW58GAp+6/P/zR/4m1b/l9Hx758+/S2X47t2ffmttywn4zcuXfwoM+Pb0tK/9PX+P73hzw7nl073hz7fux7vlmc97F0Prq+HgwFQa7/f71/H2X7d6/Z6PdA3d6f0Wa0Wu81iNhmQopWRkcHhcKTS3ecT3Yl8/u5prLCwEEhdVFQEHwiXy21ra5uenqawfJzWgdeQR1Fbw2L7cdjYI0Jtll+jRRunfq/Xq9PppqenJycnJycn5+fnl5aWZmdnh4aGkOU2MTExOzu7tLRktVpRQiRUhRSDFhiPxwOyr9frYUdDXwx0cGwMMSo27SIejwcbAH5zFE5hi56ZmRkYGGhtbS0vLy8oKEAOsEKh6O7unp2d1Wg0MGB4vd6pqSk+n19WVoYhG4hwghRZV1d37ty5x48fW61WqDpQ26lmC6t1OBqiu2v18Qf8Ab/b63F53R6Px+10oRnH7bBHLOYfVpY/zs0J/eqVjx+m/2lpcdto8NjsVpvNaDYZogIIq4EQs6ZiKeqcZO8Dv6b5jSgMLC4sLC4uzKqmNRNTO0NDH9y+tXXsaKS1RdXd1d/T1dPd3dvd097W3tjYCCWkpqamoaGhra2tqKgoKSkJsAtOTc7gy3sHwCLFM2Zy7ksh+6Wm6Rhc3s+pCalJ/SARmDSDR48epaamXrlyJSkpKS4u7uDBg2QIIT2E5gyQJ4QdNfDWW2+9+eabsH9QtAiioGLBur29vb29va2tDfkp+BAdRLgfn2pra6M72Qt6TGtra0tLS1NTE7X5E/QD02mwFkreYPEsny0rK+PxePn5+YWFhYgkLygoAE2Wy+VoQ6dqIbYEtngIiQNyB+v5RdtubW1tY2MjzSuAlkKhToronFyyf0D+FggENpt9IxLJyct7/PhxV1eX1Wrt7O6SSKS1Uml/Xs76uZT3Dh+ZeZhRXlRUXqooUShKSuQKRQmdPPC7WSyW7e1tcgez1UUWrNEKs7m5sbm5ubm5ubOzs/1se3N7a2tne3tnZ2trczMU2gkE3w+FPgwGfr8R/s5u/ze15t9Hx74tq/joXtrm6cTA8ROuk6ccFy/vFBZ/1dT855nZP62t/WC2fuvxfuT1vOtxhz3usM8X8vkCXl/Q5/d6vZisinAih2O3U9FqMc/PzZSXl2PgC55ekUgoFosFQgGPx4OZuqiwqLi4OD8/v6CggM/n5+fnFxcXNzY2zs3NAVAoO4Ka36ipLybFKaYvJkYMIREZxxG0X6MLbnp6eim6VCoVsjdRzxgdHdVqtQSmtugUdjq5Q/xlOzvMZjP4PtDZEx1u62MW2zWD2oPf7w9Hg1WJdNvtdq1Wu7CwMDQ01NbWhiw9sDOZTAYtW6/X42+pqKjgcrnowoWAlpubW1JSUlVVdfXq1erqap1ONz8/v7y8PDs7i2Brsl4ArIkB0BHK4/W6vR6ny+V27lpunHaHx2b9wGr90/T0dmJS6I1DvxeKv1Wrw3q9w2KGAGI27goaZNqLUUKMRiPUGHKMANlpEpharV6MrtnZuWXV9Prk+Hv307YOHQoo5KudHYO9PZ1d7b09vS3NrVCrwQtbW1tLS0uTkpLIAQISHdPtwdqLr127RhYGguyYWV/785ge7XVPx0A2ef5QmcQ1ODXV9iD25uTkZGZmPnjw4Pr16zHuPeA1yow0EhejBgijwakhVaOuCLD+l3/5F0rs2wPWGKKD6Qz90YU7+/v7lUolPuxnFn0Y8yW9vb29vb09PT3d3d1dXV247ezsJHBvbW1FcG1jYyNRcszIgIUOq7a2FiX1qqoqEHBMNyetQy6XNzQ0oNhIjBifAlKzlrKamhr4RvAY4tGU7sTa/rBzIHkVUolIJNra2v7b3/7j699//cc//umjDz/uHxgUSyRlEkk7n++4eu3F4SPah4/q8gtKZRK5TC6RiBUKuYKZFsbj8QwGw7vvvuvxeILRuCXWq/cTWEd21erNzU1oIDs7O8+ePdve3t7a2tra3tra2tqKbG6Gw5FAcNPve9fv+63P97nP/3u3968e399M1q/7lB/KFTsPHm4knQ0cOrL+xqHnl69+IRB92972vWrqjxbzt37/Rx7Pew7npsMVcXvXXQ630+Z1u1wOh91hdThsNqvVYjEuzM/XVFZnZ2bwuByRWCwRiSVikVDIw1MqEAh4fD6fyysqKMzPz+dyuQKBoKCgoKioqLKycnR0dDd6TaMBFLIuCLYDm41jBWQTQANeIU0AMVEXtdlsS0tL09PTKpVqbm4OoUuYlj0xMTE1NQUtFeUviC0ejwcWOrYrGukW1MeBR8L7DH8hgjt80WHkrCfd7/dvbm5CeXC73QaDQaPRoJIJ3zG+LXUYYS7l4OCgUqlsbW2VSCSFhYU4wDU3N09OTup0upqaGolEgg5GMAYulysWi2tqaq5cuSIUCk0mEwqMYNa0x0CzZl2hpOpgs/G43B6nm55ht9MVsDk+Nlp+HByMnEmMHHrru8cNX2m1Ho3apNeaTEaT4adGGHb0IrwrgGY0mhOmA7JBtNFmuby8vLS8tLC0qJqeXlBNW8bHN7OyNw8fDmQ8sra0DHd19vV2d3R0tLV3YBpUXV1dc3OzXC4HKAOpMesVUUWXLl26cOHCuXPnzp8/n5KSggt0XFM+M5tjAVsaO/L87ynaMRa9/bw7IyODpGpUZXCaxIEyNzc3PT399u3bFy9eRPbewYMHCayB15RhDbBm5+FSpyLseqSBIAv7H//xH/eAtVKpHGDW4ODg0NDQ0NBQzMXw8PDIyMhwdI2MjOBDuhOPwQW+ZHBwcHBwkL6zUqkEoHd3d3d3d2MqRHt7O/h4U1MTpnBhBP2VK1fu3btXV1cHsgw9AfNHcEjs6OggnxOrdUAmhldBIpHU1ta2trai85uQnTrC0axI3Y+k0pDnr6ysrLCwwOl0fvLJJwMDyrKy8pzc/OJijlQml4slLRKJ4cb1528est56pyMnv0woLJHJ5XIZjgrk1y4sKlxYWHj+/LnX6yUrCNHqSCRCF5GNzY1whNTqXbx+9mz72c7W1tb21vbm5mZkcxNekfBGOBwObQTDm6HwTiD0wh/6dSDwxbrvr77A34yWHydVP3R0fyFXhO/c1cbFG94+5ktO/OBu6pd8/vdPG/9jcfGvJvMXZsuvHfYtu91vs7vNJrvJ4LBYzXrj6vJyRXlFVmYWj8uViMVSqUwiFotEIoGADw1EKBCipFyQnw82zeFwCgoKamtrx8fH4S0DoAC8WB8INYM49s7JpZYcYtbAazg9vF6v0+lcXV2dmpqCg42VpCcnJ2dnZ8nabLfbMb8G8ES9eRT7RywVxUaqm9EFfjHi9WQ+wYnH6/VardalpaWRkZHe3t6amhq0uSKyBunMKpUKVUfsQEjHXl5eXl5eHhoaqq6ulkql+fn5Dx484PF4ExMTYrH4woULkEHwWsVruLq6OjU1NScnx2w2z87OTk9PQ7mmJkYwa7Z6TFb6XUOIiz29eNwul8fpDFktX1nNf+vuDr99wn/krR9bWj5Srzk1aovBCGZNSM1yampfhCOFkv/wSNB8NIXCkLO8sjQ3O6MaG1vs639WWho4ddJ79Zq/uXmwta2rraWnq/vpk2awrtbW1rKyMrRSp6Wl3bx5EyO5L126ROicnJx89uzZpKSkM9GVmJh49uxZfPbcuXMUWMRiN2vKpuAnlnET12btehnRyCdCamgghNQcDgdvgcLCwuzs7Lt370IJiY+Ph6xx8ODBAwcOYB4uceq3oosl1+hXfO2111Bd/PnPfw5yDSVkD1izuEyYy+IyrVFmjY2NjY+P4xYXMddY9Ej6wpGREVAM4u9A8P7+fuSOq1Sqvr4+2FRFIpFAIACeQgMRi8XIWkLAHt4kVGCkhVoipBjwbsrrIBs12T8gwhDo02chN/P5/M3Nzbm5uXt375XIS5qbW8fGRuvq6uVSaaNUont4P3I8znjuwlheYaVAKJPubhik7VRVV/N4vPb29g8++GA92tOxp/kwer2xsbEZ2dqMbG1tbe3s7Ow8e7a9s7O9vb29s7P97N1tgPfm1mYkEolENsMbkV3VZCMcCm2GN7fDkUgotBUIbvv97wWCH/iDXwTD3zo9f9Lq/2N6+ofH9R9nZmydTQqdiPOcOmE5mxR88ODj8oofBge+m53/clX9mdH0G4slpNFpp2caq6pyHj3CbEmpWCoWi/kioVgslogkQpGIy+PyeXy8TBGRgYpxVVXV8PAwRGpSP2JiNolWs5n9hNQkfcSUGY1G4/z8/OTk5NTUFIx3Wq2WqDQwGr2IUB5An9VqNZuzDEyB5ou9BMiOaFDAEH43otKsBw51yPX19bW1tbm5ufHx8e7u7pqaGhzgMBanuLhYIBBg/IXT6QwGg/hCNE/C9z0zM9PS0tLW1oY5KWVlZTk5OeXl5YWFhcnJyThuIqwGAiAekJqaiiIqaqcgtvBEajQal8v1U1tsMBgOhVDNpmcymsHicbkwV9PpcznDVvN3ev0fqmreO3I08Pbx33d0PFtddmg0ZoPREO01ZaMEaSczGAwQrFlmTW2NUEgWFhbmF+aXlhenp6dGBwZmevu2m5ocZ5PCKcmbNdXDzc3d7e1trW1PnzShJ7mxsRGtJchpolGC58+fP3fuXEpKytmzZxMTE8+cOXPy5MkTzDp58uTp06eB3UlJScDuGOpNCM6WJVl1m3VnxzBrEqyzs7OhfsCUSX452FUfPnxIWanx8fH79gFeAAAgAElEQVToS4RLLy4uLi4uDr9tfHx8fHz8iRMn0F8OyCZyDbz+1a9+9Ytf/IICofaANSH10NAQkWUCVrom2MWamJiYnJyMucX9WOPj45PRNRVd9DBg+kh0DQ4OjoyMDAwMoFyu0+kePHhQXFzc0NBQWFgIPEWVHIRXKpW2tbXByBHt8ZaTVI0H19XVYVIXoqupXYWyPkiYBrNG9QxVR1xAvObz+c3NzT/88MOLFy8+++yzb7/9/tNPP+3p6ZGIhNUioSo7x3T+4vKFi6N5eRU8rlwulZfKFSWKUoUCTTEVldVcDq+6sur58+eUKMQ2LrI95REA8eYmMHrr2c7W1q4SsgPgjmxGIpGNyObm5nYESL0R3tjYjEQ2Ixsb4Uh4I7yxEQyGg4FwwLfl92+t+5571z/yer9wur53uv/Navt6dOTDqqoXWZnbly5tHD3mf/21Z8nJH2Zm/66y5vPOnnBbZz+XK793tzIvr04orBDyFWKxVCQSiYRikVAqFIuEQrxAoy9ZHl6+1dXVU1NT6uiiQPqYNhA2EzUGrN3M1EfSrKHnTkxMqFSq5eVlVAVBUdfW1tBRglM/vtBms5EMTed0tPzhGk13GBFAjXm7Mr3VCtHD7/fjuINtFXIH/k1dXV1VVVUjIyOTk5MzMzPj4+NIf6TaCXxKra2tGFawsrIyOjra1tbW398/PDyMQ0BjY2Nzc/P4+DjEnN7e3tra2tLSUgz3gg8EZ8Hdk1lh4a1bt1ZXV2F0wbfVRYdpabVam822274YDISDoXAoTNsMFVSj3Nrl8rjcLpfb6fI53BGD8U8a7e8Li72vvPLr27e+nBjd0KitBp3ZYGCTUWk2EJtTSEVFMvnodDr8bsvLy/Pz8wtLi4srK6PjE33dveO9ve7mJs+NW9vHjm5wOKqW5s7mlta2tidPnsCn8PDhw8TExJs3b965c4eSPgG7ycnJiYmJp0+fBkyjf4RCRCnC//jx40DDU6dOnT59GgiemJiYmJhIIE4hSBjwTcMFWXc2WbMhVWdlZeEWpcWCggIOh7N7vhQKoQrCAZWWlnbjxo3z58/jBHD27Fn6cZcvX2aHBOCscPbs2TNnzpw+fTo+Pv748eMUsweiDT7+xhtvvASsiU2Pjo4SXuOWWDNwdmxsDOgM8J2ammI/xIVKpcIte4FeMnoYPkXfAau/v39yctLtdisUCjiZOBwOwBoYiqIfMipRJKTQDxQYMTSgrq4OijN4tCI6UZdynaLOPBmZryGPANZZdUUoENTW1GxsbOzs7KyurvX2Kvv7+8ViUUVZqUIsahMIh7NyRrKyOjnFCj5XUSovKVMoykpLS0vLy8pJYxGLRIFAYHNzkxJCYuzV7JhznLW3tra2d3a2t7e2t7d2tna2cbW5hbGNkUhkIxIBVkeiXxcMb4RC4UgoDJkkGAwFg6GQPxjy+yLrvu11/7ue9d+6XN+7Pf9mMv9havKHzs4vShSR+2mWhETT28f9iWf9ScnGE6e0Fy7oMzJmcvM6c3KeFHFr+MJygaCEx5PweEIeD2BdVFTE5wsKC4ry8/PramunpqY0ajUQhDg11A+4CACLpH7ELBJA4LVwuVzoe5ybm0M9Dd4MHPPRmAfrHt2zvr5OG4PJZNJoNDBZk/PXZDJRfKDdbqfGejI5AKwhi6tUKpwml5aW0HUSiUSWlpZgbO3t7R0ZGQHHHxgY6Orqam1traurQ8Gmp6enq6urq6sL07sxWrC7uxt64+joKE6To6OjeEcsLCx0d3c/efIECh41E5AxSSgUXr9+fX5+fm5ubnp6Go3ygGm4Mmw2G+qKoVBoIxwOBUMYQkBpWNTQ78SAGJfL7XK7nW6fw/nCbPthbvHZO++4D7z6QVbml7OzHo3aZjSazNFd1vbT1E3YV8DoKUCVBG6cqPDrAaznVxcHhwd7u3tG+3o1be0RHm/74Bsbjx4tt7R2PH3a3tGBvL28vLzExMRLly7dvn0b9UNCtJSUlKSkpMTExFOnTp04ceLYsWPEQw8ePPj666+//vrraDkBzJHUQJnRYLXx8fHg4AkJCYmJicnJyefPn798+TIgG9oIDZphyTVrrM7NzcVREmCNow/S23Nych4+fJiamoqiKPg7SS4PoqN4weUxn+zWrVvXrl0DjkPkSUpKSkhIOHPmTEJCAvabhISEPWAdo3LEUGlW7mBZMzFlXKj2LlAGmF73X9CKefzs7CxewXa7vbu7OyEhQSgUUpMhcsgAoJWVlUgFoeQ8WTQWFbZNVAjJQEINimw5EYhM3mFZNPyaDU1VKBQKeUmJXD40PCSRSPLy8nk8YSQScTkdXG5RSYm8SirrFksm83KV+bmV3OIyuaxEoSgpVShKdx2BSN/m8/k2m/XZs2dQQkJ7A6wJr6FWb21t7fr2oloIwHq3zLgFvN4IRzY20JUeDm+ENzY2Njc2tjY2IuEQWs/DCOALBoMBvz/g8wV9/oB3PexdD7s9EZfrXa/3fYfjI5Ppa7X6u5GRd7k8e9JZz/G4jbiTvpMn7WfO6M+eU1+9Pn87VXX/0WhGVk9eXlNhUWlerjA3R1RcLObzOAUFRQWFDY8fq6anIaGura0ZkRGhJwfIT+oHBc6xMdbUvgiMtlqty8vLOO9DOvBG5zaQzdkfzadeZwaKB/wBh8NhMpqA8jAkaDQaiBv4cQBl6tOh5hSz2exyueDiCAaDa2triKOSSqV1dXX9/f2UlD80NIQtZGFhAX8vILuvr0+hULS1tfX19aGW3tzcjIo6SjINDQ2dnZ0DAwNDQ0MDAwMYWKVUKnt7exF3I5FIeDwemq3xesZrFRzl0qVL6OiBew/xJqgK4NDg8/nYfBh/KOAPBPzRzh1SmVxOl9PpdrncHo/H6XK5Xe51m/1dk+UP4xObV6+6XjvwCU/wu5VVz5rGYjRS2BZr4IkBa7YgARkEeyRqoTNz0729Pcr+/pEB5WxPd6iiYvuNQ9vvpKpra5QtLU+fPn38+DGKiufOnbt9+zbA6/Lly6R+gFYDqY8fP37kyBFgNOTg11577cCBAyQNA7hxgSYUQnA29A7sOzExMSUl5dKlS9euXcOAR4qTY/vRSa0Gsy4uLuZyufAvEHQIhcLi4mIMhgboZ2RkQOBGHZIEbmo0ge0PHYJpaWno6759+zaFLFEu0x6wjpE7cAGlAng9wSxW2SDWDKil6/24jOYxzJ9HLxndzz5mZmYGOoler5+YmEBsKbAV0IndDKgKowVrka6qqmpsbKyqqkKpB58SiUQ0lADfhDXnUUqfNDpytySarYqvAsoLhcIvv/yytbUVUN7U1PTxxx+LxZLSEkWtvGSYyzOfOqW/dLGzsKBaKi3bdZfLFQp5eXlFaWlpZWWVQCDSanWoMVKBMaYdZpcvb2xEIhEgNRY0EMggoNVErjc3NyFd40sJ91kjF+sQiHYi+3xej9fp9FisQaczYDbNd3bWZ+dU3X6n91HmzKOshdvvGC9f8SQlh06c3HzrWOTY8fWEM6arV2ffuaNMe9CalVWXm1OSlSnLzemur1+YnNCsrGrUap1WazIYjDq9waAzGPUW0DKrw253sjCNmpszOokGIIJa3OrqKuTgiYmJ5eVll8vl9a4HAmHqi8Et22jui45h9Hq9WrXWarJotdr5+XlqgHY4HEajER4PRJhCY9Xr9RBD4O7A80PlxKGhocLCQtgTFQpFQ0PDwMDA+Pg4gHJ1dZXaCBE5srCwgKlGYMSdnZ3Dw8OVlZUwIz158gQZzaiow1kM52t3dzeMEE+ePDl+/HhRURGqLKTX4eLy5ctKpVKtVs/OziJ4D3ITNGubzbZbst7YfQEEg0GygbMGdvbC43a4XE6307lusb6n1X07MLiVmOA/ePCTYv6ny2qPRmc3W+0Wh8PutNt3hRCbzWa2GXV6rXpNTWUAqi6iWQZIjSLw7Mxsb3fPQL9yQNk/1dfrqa3dPhEXPHvWKpWOPHna9ORJZWXlzZs3k5KSAE80pgpgnZycnJycnJCQcOrUqfj4ePRkv/766wTTmJVF/Jrl2rglPeHNN9+k+P+33nrr7bffPnHiREJCQnJy8sWLF69du4b4T1KuwanZXhgI1oWFhSxYkxkBnmMgOzBaKBTijI6hspS5D7wiYzGXyy0sLES/NwV44BaTDmPBmuXRdMHWDCcnJ0mnjuHRBM24JSwmgMbF3NwcjrQscLMPw2NmZmZGRkYMBgP8f3Nzc3l5eZAyyI3H5/PRcQN3HUAZqQKy6EQYoDOoMboMqAUcbAVPMWkjZAIhoEeREFsFj8f7/PPPe3t7+Xy+XC5///33P/jgAy6XW1pSUleiGC0o2n77eOTUqZmsrEaRuKxEETWRl5aXl6GLh8vlTU5Ovv/++5BBdk+s0SG5LLkmfg28Zm93dnaitHrX3rerhkRRnkV82gnYpD1gtRfHY4/X7faYTOae7u687Kzc9EfSYk6FQPBYIGwrLBrMyZ16kL50957+5k3bxYvWMwm2k6ft8afcJ085E88az19auHbdKpZuD45sLq9411Yty8t2rcak1lj0eqPBYDQa8ea2Wm12m91hc9htPzWXwyRHZNDhcKjV6unp6bGxMbyK0JUHQPZ49oTwYbcjNQn3OOx2i9WysrJijAb7Wa1WnU6HHCWgCWQWtMOg54Xc02yPIv4pY2NjcrkcPEgikYyMjCwvLyNXZGlpCUQbb4Tl5WVE0DU2NgoEAh6Pp1AoxsbG5ubm+vr6WltbEcsOVRr5NvX19R0dHQgIRfsCGnlSUlKEQiH6HvHipELL5cuXx8bGMMMXRTwgNdyHuujYXJpNQUmELF7TijptGB3baPrNmvrzuvrt+FObh47+oaX1I43GazI7rQ673WmzOWx2m9lsttqsJrNJrV7TqDVslzmuMTtmZWUFlpWlpaXR0fGenl5lf/9Af99E/4DjafPzO+9Yjr4VEgqnm5q62tsyHj06c+YMtAgKymeLimfPnoUmcOLEiaNHjx46dIgQGXgNUGYh+43oYj98M7oIr48dOxYfH5+QkJCSkoIxj4j/JGcIqdXUtQgrCJfLhX+BGB6R66KiouLiYj6fL5FIysvLHz9+DBGso6MDnSgwLiPXCMH9lZWV1DNIhTTW4LAHrAHQLEbHGDxYWs1SaZVKxWIurdnomtu7ILrNMmtmZgb348HI2cGLcmFh4d69ew0NDZgRRWYP7GYkaACOkX+Nv5CCsH+KNo1yZxQPcScabUgVkclk0FjwjkLjJb4hRIyRkZEff/zx+++//8///M9vvvkGDesyqbRKIh0t5myejA8fPqJOvdchFJSXyBWK0oqKisrKivJybCQVQqGwt7eX5nuF9g44J5AFWQZSE0yzzJqRQX7i1ywlj0Fq6i8PMNOwIDi43W6LxdLU1JSZmfnoUbpIJCpBfqFQJBMIK4SiMg6nmsttKirqy84Zu3tn8coV67kLvjOng8dPrB8/aTkRb005v5Vb8Juq6s/6+j6bmPhkael9tXpTr1836F1Go8NoctgsdrvNZrU5HU6H3UGihz8QQJu4Wq3u6OhQDgzQy2xhYQGeOTLwwW1NvzwAGnCDuuLa2trS0pJ6Te1iElaRxI3RNpSASk0u1L3ij07FxPL5fE6nU6/XQ1YeGRlB1X1iYmJmZqa3t7epqam/v39wcLCvr29oaIgYTEdHB957AoGgvr5+ZmZGpVItLCyMjIxAjnv69GlPTw94Md5umFnV19c3PT09MjKiVCrh28P8AZz5wC0qKiouXLgwODio1WonJydXVlZA8EGrIcejqzPMzFZmIwPZhqO9tx6n02mz2512u0et/lyr/1Qo9h147b1Ll/84MvyeTuu1mJ12p8PhsjnsVpvNYrEY9IbV1VUUkKkjBocYbFq7pr3l5fn5eaVysLu7RzmgHOxTDvf0G5rbtnNz7UeP7mTn6NrbK0pkiYmJly9ffuedd2CpvnLlCpg1rHhUhUtISIiLizt69CjUakJqUGyWWROVpmtwavI4Qw+BJBIXF3fq1KmkpKQLFy5cvXr1zp07cIaw/eUE1jBZI1OBQoeI4YFcwx8iFosRXoSZv729vWRfhvyFqkZM6wkQnG0kxLSzPWA9zizW70HXMUhNEsfM3gXABQoDl4G/WCxe0/0E0HQNh9bCwoLNZhOLxdevX6+uroaETxU/oCooc1lZGaZw4bRIeUxQiukUqYgOIaXNUBaNx6NNDL3sNM2AzqGkwFRWVk5OTlZXV+PkIhaLFYqSKpl8kMsNXL64/vZR853UHh6vvESuUJQpFIrysjKcfaqrayCeAKzJCUuEmoqKVFqMYda7VhCY9xhmjdYMuge3bCYU67rFAkt1Op1qtbqyojItLS0rK2v3GRCLRFKxRCoRCkUSsUQqEsnEYgmXI80rVOTmVmVnNeVmtz6833/3nqmgcIvLeXY3dfPU6eDB18OHj7y4cu2jouJP6+s+GlB+urryocn4zGjYMJlCVsu61eKy2d12h9vu8DicPq/P6XItLMzLZbLr16+fPH3q5q1bfD6/oqKqo6Nzelql02mcTqffH/RFA6zXo5Gk6OSGD8FisUB9xrhxtCl6mdA+1h9NneL+6KRdXEP6oO5zzIJBjivM2jCToPQNgAa5mZiYGB0dRRsBUmvwYsPht6urC6cEvDPJA242m1dWVgYHBzHnqLGxcWZmxmw2z83NjYyMiESie/fuQXlDxRt8oqam5ty5c0+ePDGbzYh7RV8MDYzX6/VutxtjFsht/VNTDGOIJPf6bv+Rx4t91Ol0WAw6r0b79fLyh8XF3ldeff/uvb8sLT3T6dxmE40Nguiv0Wi0Wg01LrJukNXVVTpPq1SqoaGhnp4epVI5oBwY7O3TdHaGhSLPW0ffu3rN9rTpnUuXk8+exew3jDShca8w3kEJgRWEqougzMBraNMkUuOaboHsBN8x+vWxY8fi4uJOnjx55swZkOt33nkHsjV8IGx4EzFrkjgIpql9Gu0dQCp0Y/b29g4ODuLVAvUYuIopOWg9IfhGWyJ8zNAVUKzeA9YT/3+LRGoWowma/3cIXnjZwsPow8XFRboHXz41NWW325uamjIyMtDEyCYxoQhbWloKJkKpI6DDFDiFIyR0EjJXlUTnyACyAd/IwobTDg8gDwlMJrCg1NTU2Gy2Tz755M9//vM333yjVCrFYlG1QtHB4bhSU+1xceZr13qKOdVlpYqS0oqKyoqKirLysvKKiqqqSqlUgvleaF8MRvNRWbveS8k1mPV+GSTm8YTXAGtCbRKs2fO+x+NRq9UKheLu3bt5eXnUZy8QigQCoUgsEonEQpGYLxAI+QIeh1NYUMgr5gg4Rbz8fGlRwXDjE8foyKdrq59PTX3a3v55bd2LwqL16zd1cXHGt4+FzqW8uHPnUw7nuydP/zq38L1W97HR8K7dFrbZAzbbhsezPD+fk5l58kR8XFzcwYNvHDly5K2jR+Pi4pBcXFFR3t7Rvri0aDabXW63w7kbK2o0GmHwgA5AYrTBYCBCjU3IarVS8KkvOm+XhSogOxwOKJfBGoz+HUSXRAdc7U7sRilvbW1tdHQUbwQ0fI2Ojs7NzTU1NcEkgMwmxA0Cf9GtMz09PTAw0NbWNjQ0tLq6imwspVJpMBjQ6TM2Ntbb25udnZ2WlgbBhF63Uqm0trb24sWLdXV1Vqt1cnIS7BW6OX5tvV6/vr5Oe3Mo6rOm2CkqM7J4vSteQ5uy2y1ms1mvD66u/jC/+Nu0+55XX/vN/bQfFxd29Dq32Wq3WB0Op9VqR48iKotk70N1EUZygDWKWP39yp6eXqDSQG//TGeXq7o6knR2+0T8cHbOxZOnbly7fvfuXZrpSpMFQa5hl4ZHAv42duoVNA0gL93DLtJD6JExXhFYRFBpBFinpaWxAdaswxqN5mjThdAhZRabIgcXZkdHB+ocZMSYjk4KJhPz5OQkKc9s7ZD1T+8B66l9i/XhxRBqEi5ovRSOCYXRg4C1tLSEOzEED9fsg+l6YmLCaDQ2Nze3tLQ0NzdzuVyApkAgwHNBDmt49SivHTBN0g/yQ0g2AYmmSQWsqEIpqWQCIdwvKysTCARms/m//uu/vvrqK6PR2NnZqVar//KXvzQ8flwiEXVLJMb7ac4TcZ4LF/vy8msUpRXlleXlFRUVlWUV5YrdcenlQqHQarXu7Ox4PB5yg7BCM8E0WUGA1GSyxqdwSwAdA9akhMQgNZ36fT7f6upqZWXl3bt3kSuE05xQKJRK5RKxRBxtKOfz+EUFhcXFxVwOV8DnIwO3o61jeW7eqtNY1WsOjcan1UV0+t+srP1ONfPDoPKb8rLfpt3fTkwMxZ90HY93nrsQeJjxcVXNd6Mjv5+Z/v3a2h/Wvabh4RunT7/yL//8xisHzsSfSjmbHHf8+PHjuyOOkpKSHjx8WFtbOzIysri8tLK6urqyAgMv4pk6OzsXFxdR3UIIFLwlaBCn7nBqqIlpj7RarZS/rFarl5eXV1dXMfSE0ksolxnhGwji0Gg0Q0NDjY2NnZ2d4+PjeF/Nz89jDA06y7q7uxFBg+5ckilbWlr6+vpQ9kTHtsFggCt8aWlpdHS0ubm5u7s7MzPz/PnzNAiULP+1tbW3b9+Wy+VGo5HAGsyaaowul4uGD+AgxbbIE0bTyYPM106n0+12WS1Wi8lq0BtsOv32ytofh0d+e/1a8NVXnudkfK9eDRuNHqvNarWZTBaj0bi8vGIy7km4hv9ao9HMz8+D0oE89vcP9PcrB5TKvr4+Zb9yvKfH2Nr87OatrUNHqo69fe9M0oPUu9euXkOzIovUcChDDIF17+TJk9RpQn2Ax6ILJmWsQ4cOsfI06wOhSVow88Enl5ycfOHCBXhCkNJMmjUce2ygP5g1eqDYcheJtMgMePr0aWdn5+DgIFoEyEzBasj7UZcWseSJiYk9YM1WCwn4abHWDugbRJlZLF7at3AnohvYW3owATd9B8LxiYkJk8nU09PD4/GampoKCwuhXFOEU3l5Oe1sJcyiwDx4OcC7If8Br6mPnJ5fCNxsX4N87/RFLpc7Njb2xz/+sa2tDX54iUTy8OHDFy9ejI+Nifn8dpFQ++Ce7+2jkdMnh7IyKyVSFBirqqoqKyuj+YOVIpFodXX13XffxdE+yAwfYMWQreiKMYRsbW3BJULMGvfsF1LoTlAtigOFi3l5eVmhUKSmpnI4nBKFQiyTUs8nZgiwwwQKCgry8wv4AnFubi6Hw+no6FhYWNJrdUad3qDTWowGi05v1es9BmNIb3hmNHyg036m1f5+ZeXT7p7fKErfy8zcSD4XOnJ0/eDrz5LPfpaX/1V93bsNjYaK6vm6+qzklPh//fmJA6+ejYtLPBV/Kv7EiePHjx87dvzYsZSzydnZ2RVVlcMjo/Nzi1qtdnZuvqKiWigUVlVVgaHMz8+jrQ4OE3h7tVotmDjsemDcFOEEuQPgwtbHiB6SUQRKC5AaznGVStXV1TU0NDQ9Pb0S3T/M0TGylPusVquRtNfZ2Ykcyu7u7qWlJXi6sRM4nU70jg8PD6NZt7KycmBgIDMzMz09HUPCZNHgRolEUlNTc+/ePaFQuLa2NjY2hpMoOn2oCwmzHFmPIzZpctHExGPtZoa4PS6322ZzWK12k9lqNBktRrNLq3uhVv+5q3PjxPHQ0cNf1dZ8otMFzWab2Wq12k0m09LSokGro8ZFCgaBWo1aFzrdepX9PT09UPl7+/r6Ozp0vb3b6emRN95UHntbeunyw1u3rl6+TKXF/WANQ0hSUhLAGuSa5q2wQ8Epv58Fa5Bo4tHx8fGno4s6ZRA8cuPGjTt37qSlpcVo1iRYs8wasS2kWdMF3koVFRUoUaDaQbU9EohijMssWBNMU9VwD1jHGJ/3+/CoZgh7KaHtMrPQtrTCLPZT+JBwPAa1CdyJWatUKviTCgoKMJ0E/BcSMBphYNtgWTALsmTXAwahF4YkDjLtITenZO+EXJK/sYqLi1dXV0OhEJySAoFAKpX29vb+93//d1dXl1gobJbJZnKyfWcStt4+NpmVXSOVV5ZXlJaVlpWV1lRXVVZWVFRUQrbu7+/HFAI6ru6Nsd6g9sUYGQRKCFwirLRN6BxDrnHLVpnAs3Q6XWlp6Z07dzgczu5MnOiLjEL1YDEuLCzMy8tDfTs/vyA/P//p06crKysGg1Gn0+m0OoPBYDKazGazxWS2W6x2s8Vls7os5nWLOWwxv28yf222/EGn+258/Nu2jk9L5OF796yJSbojb/lOJ4RTzj9/+HAzL3f5Xprg8KErP/vZ2V+9knzkSErcibPx8aePxx07fOTokSMXLp7Lzs5qeNI4Pj4+OTExMjSC0NG+vr6lpSXKVsbrB2U6tMIiM5qUVnTBkLJBeXKE9WDfNGfL+tPoWAPCklDNQ3s6eDpGYbFtmRTurFaroXEPDAxotVrsEGtra7DBGI3G2dlZpVKpVCo7Ojqqq6tra2uVSiU6G6VSKTmdcHaE97SgoCA9PR0FxoWFBbxfYOCD+GC32yn2jxyNbBQ4yUEowXq9Xq9n3ePxulwuPEsYE2M2m+1my7pe/9nq2td19etHDvsTz/yhp+fXer3bbLZZbDqdXq3WGA0/+UCwyWFsPDi1UqkcGRkZGR3p7unp6OrsH1D29fX19vT0dXXpR0dMd1Ndhw9pU1IqU1JSL128Hp3KTUgd495DHghka+A12DF1ctO0WfBogmzSptHceOrUqYSEhKSkJGwAkMXRXnj16tUbN26kpqaybhACa5KtwazJEELoLGXeRGKxuLKysqmpqbu7e3R0FKmQLIpSkS+m3YRVNQDZLwHrmZct7AZkqiPFA7kEaFICnmLBfPrSD3HNwjcWC/eE4Hgh4oeazWapVNrT0wNtGmEg0K9BkwGyoMbY3wDcVVVVBOjg2hBP4IgiN3tFRQWKk8SpqeRIBUYgWm1t7TfffAMBwe/3//DDD//zPzgeMe8AACAASURBVP+jN+hlMllFWdljRemASKi/ds1+PG4oK7tGVlJRXlkBZ2X5bo2xqqpSLBZ3dHQ8e/bMz8yL2Y0EYfCXfCC0SBIh3r25d8WI17iHjAG+6GwqvV5fW1t769YtRCfjFUaWT5FIJBTyUSFB/CP8/3l5eRwOB+KD0WjU62lIuclsMtusNrvVZqfED7vd4bC7HQ6PzbZutQVsti2H83278xOz6ferqz9OTv6hoeHT7Jyts2fD8Sf8J0+6z561XLo0k5xc8ctf5v/zP2f+4v88OPjm7SNvXTh8OPntt08cOnT00JuXLl7Iy8tpbnqqmlIhE0Oj0UL0AGhOTEwgw76vr29yclKv10MVoUk0VqsVDoqYJnhKzYc2jboiWl0Agnj1ov3EbDaTlsLOJANfxpfMzs7CQDI2Nga2S0GDyIDGA4DjT548kUqlFRUVbW1t+KqWlpYrV64gDwvUBKpdWVlZcXFxamqqRqMZHR1FQjfegNhFANY03YImt5FmzYxK8HrXd9vQ3e5decRus1ujhQGj0WQyGm0Go19v+Fqn+6KkxHnoUDgl5buRoec6rcdkNmg1Wg2ZQYz0TCL/hHap/v7+4aHh9vb2ru5u5eBgf39fV3e3anJirKW56uBB0/Fj+vgTlSfi0i5dun7lCjFrFqmpgxGpIATWFLURFxeHnA1cQwyB04PkaXBqRIicOXMGLeAxeU9swyHAOgapqX0R5BqGEJywCaxZyAZY9/T0oMUPrHd279rfdEKQzVLs8fHxPWA9+7LFmqNZ0WMpOtGOBWK8UnHLLtxDyP5SDh4D31jz8/NTU1NWqxXhfHCqUoERNJkICBb1CqLdnIL02D51OElgpWJbHwmdY/wh8miMqlgs7u7u/uCDDz7//PMXL17odDq5XJ6dnc3n8crKymrKy5sVirHMzMWbNzsKCyplsvKyCkVpKQyF0M2rq6slEkljY+POzg7eTtQOwxYY9xNqCCCsaY8eyfr2Yog2dcRQvLLVaq2rq7t582ZBQQEiU6TM7GBgtFAYzdIrKMjPzxcKhRCgenp6tFqtyWTU6TTofbBYLGaLyWqx2q0Oi8Vqs9mcTpfT6XQ53ehM9LjcXpfb7XJ5XC6v3e6zWjcslhc225dezzcuZ7Cne6Ugf/VOqv7cedephK0T8e+dOL5+9MjyGwd7DhyoOnCg+LXX7r1+8NqB1y8dOnL64MG4gwevnT8v5PLaW1tVk5NWi8VsMpuMxpWVFaVSWVVZifiBiYkJtVpNfe2Uure6ujo0NDQ6OgrHG2Keothk1Ov1y8vL6OSem5tD6Ad1zOuZSCN2YiSsgeixXllZmZ2dnZqaApPC+C70ieB30Gg0U1NTAwMDw8PDaFksLy+/efOmXC4fHR1FK2NHR0dFRUVmZiZ4CV7bVEvncrmpqakLCwvj4+NgTiwZIrCm5ljWr7lLq0m/Xvd6vN7drlGPd93jddicVosNmhDOH1aLxWW1+jWabzWaT4uK/a8d3Ll65c+z05s6rVmzplGrjcY9tBo1WNRd+/r6BgcHEZvc0tLS2dk1ODjU09Pd3tE+OzOT+86dvH/+mSUh0fP2sebjb6clp1y7fPnCxYvkA7l06dLFCxdYZg3NGmANrZlEZzYXCUoI5Y6CU0OqBqwnJiYimY9gmp1ggEHpsO6xAghZQYDUiG5HYhfL/FgzHyuDQElmxQm24+SlYE3lR6w9YB3jhkYJMQamSYAmpMauDkQmJkLeT1zQZ/GqwhcClPfrJOw9CwsLSAjp6uqKi4t7/PgxwTS8GVAtSP0gTYP6WYgsA3MlEgmfz5dKpch2QE2S+mLYtBDskApmvhf1JhQUFGDwWnFxscVi+e677zwej6JUUVFeVq0o7RCKJkT8FrlUIZaUyErk8pKampqqqqrq6mrMAIWAEwwGt7a2kBAUDAZjBGtgLsupAdbAa4LpGFpNhUdWxcb3B6e2Wq0tLS03btxIT0+vrq6GMwxPEZ5SmtrD4XCysrJQ787NzRWLxZ2dnVq1RqcDbBnNZovZbDGZDGaz2W6zOWx2h8Nhd9gdDrvD4XC6XG63x/3/8fXeX2kl7Pa477RMZpJJNImxVxABG5qeaEyMqfbelY5iwV5QsCEgNkDAgiJgRdGYmGJi2iQz70zaZGrave8tn3vX+q517x/x/eEJz5zgvPesWayjUSZR2Gef/exn7/nFxYUPxG0RjGLzC7b5BfvS4srcbK9YnJ+UdMTPJzk0pPXM2ZFLF7UnT00cOTp7+NACI3IulGbxD5j28tJ7esoOevJ378123Xtm756ovXso7geOh4cXZ2Z2tbapBwcnxgzKfiVcs6VSqUqlGhkenpiYmDGZZmetAF5wEwO5eiBoQHoJvHPghQ2vT1jJgUy78fFxwGWYTwJDh88ATAN8A0oqlUowXA8PDwNmQdcMZLQaDAaFQgGuLIVCUVVVVVpaev78eRKJlJKSArqiUqlsbGyE13NkZGROTg607sKrFFvrIiMjBwYGAK+VSiXxzQiiEMaDIFITg60RrG22Jdvynwm083Pz83PzVqt1esY0PT1jMoEPb3rWOrtottwwTb0eUF0Nj9pwd3+Wkf58eHBxVDM5Zpgm7JrDMHZkZKSvrw/kafQUQyhKT09PQ0NDn7yvuqra280tn0pTU0Jv+/l2B/ifpdKORkdHRUczohl/DhgZDGTWGLYHG+dIpRGpSSQSwDeWzwJew/gRdG34ehqNFhkZCR5BYuMMbHVDDh9Y90CwRrUax4yI1/AGgftRVD+QXHM4HJBBenp64NqPgjWqFMSNEyfIRmYNsvX/BdbbkdqJUBNpNR5j2w6AbAR0xGu4Id2uaKNUApcBhUIBcROZmZkwTiSSaERYkKcBoJFo4y4Q2Dny8/NhQ5TpYLtotQa/NhzEQQERvkFsAVPH2NjY0tKSWq3+n//5n7m5uefPn8/OzmZnZVdzeR1Z2f1JSS35+WU5OWXFJVweF3IesOoMDOMTExPgtsZYVNwv/zPAGnq8HI49p1QQoi0EQdwJvmG6CALI7OxsS0sLJPkSs1vRSA42GyjoggCE7OxsSBfr6OiYmJgwTU2bTGZ4b5rN1j8LBBxgPT8/t7j4Z+fL0oJtYWFpcfHPReelpSX7yopGoz5/7twBt30H9u3zPrjf130/PcDvbEx09unTtalpvZnpmsuXbEkpV0/ErtPp14KD531850MoejKpx8en0s0t66tdl77efW7//vSw8IqMjK76eo2yf0SlGtfrJsYMAwMDao3GYrFYZ61zc/M22zLwbqlUCt1dZkdJDWyHg+gBj3Nzc+A5Qx4N+ga6HcDnB6L2+Pg45CiNjIzAuB+8GbC/B/Gt6Kdua2sD34hAIAAPUl1dHVTAwOu8p6eHxWLFx8cnJSUJhcLLly9zuVwQr8ETApbe0tLSyMhI2HfHDCl8+2g0GpPJRLTVw6UaxBCiYL20tLS8vEhsjvxgkrFapkzTANYzMyaLecZisVjMlqWZmYeTE390dd2ghNg8PJ6VljxRj8zpRmFPFeQjo9E4aTQqFAr4aYNRr6WlVSqVNjY2YiGJSjXg7+9/wNU1/1Rsg5/fowD/QW+fKyEhJ6L/PD6AdeQHGSQsLJxOD6NSqWDdQ80awRqQGpUQmDcCZBMnkOCnptPpUVFR2DJDbHQkyiBOgjXitRNYQ5wTZjlhTghRBgFmTVwVJBqdt28IEr19YOTv6en5C7DGQmh8InR9EPVlIlIDKMOHaCHCzyNYE1EY6TOQa6L2TfxTg8EABtWrV68ePXo0Pj6+vLwcWDDgC7SSI+IAXwZsBTEEUJvD4YCxAc75fD72xRA3GIkZe3hJgJ87InVRUdHKysp//dd/3bt373//93+tVmtiYqJEInn69CmPxa5nlmnj4qyBgZrky7V5OXwWm8fjctgcNpstEPD5fB4YA3JycgYGBu7fv4+R1sR5IEIw0bdHFKyJqI1qCXzXrVu3rjtCoOAJYd3DZrN1d3fHxsYePnwY4lNKHQv6cOcB1Zf5+fkZGRlwu5eTkwN4LZFIoJIVtx7+WdjpR+H2ju24D/lBjgih1dVVqVR69uzZwMDAXbt27d719f59br7eXr5eXsF+/qePHcu/cqkmP685P7+fyzGWC3WZWfKYGKmH5/ABd3tg4F0S+XYQ2eTj17PfvWqfe47rvuLwiOacPL243To8vDw1aZ2cMI6PzUxPzy/Mr6zY9TpDalraxYsXsrKy6urqpo3Tc9ZZy4xZq9bIZDKI8YMrGf7lgTgvLs7Nzloxug/wCGJAQBsZHBzs7+/v6+vr7+/XarUopACh1uv1arVaJpPV19eDZNne3l5cXJyent7Q0IBbBSaTSa1Wi0SipKSk48ePX7p0CbYZwWwAdz84YgHgZjAYcrl8dHRUJpOp1WokPXjtAdULjUYfmnPtf5b82hxlCmAJwR10dDSaCCW5VqvVYrXOWS32GdN3xok/pJJ1CuWqt/fTcv4jrWbWoJseHzcap8Awo9PpZPK+tnZJV1d3Z6e0s7NbLG7v6GiHPT2RSKRWay9fTnJxcYk7cTIx5hDT0/NegP+Et29hUPDpiIiYaEYM44MnJIoRFRUZyWAwIiMiwsMjabQw2GAkgjKSazKZDHgNLmwiXqNLDx7JZDKdTodwVMRrQGog18ePH0cZhIjXENCBvd6wFwP9Axi/h1UngN0cDqempgZiF2HASERq3EQBGYOI1KhZQy4TLM44gzXS8u0eaidmjQdRsN7Or/FDZOJEDYRIq4GMOFHv0dFRjUajUqlMJlNvb29tbS06owGpYZ8FlGvceYFPQkIIUBIA5eLiYhABgYPDjxWl6iLHxnmRI7oPzpFfowzy/Pnzvr6++Ph4q9V6+/bt1NTU1tbWZ8+e1dVUVxcUTJ8+veHtbYo71Z6Rzi0o4nF5PD6Px+MJBOVcLh/0kMLCQlg6x3wlJxPIxp9he7eJMdZEgCZK2Hg4keurV6/CSohcLo+NjT1y5AiUBaMuj/mC4DqHbY6kpKS8vDyIFoPlZnSzoU2CWPWyPZB6aduBCL66uqpUKpuamvr6+sA76Ovru2PHjq+//hpiiQMDA+JOHs9MTmIXFVQxywYaGi3tksnyirpoRsann5V99nnXAY8xCmWORlsih1j9/PQeHv2eXv002nRGxkKtyNrdOT8yPG8wLFvMV21LU2PjQmFFQUF+WRmTxWK1NDd3dLQ3NTbUVFVVV1Z1d3dbrZZ5x2rMh/U8k8k0NT05OQGjRa1WOz42BrwVXrojIyMqlaq3t1elUhkMBpNpGsza0B82Pj4+ODgokUhaWlpaW1vBmlJUVHT58mUej6dWqyGuD3a1xWJxbm4u2MUKCgogk6+9vR0C2Kqqqj54dRzWXTabHRUVJZVKh4eHe3p6YMYIle16vV6j0UxMTPzZP+B4dRGXVwnDxj+3GRGs4SYDvYzolrFaLAtW68qU8e/GyT9qa6/5Bqx6e/9YKdwaGzMbDEaj0ThlhKqBrq6ujg5JT08vaCAdHR2QE1tbW9vT08Ph8j799FNSMCnhzNkoErkw0H/e23OJFFLpF5hACzsMAz9g1lGMqKjoqChGRGREGCH02ckKApANSA051zh1DHAcRFd1SEgIZDYRmbUTcEOWExpCnLrMgVajbJ2ZmZmd/aHlzolfo8+6u7sbmDVuqBB1C8zbIMYlIa2GfP+Ojo6PwBpxGaUP3FIhmqDhIF7Pt0MtEbjxQydC7eS/drKU4IwblgXm5uaqq6thdwO1IcBfbH4BpM7NzYX8JqDVOTk52dnZxcXFFRUVAoGg1BGIA6q0k5UdARpBH/4X6M6G7RvoUSwqKqqqqhoaGsrJyamvr1coFMzi4rrS0unzF64FBJqiIhWpacKiYi6bw+VxAax5PJBBBMXFxVVVVXfu3LnuqPKCRxwP/uWiORGviZwawR0AGsg10Gp4cw4MDMTHxx86dIjD4QBSY48lgDVkY6Wnp8PrEiA7OTm5paUFurdBJSDWhWAlOXJqJ4wmkmv09kKViU6nq6iogLQNmUzW1NSUkpJCIpF27Nixc+fOffv2eXl5Ucjks2fj83Oy+Uxmd2vrlFY7NjAgEVZdoNFon39+2sWFv3eP4qDHtK/3sr/famDwXFDQNCVkIiJi9uL5q2Wl69XVtsaGmdbmflG1uKKiQViRmZKSn5UlbW/jcpilpcVNTQ3lgvKmpiardXZubm56agrmKwaDwaDTT45PgBINWseIWg33eSNqNRg2+vv74WcC/gfw842Pj3d1ddXU1EByCEiNpaWlCQkJly5d6u3t1el0SqUSQF8ulxcXF585c4ZMJoeFhUEgH3QxCwSC9PR06DjHXfP8/Pz8/HwOhxMTE1NZWWkwGDo7O3EjAQY8arXaaDQSiyyIaSdEWo1iiFOJDKwg4k4QDI0/jGqtswtWy6rJ9GJU97yg+Ppet7sxMU8l0jXNiFGv046OwkWoXdwukXSADNLR0dHS0iIWiyEnVi6Xe3p57vxyZ8KZs5SQkBgaLcnXR3Vgn51CbfXwvEihHI2KimFER8dEf2DWjGhg1mH0MBqVhoI1LMWgDE2UsNEoQsRoRGoEa7BUI0ATLSgxMTHHjh1zUkKIbhAnvE5PT8/MzIRJD2ZbwyObza6pqQGwJmrWqFsgLR7aFmyH00Xw4Le2tn4E1k4r4HCbhgANrwningsRbRFwnRRtorKhc5isnZZfnL5xu9VPJpMtLi6KRKLjx4/X1tZmZWUBZCPsEvdccFkcfmSw7VJRUVFVVQUkGmY1uDVDtILggUI2mrhLCC26lZWVGxsbDQ0N6Br8EPjHYtWzORPpmTZamJlO16akVhYUlfP4fL5AwOfDgJHL5ZaXl4MEgeuFxJ1D0JrRt4ecejtS/+Xn4Y8A99fX15eWljQaTWJiYkxMDKR/AbUnCtbwo4McXrj7TkpKSktLa2pqAqca8CzMNXVqeCGKHkirHWH3tu2RFHa73Wq1QldyY2MjhDv39/e3traWlZVFR0d//dVXX3z+uaurq7+PLyMq6vzF87k5WaLqapWi3zw5NTU6Kq6qPBlC8f3bp/TPdpxzP5Cxfz/f/WCrp6fWx2/Rx+9GgN+toIAbdLr96NHpuFjNpUu9yamiS5drs7JUjQ2T/QppQ52Qy+5obW1qaBDV1Mh6ZZMTRnhlwptHpVIpFIrh4WEwhwyrR/QGg1qt7umTdff09Pf3T09Pg1FvcnLCYrHMzJi12tGBgYHGxsaCggLonxwaGqqvr4c3fFNTEwA0+Ey0Wm1tbe2pU6fCw8NDQkICAgKKi4tVKpVUKq2tra2oqGhoaKBQKLGxsTU1NdgRChfUioqKkydP5ufnw8a5Wq0eHByEZDt45xqNRqJnHw4w86F1D34R0FJGzLkGEzr4fGZmZkymGYtlFvKrP9gxZ+cWLJbrU9PPBwY2Dx+5euDA3VOn/t7XNzs0pBkaAQtNR0eHVCqFTU7MuBCJREql8kx8vIuLy/Gjx8Lp4WRScBSNes7Pv8PTe5VEHvI8mEwmHY2KjI5mMGJiYqJjGNGMqGgGg8GICAsPo9GpoR+mi38pcSCbJrr6iH8KJ7ALQ6fTsacRH6HlAED8yJEjsBeDHTHosEawhgPeL0Cus7KyAK/hyM/PhxQnAGuIAPtn8XbbB4wA1n19fV1dXWAc+muwBrAn7oIjRjvtiMO5E+l2EjcQoxGpnZ6WaAshSuGoscBmrdFojIuL4/F4IAkB3mGeLGgdENwBymB2dnZRUVFlZSUYMHDnBcSTEkeMNU5vAb6LHDmH+CFgN3wvpupATA9oLyCqMJlMHoddx+FqM7PnwhnLJMrUxUvl2TkCDgfmiqCVw5hRIBDA5vqdO3dWVlbQCkJk1kQNhKhKb3y8g45gjf5rQHxIs9Pr9RkZGYcOHWIymXV1dWBHwSxdjLjKysrCaUlmZuaVK1cqKyuh6hu0S6d+W4ifJiYjIxwTcZno7cXYIGhyyczMDAsLu3z5MvzFIOmmr6+vp6enqqrmxMmT7gfdP//0s292f3PQwyM8IuL8hYtcrqCltXVANTBu0M0YjbWVNXQyefcnn5Jd953y8k5wP5Di6lq8x7V8757GPbvVvv7T5JD5EIqdRrdT6QvhkXezs5+1ttgqK2WFhbW5OXUsVkN5RWtt/YBCoRkeVg+PDA0NgRVE3NbW1tLa0d7e0NAgEonqGurbxGKpRDKiVsNPALQBaLkyGAxKZX9LS4tEImltbe3s7AQNJDU1NSEhgcViQeLSyMgI2KLa2touXLgQGhp68eLFlJSU48ePV1ZWDg4OKpVKyIFqaGjo6upKSkricDjAMGCWAOQacp/T09NnZmYArNFXoNFohoeHx8fHnfo8QQn5C83aERKyvLwMv0Rg1pBqazabYY0cAm4/uOfn5sxm86Jl5tqo7mln160jx1bcD96/dOVhb++4QjGgkHd2dkqlne3t7T09PRKppK2tVSqV1IhEEklHZWWli4tLgH/A0SNHg4KCqBRKZCj1hJ+f0M9vxT/A5uebHRR0IjIqhsFgREfHRMdER0czoqOjoqLCw8LoNBpoICQSCZAazB6wlAigjFR6+4E0HMAaMkCI9VpgEERbd0xMDIwZcYmRuHEOtJq4GgOydVZWFuTtwZQ+Ly+PxWJVVVU1NzfD/BmXYlDxgF8cyiAI2eDeQw1ELBY3Nzf/tQyyPeuDiNGI6U5f+c/WzZ2Afvue+j8zmSBqw0t5amqqvLwckt1ByANfcLEjj6m4uJjNZsPeHVBsNptdVVUFw7Rix/4+yhroi0S8hqeC54QD6LmTco0UG2EaZpsVfEE1h6PKzTcxDl/3C5iNjavJzuaUlsLSDYfD4Tn4NZ/Pz8/Pn5qagj5GDF3C2SBxIwbPEY6302qE6Rs3bly7du3mzZvr6+tms7moqCgsLIzFYkF0J4/Hg0UhrN0pKCgApE5KSgKkPn/+PJfLhUU7DHzYrlA7gfWSI+IObrGdDkRwSFbS6/V8Pj8lJeXQoUNkMvnw4cOZmZl1dXVQUdjV2T2iVrd3dFw4f97by/vzz3d8+eWX+/btj46OSUpKFolE/f3943rDnHXWOGVklpX5enp//elnAQfdGSRSlF9ApKfn8X37kl33F+3+RnLQwxISskYOuRVKXyGRrRSKNTpGH33InJxsyMgYyMpR8wUzXd0zAwN61cCQQjHYrxxQKOW9smqhkMPhCIXC8oqKmvpazah2YX7+Q/zI3PzKytr8/AL4McTi9o6ODlh8GBwcVCgUFRUV586dS05OxrQmnU43NTWlUCjy8/NpNFp4eDiHw+np6YFCGa1Wq1Ao4FXa2Ng4ODgIeapJSUlABUAYBdcpl8tNSEg4ffr01NQUGAaQmo2Ojg4ODur1erhUO6XvghuEYAVZJl5c4Tc4NzcHUjVcoU0mk9k886fnZ3Zu1jprnbXOWswzOv3y8PCzNvGNKMaKu8etS5evS6TDEom0o0Mq7ero6AB7dUeHuLW1pbGhUSaTBQQE7PjiixMnT/j5+QUHBYcEk2hk8gkKJdPL0+rrc9PXt9jPNzY87NAHGYSBkdZhjkKvEMoHsIbeRfBQ48ILPKJpz/fjAzUT4lIMojPGj2A5+rFjx0C2xqYY4gYjUbxGcg1gjXgNrjMEa2ja/EurtZN7D617ANZSqbStrc0ZrJ2MenCtdmLTRPaNgov6nxzIu0cICXxOcE/UUnQfr9gQC5K7u7vn5ubgThlRFRzTQLSxRRfCnurr6ysrKyG3DGNDEHPRFImzRJBQ4KlwAanIkZ6FthA0jaA5BJx80AFRzufzS8u6ikomEy9e9fU3xRxqLMjnlTE5HG55uVAgEPC4XOhGqKioKCgoUCgU9+/fh70YohtkuwZCxGXclCGSbvijW7du4WhxdnaWw+EcOXKkqKioqalJKBRWVFQIhUKu48D1otTUVPB+pKenX7x4kcfjaTQagGbs+QaY/kvFAwaYxFoAAAVHacAKURIBsJ6cnGxtbV1cXLRYLCKR6MyZM3Bzevbs2dLS0oaGBrlcDkOR7u7u/Px8RlTUrl27XFxc3NwOHDt2gs1mSzuk6hH1jNl89epV46SxsKDQ29tnx2efBfr5hYWGRpDJkb7+0V7eh/YfiN/vXhpKlZ06PXv+0vrpM9fo9BsBARve3htk8koUw3Yucakg315Xa2ltHamrG2hqVjS3iGtEDVVVrS1NAr6Ax+HNLyxcv74+O2udnZ1bv3ptxWYbGVKLxR1t4g5pZ3dPT69MJpMrFP39/eXl5cnJyeHh4enp6WNjYyAlT09PDwwM5OXlAeLk5eXBYBBWEIeGhqqqqoqKikQiUVdXF7AtlUqVmpp69OjRsrIyDocDiAA3jlwuNy0tLTIycnx8HAgayKDg2gJmff36dZSqUWrDpXOiSEUUr+HXAaZpmCtCHeUH8cs6Cw0/Vqt1bnbOPDUzoVFvqNX3ebxbZJLdw+tRdv5sc6tcLO7u7Ozo6Ojp6pJ2SMRicVtr22D/wMmTJz/55JNjx46RSKQAP//gwMDgIH8KmRRDpZ719dN5ed3x9xP6ep8LpRxjMA5FR0VHMxgOHTk8LIxOp1NDQ0PIZDB7IFgDXmOEHnERhrhrToxwCgwMhBdbWFgYNufC0jnsncNmI3jPiPEgTm5rkEHQEwJtA0B3QA/Jzc0tKyuDJqDOzk7MBnGSQVCqxt8mLsWAFQS6PZuampyZNRGvnTAXsBu+Zjte442Y+uPYPHwqorGEiNREfo26B3ENEubv3d3dNputoKAgNjaWy+XCDbsjyCIfxBDwUBcXF9fU1GD5Agga0MiFmIt8GZVrHDYS/TcI5Ri+ijI36tSA2n8uKLLYjRxOf16ejkbTxMeLCgqZxUVsNkcgKOfz+Vwej8vjczgcyJWvrKzc3Nx08lnjdBFN1kSHNUKz0+ARPgRuDtEQdXV10dHRubm5kG0vFAqFQmF1dTXIICDg5OfnJycnX758OTMzRytl0gAAIABJREFUMy8vD2y/Go0GW1TgzYn9WwjWRDEaQZkI0HjTjYhAHDOazeaOjg69Xr+5uQk3BENDQ/n5+VFRURQKJT4+vqioqKGhQSqVwi7iyPCwSCQ6l5jo7n7wb3/7ZN++ffFxcbWi2oHBwYmJyYWFhevXr1mt1tzcPDc3t507dwYHBdFDqSFBwXQSmeoXQPXyidjnzjxyXJ6aMl9cZM/JMZ04ORsTY6aGmoOClkNC1sMi1mMOL508NX46XpF4bqCktIfHz790Ie7QoaFe2c21tUWrBWQFvc7QWN9YU10jlXbK5QpZb+/Q4NDIsLquru7ihYuJiYlRUVHHjx/v6OjALko+n0+j0Xx8fC5cuABZTnBHPDg42NzcDHDc3d2Nb2OVSqXRaGCcDoJVamoqRHECWGdnZ5NIJPh64Gvwboe35OjoqJPFiJi5CL8C4q8DrqxwhwTb8JhFhda92dlZy6zVOjs3OztntlrMM9YZk8WgN4yrVMut4q2sLLuHx91Q2m0We6yhsVfc1iWRdHV2dXRI2lpaR4ZHsjOzXFxcoGLc09MzMCAwIMA/ODgoJCQknEKJDQqUeXndCghQBgVlBgefCI84xIiMiYmOZnxoyw0LD6fSaaGhlBBH3h72fxMjT/EEMlGxmgD7BwDT/f39gVwDWEP+Kpwgv46Ojsa+GKJsDYQa40Gw5hxavrBlEVl2aWkpTCCkUilEpBKTPJBQI5CiZo3TRchXgSIh53VzdO85KSFO506O7u147QTQ249hRxQUXg+I9m2nJZrx8fG+vj4wnICQn52dXejoLoNH4Ibl5eUikYjP56M6Uego2gB+jX5V5Ms4mQTER48ksG809hHXcIodCdeQ2wDmEw6Hw2ZzeBxuJZ/XWFban5HWl1/AzS9kl5XxeFwICORyeeXlQojsgVXvpaWlzc1NDN5DlQPBGhGZaLW+devW5ubm9tDUjY2N27dvr62tdXd3JyYm5uTktLW1Qd9EZWUlkOuqqir4X+fn56enp4M/Lz8//9y5c2VlZRqNBpan4eYXpUwnKk3k0YjOTgdGCBG5G6wCLi0tKRSKpqam4eFhq9W6uroK/975+fnGxsYzZ87QaDQGIyo1NbWmpqa9vV2hVGhHtWqtpqGhITU1JSAg4PPPP9+/b39SUlJHh8RgGJuaMtrtq1tb9yYnJq9cufL111/v2rWLTAqhhtJolFByMCkkMJjs7Uv1871y8kRVbs5QZaWmuFh3+dJU7Kn5KIY9hLLo6T3v7Tvp4zMTGbGYeK7B17cvLvaJUvkv9tVni4v3FxYnh4Zqy4V8JqurQ6KQy/r6epVypWZE3dbSdvnilePHj0MlRU1NDfyjjEZje3t7XFycj49PVFSUUCgcHh4eGBiAK1B3dzeksjQ1NQ0ODmq1WlhKHBwchF9BRkbG0aNHy8vLy8rKLl++nJGRUVJSkp2dDcPG0NBQiUSi0WggKRuQGtTPkZERzDBA8XrNUStMBGtk2ThRIII1KCEffHtWKwwaLZbZ2YU5i9limprRqNXKnt6xzu6bko6758/b3d3XIiJuCMp1La09bW2dEmlbW5tCLueyOS4uLh4eHtHR0R4eHj4OhhsUFBQSQgkLDY0NIYvc968EBo4FBBT7+sZFRh6JZsRERzOioiHMmh4WRqVRKQ4rCCZZY1A1hlbjibu7+76PDyglgKzUgIAAJNdwAFgjuT506BA0nZ89e9ZpNWa7eA3kGvAa+DWCdUlJCYI1dFAgHBMDl4jTRSffHoA1uNT/AqydwJdIsZFTO/m6nUzZREQecXgB8XBi2cQVdiKzxqYieBwaGurv7zebzWfPns3NzYUgJ7DLQElwSUlJU1MTFEhzOBzAYmTERY6elxJH/B6wZhjaEqftOKtEpMavB28fmEPQSgH8Grgqm83icHgCvoDHZIqYpfU8Hp/NLStl8vl8oPm4bo4hISaTCWXra9euOZk9iD1exL1zPACyEa+BWY+OjsLLBTKUsRmoqqpKIBDAX6OwsDAjIyMlJQXE0EuXLuXm5g4NDUEiEvApGCQSDXnEe2cnrWP14wPrV4hDLZw6Wq3Wrq4uyL4QCoW9vb1msxkgG34aSqUyLy/vcMwhRhQjIeF8WVkZrIGB9tfT08Ph8BiM6B07dnh7exUU5CuVyunpmYWFxWvXrt29e2doeCguNnbHl1/vdXUNDQ2lh0UEk0KCAoIoZFKgnx/Jzy/1wrk6TlldcUFddmZrVmZTQsLQlStbPMGTopLN2Lh1UtCqu/tmKOXR2YSnTOajysqx3LzOjCxtbb1FqZyQy3Ry2djwoLKntzAv//jRYwV5BX0ymdFo1I2Ogm2mr68vJSXF3d09ODi4pKQEvCVgEZHL5SKRKC8vr6amBpbFYbCJt5jQqMBisTIzM4EKJCUlXbx4ETZL4RVIoVCqq6tHR0fB6w3v8JGREaVSOT4+jr8F7PfCFmDi79HJvbe0tATr+BjnjWZNbDQ3m81mq8Vitk6MG1UqVW9Pz4CsVy+V3GpuvpFwZt39wM2jx66WCzVNzT1t7Sqlksvl7Njxxa5dXzMYUd7e3p4enr7ePj6e3v6+fgEBgaQgEj0k5FgIufjA/qngYKu/H9/HNzYiIiaaER3zgVaHh4eH0ek0Ki2UEgrhqFATg6CMj8QeL2g9h8PNzc3NzQ3x2tvb29/fH0q8IMkP+XVERATMGw8fPgz9A05NjMSDiNdIrgGs0cyHzFoikUBbBUZaO2E00QoCMghsxEDaV0tLi7MbBL/ZiWIPf7xvM0JYcXQi3WqCR/ufoTbSanx1onsPkHp8fHxiYgISzlAJgZvHmZkZFosF/pjs7GxYt8vJyeHz+RKJpK6urqKiAkoGYFMR180RbdG0hyI1nOCfggxCVEhQCcEPUQmBpgKUrVksFpfHE5SXCwTlXDa3gssrZ3NKSor4fC6fz+U57HvwxRUVFYWFhVqt9t69e0CF1tfXcUiIAE2kz6h4IK3e3NxEkQQce+Pj45DNBqtTdXV1kHlfWVlZWVkJFJvL5ULiB0xiwQfS19cH5i3YsQZajWWJCNAodxDpM6a7EXMEic288JWAC/CcnZ2dbDa7qakJLq5cLreqqgpY4cbGxtbW1s2bNy0zZmF5RUJCwpEjR86ciS8uLgTTrkKhAIBraGiIi4v18PAIDw9ns9na0dHp6ell28rW1tbmnc2W1taYmENffPHlgQMH6fTwMFoYnU6PjIzy9fP/5JO/kUlBdaJqqbhVVM4bHxh4cev2fz54/P9tbP6n2fyPoeF/dHY/yMy2RESOBwTMBAaYfHw2YmK+TUv/XiD4vqPjqrhNyeUVJJ7LSDwnl0pnJibHtDqdWjtrsRr0+qLCwqioqAB//yuXL/f19Q0MDCgUcpVKNTIyIhaLS4qLy8vLe3p6YMtGrVYPDQ1BMgnYWyGCisPhnDhxAm8Kr1y5kpiYCB4kFosVGRlZVlam1+t7enog8QduaoGk2+32a9euYZojQDYE5OI4cXFxcbszBKrfMdEbo2IdAbNWi8VitpjNZrNWO9rV1SXr61MqFIN9sgmJ9EZ11QYjcv3gwY3Dh5erRfrunpaG+m+++eazzz6LiIjy8/Pb6+p60MPDy9PT08PT19cHlBAaJTSaQkn39R0OCr4V4C/294sPCz/EiAQTNDDrsLAwKu1Pk7W/vz+RWROLu4j9uW5ubq6urojUrq6uIIl4eXn5+/sHBwfDmBFTUoFTO1n3iNl7OGMk6tdOuU6A1yCJALMuLy+vr6+HqFinlNTBj7NS4SXtxKzBZN3S0uLMrHEQ+ZfzSif1AxFZTfCKOAE38dbMSb8mjhYxBgSgGSLesUgJPtTr9b29vdPT0729vbDWBT8OCLtpbW2tqKgA4QJ8qTBGB6kal1lwSd0pzBBd1UC00auHIgmK1wjc4NcGWv0nUnO5PAG/jFVWVlYmYPObOdz20hJOfg6XzRTwuWAF4bI5wG1hOUUsFm9tbaEMAtSYKH0gWCNG4wlCNqjVN2/eXF5erq2tzczMhJcI1OvU1tbW1NTU1NQIhUIQQ4CjgZSEa4qAocSkZhuh/2m71oEMmlj3h/HcSOiw98But+OzQZxpXV2dQCCora0FH25ubm5KSgqXy+3t7Z2bm7t58+b9rXt379xZWFjo6+vLyck5dCj6+PHjWVlZjY2NcF85NDQ0Pj4ul8vT0tLodPqxY8fq6uomx40L8wvXrl1bWV5eXFxqaWkLpVC/2vmVn49vYGDgjh1fBgYGp6WlVQqFst7ednGrVqN+/vz590+ePNq6/+P9R3+/vfnw6tXpHpkoPqEhiqGIjDJQQ++eOH6LRr1KJq3QaEvRMeORkQp62FRK6hNZ75NR7Q215trY5PLERGuN6MzJk2FUir+vH7OszGg0gj9ErVb39PYKhUJBeXmHRDI8MqzWaMDWDUNInU5nMIxNTExCEKDFYmEyy44ePQqW04KCgjNnzly8eDErKwssT7GxsdnZ2QaDobu7G9LmQQmBhcbl5WVcXET9esXRxEjk18S0EPRZY/gJEanRFARhAyMjIxKJBMaq/UrlQHfPZEvrDSbzdmjorYMeN64kr0k7D1OpLi4uZAqZFEJ2c3NzP+h+4KD7/v37vby9fXx9AwJ8SSRSaCg1khqaGBzU4u39yM9X4eubGEo7yoiKiYmOimIgWNOo1FBKaEhISHBwMIA1UfEgHojXRLCGA8Daw8PD19cXtmOoVCpx0ohLMUePHgWwxiZG9IQQK75QxcYdGcBr7CUoLi4WCAR1dXUdHR0gg+Bt0OBfHegDIe6agyXUGayJtQPbJRWnWSJiNJwTDdTbNW78kLhNA0hNVKiBUwNSYzw84DW8J41GY29vb25ubmVlZUZGBpvNbmhoaGhoqKqqwv1DlDiQVjvpzsSFdZBuQfoAXzauL+KGOkA27jSWfHzAVeHPDCkup5RZKuBzqpisvoxMTWJiR05WdVlpBY/PZkKeNQcSQmA1BmaM2BSDA0YE683NTWDNm5ubToQac1NBNllaWhKLxfn5+Xw+v9FxAFhDZTKQay6XC5PYgoICWISRSqW4aozZ0MR54DKhZPaqoyjdTij8xbo/jHu96qgrI245Y1PJwsKCSqUqLi7Oyso6f/48LJI0NTVVV1fDnDMvL6+urk6n162trd2+ffvOnTsbGxtWq7WmpubMmTPHjh27ePEin8/v7OxUKpWTk5NQNcvhcE6fPn3+/PmGhga9Xr+0tLSxsXHnzp3Z2dn6+npfX99du3bxeLzR0VGApNXVVZNxymqxPHr06NmzZw/u3V9cWOiWdqanJCfEnmwqL89PSMw5eXKkqvLbUd2jnu65rCyZf4CJTL4ZRr/u7X3Tz/82g7F1Jen7yqolFpsZFn7Ubd/poGCGt09ybNygrG9ENaAeHBxQ9teJajlsXnNz89DQiH5sfFQ3OqLWaDWOtIbxsalp87TRZJyYmpqaWlpaGhsbCwsLO3LkSHl5OdxKwgJ0cnIy0JG42LjU5BStVgvBe7BrMzQ0pBocUGvUC/PzxHxU3GCEnz9x8IBmHpvNBtncGCeAmjUs4sMkA3j39PS0XC6HrTwoDJTLZH2tbRZx+92cvFUPr/s0ajeNts/FJWD//jA6ba/b3v373Q4c2H9g/wH3A+4eHh7ePj4BAQEkEolCodBplGMhZI6n5wN//2Ev76Rg0rFwenQ0IyoqOioyMiI8nE6n0yihlBAKBIDAgBG6FomDROg1R7B2dXXdu3cvwPTevXuBWYNs7ePjA4lORLxGZg1gferUqdOnTyO5hpwQBGtUsZ3AGtZk0HxdVFSEYI0yCLHLBTEa7dU4XQSk7uvrAzeIM1gTC72IFBtPUHQmOkaIm+iaf3Js59GYK4IYTYRpRGpiV+nAwMDo6KjRaHRzc0tKSqqpqQHmCP4zSPtFHzSOCtENghwZuDPQ8BJHtjUmiOPGOe7LoGyCeE0UrMG9B9oik8lksZgcLpvPZTZxWUPxZ4wBJN3Zc52FRQJmGZfN5XJ5AgGfy+VCaGpZWVlFRQWsLCK5JmrWxL0YpNibm5t37tzBz8O3b25uKhSKtLQ0Pp/f3NwMv93m5mYQ8Wtra0GzhhisvLw8DocD9uqenh4AUJPJBJBttVqJhNqJTSM04zaz04d4ALkmMmt8ttXV1fHx8by8vIsXL54/f/7s2bMJCQnp6ellZWWgsIOhMDk5mclk9vf3Ly8v37p1a2tr68GDB2trawqFoqCgID4+HkKfOzo6+vv7DQaD2WzW6XR1dXWwRSIWi6enp5eXl0FlGhsbk8vl8Pfc2tr67rvvHj16BMrs7du3bTZbW1tbZmbmucTEwsLCsbGx+bk5cXPziKp/0WzS9vVV5eeXnj4ty8nZbGv5rqXpCZ//MDt7PT7ORKHMBAROe3oNf7NnKiR05thx7ZkzGy0tVxUKq0LR21AvKC1pFtUMK5SjarVOq1Or1aNarUGvH9ePGScnoeV22mQyTZlmpmempqZsNtvIyAiDEZmRkQHWncLCwsuXLwNA5ObmMpnMxMTEuFhItVb09w+gZj0wODDqKIshXkThkvmXmjUOFeBqDQwaUwYRr7HRHCJhoa/rQ4mJvE/eJ++RdMrb2mbrG26mpt3w95/29Cr55pt4Hx/fA/vdXPe6ubnu27fPzW3f/n37Dx486OPt5ZgxhtBp1EOhoSV+fjcDAmb8A0oCAuLooTFRkQwGI5IRFY7MmrAUA8VdxM5yRGpAbQRrV1dX5NfIrEG2hv97aGgoON+xL+bQoUMQlBofH49gTVSuiX3n2zNDQA8Ba3xBQQGfzwewBhkEKxIRWv+P5gEoz5VKpWKx2HndHItklEolEa+JYE1k1kR+7YTXxK104s6LUwAI6h5OSE3Mg0dyDbK1yWSqqqqCQAmojAFXEzBlsDphniSGe6BsXewo8IaT3NzczMxMDITCKSJaqpGVI+lGux7ILBjKCpIIBxQPZmk9q2zi/PmrgZTp8ChVekZ5UaGAL+DyPhwcDgfINZPJXFhY2NzcBJ0RwZoog2yH7E3HgXNFq9UKd2egcLW2tra0tNTX1zc2NsIlra6urqamBlJhKyoqysvLk5KSent7Afoxn++qI0+VaBUgDqycesiIm3KYcLL+8YEsD0eOdrsdyHV5eXlubi6A9enTp+ENkJeXBxJ2WVkZQHZhYWFbW9vU1NTt27cfPXr0+PHju3fvmkymmpoacFAVFhY2NzdDlvSH7DeZjM/nV1RUyGSyycnJtbW1u3fvwrYIIP6jR4+ePHkyNzfX0tIiEAhSUlJOnTpVWFgol8vn5uampqa0Wq3FYtZo1LWi6sy0tNTLVwblSvvs7PyEwTZmuG00XlfIBzNSBQfd2w8cuH7k8P3DRzYolOWgoIUw+rVzCRvpaeakK7r0tLW21tvDg1dHNNYRzfjA0JRObxofn9DpTZPGaeP0lHHKPGPGmZ7VarXZbFqtlsUqEwj4IIOw2ezU1NQzZ85cunQJdmgvXbp08uTJgYEBhULZ3/+BVg8ODsKt6sLCAmjW+JNHn/VfDorhfGFhAXUP5NdYh4ZNldiDI5PJ5HI51E51d/VIpZ2yrm5ZQ4O9tVVHIm34B6wGh5TudQ3d8aX7HgDNffv2Hdi3f7+Hx0FfH+8A/4Dg4GAKJYRGpUZTqZn+ASZvnyUyqcbHJ5FKORQVAXnWEZGR4eHhVBoN81GxuAuUEIDpgwcPAkbjATIIUbbGr/T09PT19UVqD5NGmC6CYH3ixAlg1pi9B8o1OkPwIKanOukhGRkZANbQP0AcMCK/RjaNn8TpIoA1pjg5gzX2xygUCkxTxedCXYw4aQQ4BortlBOC52jLQ5hGhRosH4DUiNfThAOYtdFonJiYANl6aWmpuLg4IyOjra0tPT0d85tg4gfjQcx4wgQc/AyiMPBu4NcwtMEddNBJcDUGFZViR48MrjKC+oH+ECaTyWYzOWwWl8WqKisdz8xepoXPhlAMSUmi4uIKgYDD43DYTNhgFAgEAoGgsLBQp9Pdu3cPwBo1a9x8QZ0az4l6CGzB2O320tLSmJiY5uZmiUTS3Nzc0tJSV1fX0NAAvdr19fU1NTXw166srBSJREVFRQqF4smTJ0+fPv32228fP378+PHjBw8e3L9/H4Z7kNh3ldC0S4xIBvfuuqPkF2UcPPAzRA8Z7NGhBXtpaQl2pisrK3NycuLj4+HGMzEx8fLlyzk5OWCeKSoqSktLu3jxYmpqalVV1ejo6I0bN7a2tp48efLgwYP5+fn+/v7CwsILFy5kZWVVVVV1d3drNBqdTge1LFKptL29HSosVlZWbt26Bf/MZ8+emc3m5OSktLQ0sViclZXV0tJis9lMJpNerzcYxmZmZtra2nJyci9duhQRHt4hbl9cWNBqNDPTUwaNVtbecTo6Omjv3svRjMHqmg2VcqNVvFlZs1lQsHzk6LyPr/2g+5qH++2IsK0LiQ9LSu5U1mz1yO8MazZGR5e12kXD2OzYpNU4Y52embNYrGaz1XEsLS1aLDPCqsrklBRYN+VwOPHx8fHx8VeuXCkoKCgqyk9PTzt8+LBM1qtQ9Pf29qEMMjIwpFGr5+fnNxx7MThIIMpQiNTEzywuLmLpMG4twgk2C0MK68DAAGRzy+VyWV9fX5+sq6tTIpFI2juGFf2CrOwwF5eBffsfBJONnj7nXFx8d351YO8e170fAPsDVvr5k4KDQyhkamgIg0a95O/f6+m1HBra6eGRRA49GhEVzYhhRH0whGBHDNQLgCEEZoxIq1EDASsIzhWJzBoMIUCuoeWLTCYDuQa8RmYN6+ZOMgjwa0Rq5NfEqGsQQ5KTk9PT00GTrKmpwUhronpBhGm0V8MjbsQAWP9FNgiEhAGzBpaN8I/zSqIDz0kGISrRxARULSGxGkP4tqsf8AhUGiqFnLpKx8bGZDKZ1WoVCoXZ2dnNzc0pKSmY9QGEGgq54UAJG26KAaZxtwWc1JjvgW4QdPih7RrjnNAIWOo4kFA7xoywfV7G57CrWMzhnNxZRsy1wEBL/JmW4tIKLpfD5XA5HOgfADGktLS0t7d3a2sLsQ83zp1kEFQ/4ARoNVDFlpaW4OBgFoulUChA/WhoaGhqampubgblWiQSAeqVl5c3NDSUlZXJZLKnT5++efPm5cuXL1++fPXq1dOnT589e/b9999/++23jx49evDgwb179x48eLC1tYWuQSyLQspMBOV1QjMZXnhwTwcnXdevXwewxhUbk8lkMBgkEklOTs65c+fOnTsXFxd36dIlkInKy8shfDwnJweiplgsVm9v7+Li4sOHD588efLtt98+ePDAaDTCCyMtLa24uFgqlQ4NDYG5aGRkBF70KpXKZrM9evTIZDLl5eXFxcUJBBVDQ8NqtdpoNOKN/+LiYl9fX15e3rlzicePnaDT6QIB32KZgSaBpubm5JSUEHJIGJUmFAiMBoNRr9cq+81DwwsK1aigXJ2be5XL/VYgeJCft3rm9DQ1ZNrfZzmEcj2K8TDx/FNm2S8dHb+P6p/ox28bpzcss6sWy7zJNG+2Ls7Nzc/NLS/b7Pbl/Pz8U6dO8bhcmGMnJiaePXv2zNmzOTk5paUl2dlZDAajo6NjeHi4r0+O1iytRqMbHTWbzSiDECcHRJ81MQkAQ52IGP2nw9piAfVDp9MBuCiVSmDWfX19crm8t1cmlUilHRK5QtEn6zu4d6/3F1+wDrhb/P3u+QdId++OdnHx2fnlvm92792z183N7YN/DrAyJIRGpURRaQmBQc2+Pqsh5HEvz/RA0vHwyJjo6D/dII6OGEisxkpcUK5x7cXd3R1lEKJvD8EalRBYkPHz84OEa9BDwsLCoEHm6NGj0BeDQano4cODmHON/mtcloEoNLhHFIlEUBYD0EpEalQ/iHQbmDVITD09PVKptKOjo62t7S/AGvAan9cJsp1cfeqP9xWBRBPFECf1w0Do/QIBxAmyEaBBA0FyPTExYTAYwP+k1+ujo6PT09PRrYHlgYDLuJGYn58PWzOoO7NYLEjZBwXDKa0J4Bv1EyJ2E5l1MaF9BlP3QAxhsdlcLofLZQtZLGlOvin+zC1v7/lohrSwqLyMyeVCsLUA4vcgALOrq2trawvBDjTo7TII0f6BJ7dv35bJZDQaLTk5WS6Xt7S0AEYDuYbHhoYGFotVUFBQWVnZ0NDAZDJ7e3tfvHjx/v37X3755TfH8ccff/z6668///zzTz/99PTp0+fPnz99+vSHH3548uTJY8extbV1//59GG/CGg7oJ6h44NI8ZP7hZ7Bj7CqhxASY3ZIjnxNuw2UymVAoTEtLi4+Pv3z5MowiQL3h8/nV1dVlZWVpaWkpKSnZ2dn19fVqtXptbe3x48c//vjjd999t7y8rFAowJuck5PT0NCgUqkg6FmpVEql0oGBgcbGRhKJlJubq9FozGbr5KQRNumhKUav1zOZzLi4OA6Ho1arCwsLenp6rl+/trq6olTKc7KzqVQqJSQkPT1dpzNMTRqHhwbVw8NataZL0lnB5Qo5bI2ib2l8fM1guKnR3pHJXvZ2vawQPL506c4hxho5eDEo2BxCth07vpWT86K55ac+xU+a0ecWy7dW6y2LxW6x2BfnN9bsBbk5IWRSTXU1m80uLinOyMiIjY09depUYUEBm83Oyck5fPiwUCgcGBjo6+sDx55arYZ/6czMzDohxhr5NWgd2yMBAL5hXAG5AjhXBD3EbDZPTk7KZDLYvQQQQRmkt7evo71D0t6hHdWFh0e4uLgcpYedcD+Q+9mnNn//62Ry1c6d4S4uPl995bb7G1dXV3d3d29vb3//gKCgIHIIOTQ0NIJGP00O4fr6Lvn5rfn55gUEnIiIgJqYiPBwAGsK5c9CL+LGOXE7xsm9B2IIAjcOIQGsvby8IE4E0vjIZDKVSoX01MOHD584cQLAGpSQc+fOgXINYshf6iFOFpHU1FSIa65pWrd5AAAgAElEQVSursZ4ECfFwolfI+9GkQNlELFY/BFY9zkOuVyOYggRrHG3Hd17Q4TEL6JsjTC9vVjA4GhlRA0EIZsoWztNFyEGXqVS9fb2jo2NicVi4NGAobAdg9gKKzNQZIloC0I2zB5h85Coe6A5BJ3XMIgjWvdwrojuV0R8NISwOWw2j8tis7hMdn1xmT4145avrz2cLs/LrSwp43P5HC4H8JrJZFZXV3M4nPr6+jt37uB0EVZjiPEgRGgGWo22a71ef/jw4TNnzoAfE0aLTU1NwKzhgFtpoVDY0tLCYrHa29t//PHHf/zjH7/++ivA9O+///7777/j+R9//PH69es//vjjl19++eWXX169evXzzz+/ePEC4PvHH3/84YcfQDl59OjR/fv379+/f+/ePSD7cFuA/xDk2kRyTRxLAt1DlwJQv/n5+ZGRkaampoyMjISEhIsXL2ZmZqanp+fl5YGhBbg2k8lMS0uDdDq5XL68vPzdd9/BXcIPP/wwMzPT1NQEDipQrnU6HRjpIAh/dXV1enp6Ztq0MD8/PT29sLAwPT3d0NAQGxt75coVtVq9vr4OIH7jxo3x8XE+nx8TExPg55+emqpSKS2WGUjn0Ov1MpmsQlhRLhB0d3UZJydMU8ZxvX7SYDCPjc3rdWsTYzf0+odjhmfjuh9k3Y8F5XeTk28fPrLu72dz23sjOOhh/NkfWKwfmpueDw+8mp99Mjv7cuNGV0110um4emEFj8nisdmXLly4fOlSTlZ2TmZWXl5efl7+iaPHmUy2RqtTDXywbMEtrEajMZlMGxsbxMEvqE/LhExUGC3i4Ndms0FNDPQLgx7iyHIyQy0OAZ17IQQVFpT65H1NTU3DI8Op6WkuLi5kEjmcHuazdy/t089yPvtsJSBoMyiE+9XXoS5/8/x61569e/cfOODl5eXrGxgUHEwKIVEolDB62FEqLcXPb8rH55avT5mvdxydGh0ZFRkREREeER4eTqeHh4ZSyWQSsbULk0AAr4lWa6f1RdRA0JQNq4wY8ITpqTBsPHToEMjWMGOEmQqOGfEAJYQ4dSSGqaakpOTk5DCZTKFQ2NjY2NnZCdYdIgl2kpqxJBeZNYSnSySS9vb2j8Ba5jiIYghRD3FyYePNF9GWRxSpcdXFKfvUqV2XeCBkE33WAO4Qr97d3T08PAyzKUy3ghM04WH4N8rWQLpxKQbmkAWOQi80fsC3Ezt5kXSj8xoNJwDfwK9BuWaz2WwWuwwgm8UWljAHc/KuBgfbSKSRK1day5gCNpvH4XK5XAhUgnRpNpttt9thTRxTUomLi+jVI1JsWM6Oj4+H3pCuri7g1ADWsPLU0NAA3cFwI1ZaWtrc3Pzw4cN//dd//fXXXxGj4QQwGmD6jz/+ePPmzWvH8ebNm7dv375+/frXX38F9v38+XOEb0Dw77//Htj3w4cPQTy5d+/e3bt34c4AhB3sAgYhBX0aa2trGNSJYdmLi4vj4+OdnZ0lJSUgFyYnJ8P1FbZpqqura2pq+Hw+pDEUFha2tLRYLJZHjx79+uuvr1+/fvXq1c2bN8HSl52dzePxxGLx8PCwRqOZnJycnp7W6/UzppmVleXJyUmFQlFUVBQfH9/Z2YlR4LA80tracuH8+eBg0unTpzs7OxfmF6anp7RaLZTDikQiHo/X0dFhMBgmJyenJj90EhqNk6bp6VmzZd48MzczYzNb1iwzt0ymH82W36dNvw4O/SbtfCEUbianLB46ZPDznSWT1iMjts6c/rGg8N96+m5U1VQeP16bmtbIZFaUlCQnnE25cCE/OycjPb2wsKCoqOh03Om8nNyRoZEB1aBGrR4eGYY31NDQ0NTUFPiLnMg1YjQxKgCJ9sLCAk4UPywrOuaNg4OD0F4Gj5BVDagtl8thPU8kEu3YscPV1TU6OtrTw9N9/wGv3btpn3wi+uLLm/6BtqCgvC+/DPz0U/c937gfOOjl4e3nFxAYGEQmkUJDKXQ6PZpGTwgMGvXxvesf2Ojrf4EUcjQyMioiMjwinB4WRqVCRCoZCxixYhETnYhrMsiv8YABI+I1Zj8RQ7Fx3gipe9BWSiTXThQbDnRhOwkjSUlJ2dnZTCazoqICNgPg1gTgGG0haNdzsoIAs4ZOL1BCPgJruLWBwzHnVThdB4hqC+A1cXERZRCnVGunDjCick3s1QWwJvJuEEwA5eF/1NXVNTw8XF9fD2oGHNhZCcuNxJ0XmDrClwHgslgs5NqYBEJcisGYJ7RawzkMEjFdBJCaaA5hsVhlpaUcDofF5jBZZRUcTndB0fyJY6PBwYMXLolLmQIWm8fhlpeXg2YtFArBbT0zM3P37l273Q7MFPdi0KuHm4rosLbb7VlZWeHh4e3t7VKptKmpqbGxsbW1tbGxEQIVm5ubIYkQkBro/Obm5r/927/9/vvvv/76K+gegM4A1m/evAGMhvO3b9++cRzv3r2DD9+9e/f+/Xv4JHwjPNurV69evnz5008/AY4DAf/73/+OKgrQ8IcPH25tbW1tbd25cweEFEwaAmEEbtVxRwOmXiqVSigUpqSknD9//sqVK2Bfra2thRuIxsZGsI7ARqtQKNRqtVtbW69evXr9+vVvv/328OFDg8EgFApB/mpsbOzv74e7fmgo7+7uFgqFRUVFg4ODjx8/BnRbXFzs7+/Pz887cvQwOYR8+PBhMBFqtVqDYcxgMEilUjabLRKJRkdHYdAyPj4+NWk0TZtmTCazecbs6NuFWvS52Vnb/MKSxbI6O3dzYeHu7NyThbmnxsnXGs27TumLkuL7cbHr1NDlYLI5kGwOC1f6+cnp9PHkK6qUZN6hmMyIiIsMRvaly8yCvKK8vHNnzqYnp4yqtcODcGur1Y3qdHqdVqt16sxFM+WiowYTbmIwb2vF0acMGQPEieLk5KRWqwWUgbt4KHHvdRxisbizq1OlUvn6+n76ySeRkZGBgYGurq779u3ft8fVZ+fOUy4uI17eWySS9oD7xU8+9d/xpef+/T6ePr6+vkGBQWQSGfAxik4/TSZLPTxvBgYPBZEz/AKPhoUxIiPDIsJpYfTQ0NDQUEpISAhYrYn8GlvMAbWJyzJgEUGMhgO+AHL4YMwIuA9p17CGHhUVdeTIkVOnTsXFxYEnJCEhISEhwQmvifq1k1cE8DozM7O0tFQgENTX10skEri2OZFrpxNEagRrlK0/AmsYGmxn1uDkwwsCEayJwSDqj/OpnSaN/0cXzPZz7PSCE3g2uCRA50J7ezsYrbKzswE9UQlB4wfukcMOCOwZcrlcWAlDNwiKHihSg3KCeX6ohBDPgVwD9GO2NYjYLBaHy+GzOCw+l91QVjaSmy07e7Y9ObWujMljcaC2BoKcBAJBZWVlaWmpTqeDrFRiZy5xvxycIXfu3IGd8vX1dSaTSSaToYwVqDQy65aWlra2Nph81tXVSSQS2IVZX1//xz/+AQQZROo3b94QdY/Xr1+/ffsWSDTCNHwGwPrt27fv379/9+4dwjeCOHwG+ThcCX755RcQwV+9egU4/uzZs2fPnv3www/ff/89mPDu3bt37969R48e3b17F6amd+/ehZDPa9eugcYKWcwTExOtra25ubmXL19OSUnJz88XCAStra2g/4jF4vr6emiOh01fmUx29erVFy9e/P77769fv378+PHq6ipkrmZlZQ0NDen1epjBgiVUq9VOTU3duXPnzp074+PjRUVFMTExQUFBEVGRYeHhPB7PZDJNTk5aLBa5QsHn8gRcvkqlsljMCwvzOGIxWywWi3V62jQ7O2u1WOcs1g/ZVbbF+cU5m23BtrRgsy3ZFhdWlhbWbAvXFmY35+ceLyz8MDv72+zsr1rtj40tP5Qwbxw/thFCuhnotx7gu0oL1QYFiwODGmOi68+da0hLq0hLzzwdn5mQaBga1gwOjQwOaobVeq1er9NrNFrTjAXXzdccBedw+wIyyNLS0sryR7EBNpsNWyhhj3F+fn5iYqK/vx/iRwAcYFmjq6sL2HRXV1dLS4tWNxobF+fi4hISEkyn0/bv3+/mtn/PN27f7N7rtnOn7+efx7m4TPsF3A0i6z28j7i4+O76ysfzoI+vj2O4R6XRaJF02qnQUL77QWtQ4GSgf6GXxwk6PSo8PDwinBYeRqXSKBQKhRKCrbhOLebAsoFob9eyMePJ03EQQ1PhwDUZ6D4/fPjwyZMnieTaSbzeDtZIrvEEZt08Hg+t1gjWRMcdYjSOFpFZgwzS2dkpkUicZRC4WoJsjcwaMdpJHSdupSNSO63JoJ9vO2oTS2SItj/8MvwQnhMiBOFv2NPTc+rUKYgHKSgoAJUj13Hk5eVBlAdE9IFCLRAIcDUG409xrgiUHAAaSDr2EqBCQmxSx2V0FFVglZHN4ZWVsblcHovN4rBYgtKyViaro7SkOie7ks3hcrhsFlsgEAiFQsgwEolEMPG7d+8euuJwL4a4aw7YvbGxAeZFKpVaV1enVCqhGQu91a2trfX19QKBIC8vTyQSQT4qj8dbWlr6z//8zzdv3gCnBqQGgEZcRsWDCNCAzvCIB3wBfDGiNn7eCdnhM3BhePPmzW+//fbixYtffvnl5cuXz58//+mnn168eAHDzB9//BHJ+MOHD8Hmce/ePTTAgCFdrVaLRKKsrCywYFdWVjY1NUkkEhjFNDc319XV8fn83NzcjIwMkUg0NTX18OHDX375Bf6B3333nU6n4/P5MplseHh4dXX12bNnm5ub8GJbXFxsa2s7ceJEaGhouUBQJaw8fvRYp1QKBeDDw8NCoZDL4SjkcqvFarVaTaYZs9k6ZZq2WLHrfX52du5DP8PCom1xaWlx0WZbgv/sKyvLKytLtqUV+/KK3WazLayt2FZtS+vLy9cXFrcWFr6fnft/69e+7exkubkpw8Osx08YqVQrhbpAItnIwUuhlPkoxtTxk+0REYKIyMWe3gX1yPiAyjA4OKnVjul0Q4NDU8Yp0KnXVldX7avo4fsA04R0lw+TRpsNNWvQQGZmTGazGd5uuKDR19enVCp7Zb1isbirq6u3t7e1tXV0dJTFYkGuXkxMtLu7O7jl9nyzd883rnu+2eP21ddBn39x/tPPDJ7ed0mUHrd9Z3d+Gejm5ufjGRj4welMpVLDabRjVGqRj89EcPBqQEC1j9epUCojIiI8PIxOp9NoNKg2h70YgGynHi+nshiAYCwlwEYCPAdOjQ0ygNQ0Gi0iIgKWGGHGePr0afDwoXi9XQ9ByCZiN4B1oaM2F9pziPYNwFUium5n1oB1UqlUKpU6M2sEa+KYES8FyN6J7hP0h6gJ+dQaQmGj03aMEzTjFzslkBA3JOEcFn6USmVzc7NWq21vbweMzsvLS09PB4QF3QMwFKAcF8HhNhl2XkDuANkawB19I6h3o0IC9BwJO+I1nIM8gnUETBaHyWKD3YrP5XNLWTVcXmNRYV1GmrCokF1axuVyHf25AgjrYLPZ9fX1TkvnTrnVqI0sLS0VFhZSKJSKigqVSgVI3dbWhgJIfX09h8MpKCgQCATQ6VdcXGyxWP7jP/7j7du3IFW/fv36zZvXqHu8eQMY/e7t2zfv3r17SwBfhGAE6+0n2w8iH3dCcPij9+/fv379+t27d8jocdr5888///zzz69evXr16tXz589BTnn27Nl3330HIP7tt9+Cw3ptbU2pVDKZTIgYrK6ubm9vl8lkKpUKakrq6+urqqpKSkpSUlKKi4sVCsXGxsbLly/fvXv33//93/fu3ZuYmPj+++83Njb+/ve/b21tQexMQkJCSEjIlStXVCrV7du3zaaZibHxWzdvmaan6+vrWSxWZ2fn1NQUWCZmZmYsllmLxWqdmwW5A3g0NuksLy/bFpdWCNYLAMdVu92+sry2al9bs6/aV1bXVu12+6p99ardvrq4eOfq+vLEZN65xJqsrK6sXFVSkoRK04WE2KjU5cDAteDgRRLZTKEOB5HWMzMfikR3mps3e3tuDg0ujwwbBwbMBsPG2ur66sr62tqqfdW+arc7BoyQT/txsO3qit0Ovj0YMEItjE6nAyjo7++Hm3G4K5f1ysRicXd3N3jROjs7d+3atXPnzphDMX5+fmBqdnV13bNn7549e3d+tWv3rt37d+32+tvf8nZ8Oe/te59Ebv7mm0M7vqB4ugf6+5NJZFwjPEKlpwUEKfz8tvwDuvz84sjkmPCIDxuMjqUYUELAw4csG7k28YREIpEdB+I7nuA5YDSFQoFcJwizPnLkyPHjx0+cOBEbGwueEEBqOJzw+vz583jixLVTUlIKCgo4HE5NTQ249/5StyCq2MipAYRBs/4LZo3PhcyaSLGJwI1C+KCjVh3BmhgVgkC8HcfVH8c/jXwctQokmhjah/FUKpWqra1NLpc3NTVBQgj0wINwAXvkIFIXFhbyeDzIVwLvGgbmFToOUEKIMI07NWgLQZaNHj5clsF1czjgwgCPXB6PzeFy2ZwaDqcvI2PodFx7dkYNm8VlsXk8Hp/Pq6yshOoW6LF1sk9g1QA8Yl9XaWkpmUyura3t7+9vbGxsbm4GpAadGlx6RUVFlZWVEEOYl5en0+n+/d///d27d6BQv3nz/vXrt0CuX79+/fbduzfv3rx98+bd23fv370DJvzu7R/v3r158+bNv/7Lu3959+5f3//j/fv379+/e//+/fv37//lX/4FTwC1t7NvQGccV6I4jvo4snsirAPQ4zwTv/6333776aeffvrpp5cvXwIH/+GHH54+ffrixYvvvvvOarW2t7fDxbi8vFwsFmNhKwj6ra2tfD4/LS2toKBAIpFMTU09fvz45cuXc3Nzt27dWl9ff/TokVqtLioqOnbs2LFjx7q7u2G1HRxvKysrUqm0uLi4vr5+cnISokRh4XB+fh6DZAEHwdZCzIyGZyAmYWHoFTESa2111W63X11bs6/Yb93YWFlays/KuhAfX1FaKioqEuXklMXGco+daDkd3x8bO3bkuJkesRwYfNXD86qn562w8LvnEh+Wld6pqbnV1XlXN/psxf5geWnTZttYWV5fta/ZV1ZXbCu2paX5ebvdvrS0tGIDcr1qt68tr64s2pY+NHfNzVmtsyaTubf3g06tVCqV/UpwffT09HR3dnVJu2DVaGhoKDo62sXFJYweRg4hYxDHN9+47t79za5dX+/e/fWuXbt3ffX1ga++DnFxKfv003uBgSveXrwvPj+8exfVzyc4KDiYHBJCDaXSqJE0+lkSReTh88g/UOnpnRAYGEOnhYeHh4eF0+l0YNYAviheAyIjL4Y/pVAoAL54QqVSaY4Dzul0OqaCELOcoqOjDx8+DEsxJ0+ehD1GUEKIzBoeYVkGYRrOL1y4gCLJlStXQIDF2ly45hGx1AmyEWkBr5FZ/4VmjV53gH/ik8KvjXgRUKlUf5nxpPm4L0azrY4AN2uIoay41+4ksBCDXyHVWiwWq9XqwsLCyMhIKM4ocrQHZGZmpqamQpJkdXU1jO9gMJibm0vcHQeYBk4NAE2cLhI3YsACSER5rCDAcxBGgGJ/yLbmcJhsNofJamSz9QkJ1oBA9fmEtuJCbmkZl8MFwZrP50MMnkAgsNvtN27cuHr1Ki7FbGxsIK3+/3l777iozrVreNOmzzDMAENn6B1FEOxYsKD0Xoahi2LFDor0LoK9d4ogWGKaGhNPEqOJibFGynSwpZgnOScnT3JO9PtjwZ3tYPJ+3x/vd5/85uzZ7BmKs9dee13rWldvb++FCxeWLl2KIOPt27cDnREZCs16/fr1qJ3m5eVhZ0xMTENDA1AVcEncHa9J0gP9ioHBvm8eKQYVykf9T5XKxyrlYP83qkGFYrBfqcAbKBSKkf9TKpV0mKYjtVKphLoCIFYqlSqV6tmzZ0+ePNFqtWq1WqVS4eUKhYL4Be+Nrrt37xKKTZfRCXwToH/w4AFKmhA3Hj58+OGHH+7cuXPlypXIpVu/fn1lZeW6detWrly5du1a/EFSUlIWLVqUmJi4atWqyspKKNT79+/HTcm2bdsWL17c3t7+4MGDK1eufPjhh5fev9Ta2ope0507d5KGbGKTAImmp36jgkccF4BjskHPt6K378PO2Nvbe+78eZQuzp47FxsbGxwckpOdI09PX1awOHz27PDpoWnzw1fGxmyOjikJnbnKxaUzIuIf6eldk6cc9/A87uTU7eb2bsCEq3PC7hQWalu3K48f//Lkqetnej442/N2d/fZjvbejrberq6zZ86cHQ19GbVgnzl1aqTLvKOjo66uvrKyqr6+oa6urra2rqGhsbq6urKisrqypqKivGxr2caNG0u3lpZu2WJoYGBjbRMYGEgPujM1NRUIBHw+j8/n8Xg8LpdryuFKmKzxFLVFKLzi7tFhY5vMYE4Uiz0cndxcXDw9Pb29ff18fKZ4eObb2H/g4HjQ1i7J3mGyl5e/r5+vzwizRjwIAWXCmulPwdPpAO3j40PgmD5kAOhMZuYib2/ixIkhISGTJ08GUkOzhhgCvAZkg1bTWTaAG42OZA8mouTk5Cxfvnzjxo3l5eWkTZ+uM+tt6FUX39xuDpim4zUBa/IWelcDuplPT74gqE3P4WsdzcImfBm9NvTuHbpRnI7apJFy69atzc3NS5cutbGxwdATICyZzoAYWaRwQBUhHeQZoyNx6cSZqN5E/SAiNXFqkwIjnVmTfkho1iDXiEsFo8/NylqXnXkiLOxtO/sjQUGVcXGF2VkF+QUYFoNhjEuXLs3IyDhx4gQEWeJvI8GnOLdXrVrl5uZWWFjY0tICcNm6dSsgu7i4uLi4GCFNhYWFAKaoqKiSkhKFQgH7ByRpQJ6eQNHfP6BUKJWDCk1//78e9T19/3Lfu+9+2z+g6utXDPYPKvoVigGlUqkYHCRIPQLeoywbYK1QKB49enTv3r1ffvnl1atXP/300w8//PDtt98qlUqtVvvs2bPnz58/fvz4+fPnOp3u66+//uWXX3799dc//vjj1atXL1++/P3333/55Zdnz57pdDqFQtHf3//gwQP4polBhXgKycaDBw+g7eC7fPPNNxcuXKipqUHRAki9fv365cuXr127Fq7ztLQ0hMQvX768qKhoxYoVdXV1J06cuHLlykcffQQl/fr1652dnevWrSsqKtq9e/elS5cwFQHYCnaMuhyxMJOkKjJygbjI6TlWxKRBb9nXCym8fOlSe3s75B0Y+VNSUqZOmhwZvjAyfGFKXFxuakpKRMTs8ePK8vLe29F6sbj4s40bb+TmXg0Le9d//Hk3jw4XlyOurmemT/s0O+thWfmj1pb7hw99efLkp+2nLne0XezouHC669yZM71nunp6UL/tPXWq/eTJUx0dHceOHysvL2usb6yvq6+tq21obKypqauqqqquqq4oryotLS0tLd2wYcPefXsnT55sYmISEhJia2trYWEBmBYKhQKBgD8K1Vwul8vlstlsMx7f1oQRTFHVQuEVN/e9VtZxLHagxMrX2cnL3cPLy8fX2zvEyzvd3r7L3r7LzX2pjf1Md/fxviPMWg+v6VTafXSBSgOmCXEem1hN5uQCoCdMmBAUFDRx4sTg4OCQkJBJkyZBA0GBEUoI8HrWrFljJRGyAOIEtcPCwsLDwxMSEtCIixEEpE1fT2cmzBgL8IvqIpB63bp1+k0xxA1CB2tyN0Q6ZUi/DL3YqGcLIarITtrA3Fba5EbCpokhnN41r6eJ0/k1Udzp7r2YmJiYmJisrCykRZPJAzLaGAFCwEGWCYkmj8BooDbINYkTIV0zaaOTCiB/k2DrkbjUvNysnOy83LycnKzs7KzFuXkrM2UnYqLe8nA/4em1JyF+RWZWQV4ewBpJQ0uWLJHL5YcOHcJ8L5BruK1hSX7nnXdqa2udnJzi4uJ2794NkXrz5s0lJSVg1qWlpQUFBUlJSUuWLMGXYmNjly5deufOHZ1O9+DBA7oJj1QFB/v7+wf7+xUDg4rBgcFBxaNvfhwc+L6re4eXz/Hk1P991KfrH1AMKhSKAY2KxqsVCuXoGhwcJBsqlQrFw1evXr3//vuZmZnz5s2bMWNGUFCQtbW1VCr18/MbP348zpzGxkaNRpORkREbG5ufn79hwwb4Md57770vvvhCoVD89NNPv/3228uXL3/77bcXL14MDAzAVXL37l2QbsLfiT0c/pbBwUGdTqfRaG7evLl///5Vq1bJZDJcFNevX48SeklJSWFhIWYc19TUdHR0nD9//h//+MdXX33V19d37969y5cvl5eXr1279uDBg9euXUN8ypUrV0gXPjyIsJNfu3btww8/vHz5MmJVUAvFBiZM4roLgYv06BOWrReMdfHixd7e3g8//HDv3r3Ozs4LFy4sKChAu2xMVHTY7Dlhs+dkpKanJ6emJCSHTpmalZZ2aMeO/XU1bdu2ndnW/HbTtktVtZfWbfhs1eqP4mLfnxjUY2PdY2HxrofX1dmzb+blfLZp4529e+51nr55uvPD9vbLXZ1vd3dd6DnT29XddvzEqePHOzs60M3Q0NBQU1NdW19TV19bU1NbVVUFlldZXbV23brtzc1r166lKMrXd5ynlyf6A4VCoUgoNDMV8rFGkJrD5fJ4PFMOh2vG4UhZrBkUtc3C/B8urvttbaL4vCBbOz83dy8PT28vr0Bvryh7+0YrSY+XzzoL6zmurgF+vr6+vt4+3kS2xqLTamjZRPQgtBpTYMgiuXoBAQETJkwAUgcFBUH6oCM11rTRBaSmi9eg2ABoQq6JvY/A9/z58+HeQ758aWkp/oykU58O0HT1AziMPzgGMK5ateoNzJqwdAL/BKbpSggxmhC8JqiqN2qATquJBkJPcR0bOkW84mMlEdDwqqoqFBgLCgri4uLQho+ADtIFTsCUZH3IZDIAMTGBEPpMNgiUEx5NRugCpgk9Jw2TJDMkKysrOzsnOyc7Q5aelZWZn5+/tGDxipcNLCIAACAASURBVKys3bEx3eN8u9zcjiyKWJ+dU5CbA7BesmQJZOucnJza2tqrV6/29PSgL4b0ZyPbc9y4cXPnzm1sbNyyZUtJSQkeN27cCI4Dtpifn48Up7i4uPz8/Js3bz558oTAGWB6bHlQoVAMDPQpBvqHH3zz8uHDWwVLdkts/vnuey/6+tWDCpVKpVKpFIpBJW0RKQOPeDowMPDgwYM//vijoaGBwWAIBAK4WREf7ODgYG5ujiEdEokEqcEURRkZGbHZbCaTyWAwTExMGAyGmZmZi4vL+PHjZ82atWTJkubm5rfeeutf//rXb7/99uuvv/773/+G+I4SJe4SiOoCBL9//35/f79Op3v+/PnAwMClS5eqqqoQ0Lhs2TIQnNraWkw5+PLLLz/++OMbN27cuXPn4cOHn3766a5du4qLi0+dOnX37l3IR7dv34bd8PPPP/9idN26dQsbENDhY/nss89u3LgBYyIqoliIY/34448//vhjuFzgOidmc1gVSTbhlStXjhw5kpiYuHDhQpI8k5GRMXv27IhFi+Li4pKTktPS0qdNnx4fn7Bvz77t25p279qxp7Vl77amo9u3n97e+mV7+8DJU49adzyoqLi9bMXlyKi28QEHHey73NzeHj/uenj419k5g1VVA/v23T/V9lnn6fc7O84cP951/NjRffvqqqpqqmvq6urq6+oghGDGdkVFRUVlRcnmzaWlpfv27hUIBLa2toGBgZYWFuZisdDUVCQS8fl80Gq+QMDj8zgcDo/H5fG4bA6HLxDyeXwxh+PKYEQYGrZJLC87OzdJJPNF4gBHRz9PT19v70Bfn/mO9lslkvMennUW1gukzhN8fPx8fXy8fQitBjTr0Wq6PE2QeuxwRYgeQGoMo8ECWAcHBxOwpjNriCF08Rq5WkQVAWTrbWB+I1IxEJRaUlIC2ZrOieteX4Qok97F9evXFxUVFRQU6GeDEIAGNNOBn66E6AnkwGu98BC6JPI3mjV9jA1dCWkcTX0d2zO5bds2uK0zMjJgzktLS0OO3ajZOYtkLZH+wzc6qeld6ag0wgKo13ROl0foaXyk5DiK1Nl5uXlyuTwjIx2tidnyzMXpsuaUlFMhwecdHY5Pn74mLW1Jbi7oPxjfihUrsrOzN2zYcPnyZdwdk1vjixcvdnZ2hoWF+fv7oxlh48aNQOoNGzZs3rx5y5Yt+fn5ycnJKKyVlJSAX9+4cePx48dQeFHoIxhNLxKOKhsDqoG+XwcGfmhvb7G2+UKe9Z+794YUCpVSpVAolEqVSqVRjS61Wq1WqwHZZCmVyocPH/7nP/9pbW2lKAoj7IKCgvz8RkpD3t7ewcHBHh4eEokE6RD29vY4nXDa4FzCraurq6uBgYGTk5NEIsHJHx8fv2HDhpKSks7OzqGhoUePHt29e5f4SYg9nF6cJNrI0NDQ8PDwrVu3Dh06BG8MWvwXL15cW1v72WefXb58+erVq3fu3Glra4OQfe/evadPn+KXgrAOZRx6Ol1qxyP2ozX/zp072ANrOYyJaBS6desW/C0A+s8++wyxWWgUIvZE5GdduHAhKytr0qRJ5NYtKSlp2rRpUVFRCQkJSAaeNn3awkWL9uzeu725eXvL9p07d+xo2b6jedvB3Xve7TnzdufpK909H/f0fn769N2jx5T79g+Uln6emPjh1MlveXh2u7gfd3HrDAr+ID7h6/Xr79XV32ho+GTX7o6Kqp2bS1uqqhqqqhpqqutrqhvq6ivLK7Zu3VpbV1daunVzyeZdu3b5+/sbGhpOnjzZ3t5eLBKbi8xFpmYCgQBqtYAv4PP5XAGfy+NyuVwej88T8LhcHo/HF/L4llyuD4OxlM877+R00d5xndh8rsRqvKurr6dngK/PTCdpkZ3tORfXY9a20Q6OQd7efj6+3j4jGghAmegedA3Ec3TpgTUWdA8iT9PBeuLEiW/UQNBxjgUxRA+y6UI2WQSpkR8ZHR0Np8Pq1auLi4srKir0wBp4Sx4JY66qqqqsrNy8efOaNWuWL1+ek5OjD9Z0UIatkpQWySKknb4f2PpXsXx69g86UuuBNT3NhAgs5BpAzCeVlZWQrefMmYPxrxjdLRsNsIZUTVx3ZLginU3TpQ+iqOjpIfQuR2IaIXAvow0iwDeF5xpUKCc7JyczKz9DXpYuOzJv3jk7u5OTQjZlZhbk5MD3jazUFStW5OXlrVixAlQaeI2747Nnz6akpHh4eGDwIAFolBa3bt0KP7VMJlu/fn1paSnGsH755ZePHz8G3+ynLYLXEDUGFQrloEI1qFQrB58M9P333v1rMTFHvHz+5+zZfw0MaAYH1Sq1SqVUKVVqtRYQjQohHaMB3NCLnz596ubmBraFIjsiFyAvYjwHYsyCgoL8/f29vb1xjrm5uaE67+XlNXHiRDMzMy8vr6lTpyJZOCgoyMnJCayNoqgPPvjg1atX3377LXg0Ed9Jnw5xixNRu6+vDz9eX1/fu+++i/GPqamp69evR2vluXPnjhw5cuLEiS+++AK1UCAyKpkPRxfekLQREaM6Kds+oi0isuN40uqJR4Qd3rp16/PPPwdhBze/efPm9evXv/zyy5s3b8rl8oULF+bk5MDLn5iYOGPGDExpSEtLS0hImDlz5vz583fv3t1C5lC3tLRub9m5Y+fZnjMXzp4923PmbPeZt7q63u/u/qDz9LW2juvHjj1sb3+wa8/1Nes+lmVcnj7jvJP0jFj0tqPzB5OmXYmMPp+afm7l6q4tW46XlR0oL9tXU91SUdFYUVG5dWtVZdWmDcWHDxzMlGVQFDVxQqCri5vQTCwSicxMhUK+0NTU1NTUlMfnCwQCoDSHz2VzeVw2j8fjQr/m8XhCU4GdmdCfyVhnJnzXxe28k8tyM/EMW9tAD89xPj6T3dwSbG1O2dq94+iQZGsb7OXl6+vr5evt7ePr4eGFD4yHhwcEEGK8I+SaaNZIPdXTQOgyCJAaajUB67F4DX4NvKZD9szRRRdGxoI1urfg3isuLoZPqaqqCrZI0i5OR2rSSlJRUVFSUgJaDV3xtTxrOqcmfsCxqgrZoNNtmEMArHRPCN3Gp+fVIzI0XffQ2x7rDGlpaamvr6+qqmpubsYfIiMjIz8/n8wcgElDLpeTBsWEhARsE9ED4IuvomEdzZBkD4zbdG2E4Djd0ofvRSKtCcXOycnOycnNzs7Jysxck5PdkJi0x8dne+jMdVlZedlZo0MIFi9duhSulby8vK6urnfffRfJ0bB/FBYWOjo6rly5sqmpCalM0EA2b968efNmJILm5uauWbNmy5YtGRkZ69atoyM13Qn3GlKP6s4KxaBKMTg8OPhrX/+PnV37rKy+XL781aBiuO+RSqlSqVRqlUqtUo/QafWftJqO2mq1uq+v78cff3zw4AFFUc7OziEhIT4+Ps7OzjhzEJFja2u7dOnSy5cvf/HFFxkZGQwGw8/PD2cX2Lerq+vEiRNtbGwsLCxCQkJ8fX0nTJiAO1ZEDM+aNcvGxmb69Onl5eXXr1//73//q9djSborCcsm+g/+ILCmPH78+PPPP29paYHHAwkHt2/fHh4eHhoaAkB/Q1v0jnw9oZwOzXobdMiGVkOcLdiP0ij6PEnoyt27d9EupFQqKyoqgoODCwpGRhBkZmaieIVwhbS0NFjEmpubR8+pna2trWhf6Onp6T17tqen51zv2bO9vWd7ei/0nu093d1zqv1i5+mrHR1fdHQ8aG//Zt/ehzU1XxWt+ig+4UxwyBFn5w5Xt7NenhcDA68sWPBRZubl1avPbSo+VrJ5d3lpbUnx3ubm2ooyFovl6uIcGBAgFluIROamZkKBQCAQ8E1NBaYCHp/HIXVFLpfL4XDYbA6HA+Wah1slc7FQKjYL5fJKzMTvO7t0OTissjCfYWs7wcNroqfXXHv7fdY2V+wd8iSSUDd3f29vxIN4eHgRZk0MfNgg+3Ebp2cCoZcWIYMArINGV3BwMPB60qRJwOspU6YQ997UqVOJOYReb9Rz9dG1EUglc+bMwYy63NzcFStWQLesqKigiyGkr4UYq7ETgvWmTZtWrVqVn5+fkZGhPymGoPMb9W/yVK/8WD/aL0MqjYRHk/4XeszTWFWEsGyyoReiTS4DaI1paWmB8lhWVrZkyZK00TQPupOaVALJDFyQYtBnPcYNEg00p4sh9MZ0umaCncBo2egEGfDr0QkyWbm5eTk5uTk5OUtzc0qysqrDw7dERS3PzF6Sn79kyZK8vJH4PRhCFi9efOrUKbj0gNQbN250dHTMyMhobm5GIRECyKZNm8rLy1etWoUPwdq1a8vLy1NTU3Nzc+/evfv06VNUFMcSarqRQ6lUqpQqlUqpUQ4+ffTo5dd3LiyMOObh+e+zZ18oFOpBhUqlBlLTUPrNS6PRPHz48OXLl7t27YqOjl65cqVEIvHy8nJ2dsY9Kc4iiUSSk5Pz6NGjdevWhYWF8Xg8Hx8f5FKCK/n7+3t5efH5/IkTJ/r5+aFMT2r3KAThVLexsTE2Nq6oqPjjjz8ePnw4ODiIX5NuTSGiPP1PAV6sVCqHh4e///77u3fvvvXWW9euXdNoNMPDwyiQAkmJ0ZvA/V8xaOKxobfa972+iAlHr9JLritjvzQ8PLxjx47Zs2ejWg5TZnh4+Jw5cxA2mZycHB4ePmvWrOqqKiiOuJvFGdXd3Q1jydmes709PWjZRzZI75me3tNd5053XDjd8V5X57We7k+7O788eviTsq3vZ2V+EBX5XkjI215e51xdO1xcT3h7n5kx43xMzNmsjLdWr/yosXGW1NHG2HhecIidubmFqdBcaGbK5/J5HMgeAj5XwOMREs3lcjlcDiAb2M3j8eAYsbY097CwmMPl7bCyvuIo7ZVKM8TiUCfnYE+v6VJpo63NZSenrfb2CxwcJ3h5+3h7e3p5eXl60/ti6LYQD9rSk63peE1XQv6P5JqI10QPIRL2WLzGoj+FewRjNEj23ubNm8vLywm5JgkfdCceAWtk/qxatSovLy81NVUfrEk5kbRF0nk0QXB6NZNUHQlYkwky9P5yksZH8Jq4ROgZI3SvyFirNd3DV1ZW1tDQsGbNGvQQApqJ+gHsJkoIUJVQY4LdCQkJCQkJqDrKRocxImMEB2NBIaGb+fAm9LciesiIMyQrIycnKzs7W5aWViiXl2Rmb0lMXBYTnSfLyM3OycvLKygoIPO9kOjU1tb23nvvtbe3X7hwoayszMXFJTExsampCU3kcH2AWa9duxbfcc2aNRUVFdDoP/vss+fPn6NBkd4srnh9kdqgWqVWq5Ta/kf/q9M83r3nqL3jl+vW/TGoeDo4qFOpNUq1RqXWqDVqjUaj1uitEaatUqnVaq1Wq1Aonjx50tDQcPnyZS8vL1tbW9IZTCgPRVFTpkz56quv1q9fP27cOAcHB4C1t7c3yHVAQACfzwfxwXkVGBhIeFBwcLBEIhEKhZMnTw4MDLSysqIo6uLFi7/88suDBw9UKhW5Gv1pCx8cJJlTBNCBqtA0dDrdkydPhoaGYPruo3XP41Vv1MT1QLZvzKKDON0rSWf6j2id/XRA7+vve/jNw4H+geHh4aamppkzZyJlcMQhKpfPD5sbERGRlpYmS5fNmzdv6uQplWUVwOiWlpZdu3a1bG9p3d7S2dmJ6TDdZ0a81D1nz3WfOdPZ2X6mq7unu+dsT8+Fsz3nznS/daant+3U2ePHD1RX79608VjpltNbSnvWFJ3NzLwYFfn2lCnveHq8bWd3ViL5IDDwzOQpuQLBck+vUC7f05jpYGRka2xsxTSx5LDFPK6IxxPyBKYCAY87yqw5XA6Xw+FwuCwOh81ic1hcLpfP5wuFQolEYieRjJdIYvn8ozY21xwcd9vYJJlbTHNxneHitM7Solcq3Sl1irGUTPT09hnx7Y34QPSse4Rc46o/VramVxoJxQZe0yk2TNYEr4keQlQRwq/pKjYB7pkzZ44FccykJ3FOJSUlKNUCrAlGE05NkBrVxY0bN65cuRJDk98w1uuvMJpIKsQxQldCIIMQWj02dY/eX053Yet1lpM99J5GOqADrBsbG8vKynbv3p2enh4UFJSXlwfDBkQJEoVKegtJqTAxMREIi210P+K12ANoBr/GAdBDCI4T4ZtMkyHNk4RiZ2ZmZmdlZWVlZmVmFWRmbklNawqbXx8csmXevJVZWfk5OdnZI7J1YWHh4sWLly1blp2d3dLScu7cue7u7urqak9Pz0WLFtXW1qKPHHY9VBfhHpHL5UVFRXV1dfjuN27coCM1IICO1HQvh0qlxoNGqfxhoP+PW5+/Exuz38n55c0bPw4OaFVKDSHUGpVWq9ZoNFqtRju6CFhDALl///7PP//83XffdXd3u7m5CQQCX19fDExyc3NzdHSEuQqJDUVFRTNnzhSJRAEBAdgP6h0QEIBMy0mTJmG6EuFBgYGBkyZNsrGxMTExwX4HB4cJEyaw2eyMjIzffvsNzTjEpqKH2oBs7O/v71coFN988w3264EsDnj06BFafuh/ybEknd6oSe+k1zumnxZVSPbrqTf0jYH+/r5HfQODA48fP25tbZ06dWp6ejrcezKZbElBQWJCYnR0dFJykixDtnDhwilTppQUl+zYsQMkCedXS0tLW1vbyNDLka6Xs71nz5/u6m5vb+vpOdPb09Nzpqe7u6u7q6unp+d0R8fRw0dqKivqKyvqyisayspbt249tKX09OYtvWvWXlxaeD4x6cKiRZ0hk3ZLpZ3e3u0uLgetbOrE4mV8fpSR4RRDQ3eKsjEwsGAwzNkcEZttxuXyeTwemhdHMJvN5XLArAHWFhbmNlZWzja2EywtM02FHVKXy05OdRLrGInVXCdprkh0Sup83N4hw9wy2M3D18vLy9vbw91DD6AJuX4jXhPI1muK+SuKTTwheng9efJkbBC8Jqg9Y8YMPaI9g7ZCQ0NhCJHJZAUFBUVFRSUlJWVlZXRyDXQmeghBaqRlbdiwAQaExMTEN7hB9Hx7dDMfNt5owSYNjUSnBkDrpTXR8Xrn64ueGaJnICGQTQqSzc3NaJmvq6uD+k4YLrgznHyY1wVxQzY6ABfiBoCY6M5ElSaCNfYkJiYiW5UuWxPSjReS/kYSyJednZ2dnSOXy7MyMwsyMsvjE/ZMnHTSxWXfzJlrZBlLcnPz8vIwWQYmlqVLl2ZlZZWUlJw/f768vBxXeChWoNWoKJaWlhYVFeHCA6ROS0tbuHDhRx999MMPPxCyRnd9ELx+vSqoUavVGo3ysWLwP3396prqHfYOmrq63wcGhpSDWo0S4oZGo9FoVKO8+jV2Dcju6+t79erVq1evHj9+XFRU5OzsbG1tTQi1VCpF8RCFIG9vbxcXFz6fb2Nj4+/v7+PjA0Lt7u7u7+/v7u5ubm4eHBwMcxUaf8eNGzdx4sSgoCBvb29jY2MXF5fJkycjqg1uhJKSkj/++KOvrw+/l96is2w6dsNoSJ4Cwel9mG/MrqJLK/TVTwtO0Vt0UKar6nTop2/09fUNPOrH86dPn+7YsWPhwoX5+fnw7UFei46ORuJEanpaZGTklClTNm3atHfvXpT3t2/fvnv37ubm5o6OjpEuytG2nd6zFzpPd53u7Dxzpqu7q6t3NHWvu7u7s71jz57d6K+rqqquqa6pqaqqLS+vLytvLK/cXVWzs7j4rcYmmadXApdb6+zcJDY/IXVsc3I84eF2yNe7ztGxkM9LMDEOMzYKpChPinI0MJKYmIhYDCGLKWCzuWwWl8OC4ZrL4/F5fKGpqYW5yNraytHB0c3BYbKFJI8vOGfncNHFdbPYPM7cQi4y3+/kcsHecZWV1URnZ18vLy9vL/fXTXtjF8FrPVuInjPkb/g10UMIZNNVkamjSw+vQ0NDCWQTuo09MIQgIQRN50gcAxyTsFnCqQHWqC4CrBHMqQ/WEKPrRzsdCSgT0WMsTGODWPeQ7E5oNRm9iAg9MpSAXnWkB/LpaSZ/VY2E1bq2tnbLli11dXXR0dFAYUAwyDV6jrGTiM5QpTHRPD4+ngA3SewDuUbbOtmDncQrQlwleEoCpIiZ77UxBXL54qyczSmp+2bOuiiVHp0wfn1Kco4sHUGAwGsYrmHuOXDgQHh4uFgsLigoqKqqWrt27cbRhZAmXCpWrlxZVVWVnZ0dHh5++fLlH3/8EZyafuaPsOlBhVIxok8D0TRqjVqtUqtUWqXifwYGXn1+86Sdw9Xo2P/eufedQqFUDqq1KrSGa7UjjBpUGhhNdOqBgYHffvsNs3o9PT3ZbDZMHSTJDIk5ZGaSy0hXsTdJUPP19UVFyM/Pj81m47RB7wwgG7HCAQEBLBbLwsIiODgYbhNvb28ej+fm5qbRaF68eNHf369X8CTYPeoTVxDsJhsEx+lATDrpyaPeAQOvZ6HQYZ1eHhjLu8ci9V9dAPr7+7/55psXL17s27fP1tYWzBp1l7y8PCTExsfFp6amRkVFBQcHL1++HGBNPCEtLS2nT59GzySmOkASQbZUd9fIUB7E7WGUe3NzM7k3B1hUVlRUVZTXVldWbi3dv2tXSlQMy9BwflBgoIWFl5GxH0UtYDILxGbVtjbHpNJ3nJ0/cHftdnXaZmO9xsIigcOZSFGuFOVAURJDQ7GRsdDERMhiC9gcHocj4PGFfL652MxaIrG1tnFycPBysJ9tKVlnJnpbKn3fUbrF3CJHIKy2tPrEwanSymayvYOPu7u7l6f7iHPvzwKjHnCPNVyP1a/Hlhz12mSCg4PpkghQm5BrUnWEkE3HaMjZaKKZMWMGNubMmQNDSE5OzooVK9atW1daWoppIcBrIl4T1CaQXVZWtn79+mXLlsnl8ri4uDfPYCRsmm4G1PNfg1DTZxGQuiIJOCXgSx92TiJP6WnXb8yzpgvcRBVBgXHbtm319fWbNm3atm0bQWFiuQN0kkEEJPUUSghEagArmtQReA3LNoAbnb4ou0P9oNNtIowQ4Maby0ZdKBkyGZx8crk8R565Ijm5dWH4u1Jpm7dXSWzM4vTUnJxsDNvF7OrFixfDwAf4Dg8PhzCNDmnw66KiIlRQ16xZg3bqsLCwd95553/+539QB9ODgBFCrVSqlCqFUgELh0ajVWs1KrVaq1I/UShf9vV9WrD4uLPzD4eO/K92aEgxoNGqNRqVRqMaIdBqjRYiyCibBnD39/f//PPPn3/+uYGBgZmZmbOz8+TJk8ePHy+VSt3d3b28vBAQjPBJLKA27HqkFuTu7h4UFCQUCu3s7IKCgqBc06v2QUFBNjY2bDYbdkCpVIpMtYCAgGvXrr18+fLBgwfkEqJnU6E7CwHZNBvMyLa+8ZyG4/SnencqbyTsege88YVjvzR2D6j68+fPd+/eHR4eDtULc0QLCgrQKYMPXkxMTGBgYGFh4f79+xsbG8md6Pbt29va2jDMgcxaxEZ7ezuZbo6Njo6OXbt21dfXg1nX1taWl5cj5q26pqasvKyxqbGmttbY2MTL08PP11skNBVzuGITpo2BoTNFjaOoWUZGCSYmBSxWmUSyz83jpKf3CWfHY/Z2LZaSTXzTFIbJDAMDX4qypSiRoZHIhCFm80V8UwuxmcTCwt7GTiqVOkvtx0vtFlha1JhbXpY6nXdwLOYLSni8G3YOzeaW823tA9zdvYi/2sODHglCkvPoi65cj9VD3lhy/Ct+PbazkejXdIsIYJr+FAtgnZycnJ2djcyDkpKS0tLSkSYjmjMEj39eLCsry8rK1q1bV1hYmJGRERMT8+YZjGOFaTpA00XqJtpURiKAkInmBHP1pujSj8SQATImBlNjyDQZ+msJywa/bmhoKCkpaWlpkclknp6eBQUFRAmBoExqgFAqkG4Mj2p2djZpiiHCNMFx4DL8fLD0kT3EK4I3JJyd1C1BrTPSR8A6KysrQ5ZeIEuvj497y829w92jauHCFWlp2XJ5Xm4e8Bpu69zc3MLCwpSUlMLCQkzkQqgevPSbNm3KyspKT08vLCwsLS3NyckJDQ1tb2//4YcfSLWK0LTXdOoR3BqhnBqNRqVRK1UqnVL5s1r97/PnO3x9L0RGvPri1vNB1bBWo1IptFr16H86nQb0WqvT6SBYo5l7YGDg5cuXy5YtYzKZ06dPDwkJcXBwEIlEzqPLzc2NsBt0/WK63bhx4/z8/NAF4+XlFRQU5OjoaG5uPnnyZD8/v5CQEFJR9PPzQ6g0k8mEOQSc3d/f39bWViQSrV279pdffhm5XaDJ6HpmcDp2E11bTy2hb4zFdD0mTkdq+hp7jN7b0g/Qw3r6AX19fY8fP75z505hYSFGuefn58OHivlk4eHh5C4wKCgoJyfnwIEDTU1N5Bxpamo6ceLE2bNnOzo6uru7UWHs7e1F7BRQu7Ozs6enp729fdeuXc3NzXV1dZWVlQQsiHWsbGvZiRMnXF1dxWJxyKRgsYXYVChkszkcNlfA4pixuaYMhtDY2NLAyJGiJlCGkSbMxSx2pUh0yNa2zd6h093juLd3q6vrBjORzMRkkYnJVANDP8rQxdjEgct2Mhc7WVk52dm5SB29XZ3G29vGmYl22zl+IHU6YSVpMja+bmV10s4+yVwS5OTk7e7u4eYOeCYYTSJP6URbr/V8rB5C8HrcuHGks5G0NZJiIyS4v8JrAtl0mCaPZM2aNWvRokVI1V+6dOmaNWugZ9KVazq5BkyDdJeWlgKs09PTMSZJfwYjHa+J1kFXP6BQE5sdyUelFxXpi06o6ZY+ADpmnJMB52R+LoFsPWEEeA1mDVmnuLgYGIeiYnp6OuKcMjIyyBRdBNWT4fDQgOi+PUAwCDUe4+Li4uLisI0DCPUmhJogOKHzUF1QDoJKLsuQZcvSyxKTuoKCjrq7N80JK0pOyZW/NhkdHr7ly5fjX7SoqGj16tXr1q1bu3YthgngXM3Ozi4vLy8sLJw0aVJbWxtCM+A2IzA9goAGcQAAIABJREFUOHqnT4CJCBcajVqlUmg1Ko1a9XSg/9Vg/52lSw+biX69eOFXpWpIqdZotCMCiE6t0Wm12iGNTqfRagDUINdYarX6n//8Z2hoqIODw5QpU1AttLKyMjMzEwgEQqGQy+UaGxuz2WwTExMej4fkTDMzM4lEghFKzs7OOLW4XC5CKSFVo4SIoaVBQUFsNtvS0nLSpElOTk7oVndxcbG0tKQoauHChf/617/Ib0d0dvJUb+GvoQfc9J1E2afDuorWW0/f/iusJ8eQl5MD6Gx67MuJAjM4OKhSqR4/ftzY2Dh37lyEguEuEEm/GPqOGPdJkyYlJycfOXKksbERJwjuPjs6OjBep6en5/Tp04gfwXDL3t7e9vb27u7uU6dO7du3b8eOHdu2bUNuMulyRu/G5s2bTxw7LktPpygqNHSajY21UChks7lMJpvN4jIZbBaTxWEzuSwWn8kUMpliBtPS0MjWwMDJwMCToqZTVDqfX2Ip2e8gPe/scsXV/aKr2wFbh60Sqwweb6axYYChgT+XE2Bh4Sex9rG3H+fsFGJjk2QmPuUo/UgqvcTjX2UxLzm5rhSZT3Gw93Z393D3BDaTZFQ6uSb8Wq8HXU8VIZkhY80hhGLjs0dYNgFrPQmbSCJ6AE3n3TCExMfHkxojbAJQrsGs6ZBNtOzy8nLcXgOsIyMj9Zk1PcGPXmYkGE2n0oRQ02UNuu5MpGrirW6lpV0TTo3BuJiQO3ZOLpFH8G7kRq+pqammpqa0tLSmpmbu3LmkvgcenZ2dTVSRmJiYuLg4XNxAqJOSkqBNgzVDpAYuJyYmErAmMA1QJi8B0BOdBOR9xIWdmpqelp5Om5iemZmRkyVfk5K6fe7c2oAJJaEzVySlFOTmZWdnZ2ZlwteRlZ2dvzgfuU5ok1m7di3+XVevXg03S1ZWFhrKp02btm3bth9++GFwcBAuYyKA0Dk1nVSOejtUarVao1INqVS/KpX/09m+38X1q4ysP+4/eK5QDutGiLRON6TRarRanU4zrB0h1kMg1EQJ0Wg0v/7666JFi5hMpouLi1Qqhd43adKkqVOnYsoGiuloH3dycrK3t5dIJGKxmMfjmZiYsFgsExMTIyMj2LH9/f1x/MSJE8ePHw/2bW5uzuVyAd8IGPHw8BAIBObm5u7u7l988cW///3v/v5++k9FDIV0ECd76BtE3cYGHZ3/BtbfeAB9Y+zTN6L8X30L/PP19/c/e/ZsaGgoLy9v4cKFMJ7SNWuMIElOTp42bVpcXBwwF6ckmPLRo0cxxwuadU9Pz7lz506fPt3W1gbxurOzc9++fXD74VQiGUPl5eXI3qmoqGhqamKz2ePGjfPwcDczM+PxeFwuj8liMlhMBpPJZLJYDDaLyWIzGVw2k8NicZgsAYdjymKZmZhYGho4UpQvRU2jDKJNGJlM1npT0x2ubm3jxp9ydT9h77BXYlUlMl/C48WwWXOFZpMsLQIlFnOsrJcIhWesbe6bW37D5n1hY1vK40+3tvFxc3dzcaOzadLE6EbLttYzh9D59V8lphIxhIA1zCF0VeSN9caxjTN65cepU6fOmDEDhpD09HTUGNetW1dcXLx161aQa/1SwShY05m1TCb7S2ZNfHsNtFlh9GZCGO+wxtYS9XRqMpFAj1nv27ePEOojR44cOXLk8OHDR0YmQx/WY9lAbbwz6Vmvra3dunVrfX19aGgoKoqk/wXbSOOLiooinY1Ejya8GOALEg3pIyYmJjY2Fk/JASg5kqdEGwGnBr+WyWSytPSMkfiQkcAQuTwjMzMjLyW1ND21Ojlp7aJFBSlp2ZlZWSOD0bPy8vKyc3Ny8nKXLlmyYsUKktsJcp2ZmZmSkpKdnb1q1aodO3ZERUVt2LDhxYsXarX6ES3sVEkzP9CRmoZWSo1GrdVodWrN88HBV998c1suP+Dm8fxUx29KzbBKpVOrdVq1TjeqeGi0Os2QbkT5GCIyiEaj0el0SqXy1atX6enpBgYGQGELCwuxWIwBd1KpFLQFqD1v3rzw8PDo6GgMfsbfEPPIk5KSoqOjk5OTo6Ojx40b5+vrizvHkJCQwMBAf39/Z2fniRMnuru7Ozs7+/j4iEQiLpfr6em5adOmS5cu/etf/xoYGNC7itCd4PTtN3JtPRzXu8LRYZQOr29c5GC9i4FyVDon+//qAkD2DAwM6HS64eHh2tpapKQSkQ36GwrpaWlpM2bMiIyMJAEPuO9sbm4+efIkElwxzhydVojeRvo2aVJHLhsxkAGvKyoqiouLjxw5ApfOpEmT0O7PYrEYDKYJw8SEZcJkMlksNovJYTFYLAaTw2axWCwmk83icFhsFpvF5rM5fBaDZ2wkMDIWGhhYUZQPRc0yNEpjsDYLzfZZ27bbS8+4uLd5eR3ycK+3t1stNM0VmmYIzTIYjDpjk1tC0ROuYFBodthMNNfS0sfZxc3ZjT4dhkyE0YPvsQFPf2XmG+u/1jPz0cGalBxBsYkkQjCa3qFO4HvGjBlhYWExMTG4M4ZsDXJNV66JeE1kEDqzlslk0dHRb2DWpMucjJlBtws9t5qIHqDPhPlig8A0sU7rRYXs3Llz7969EEAIRh89epQ8EtQGZJNHAtm7du1qaWnBAKfm5uacnBxfX9+lS5fS0zyysrLi4uIiIiKIPB0XFweaDB4NtAWJJniN8QUxMTFErY6Pj4+NjQWbJscT9YP4Q9JHZjZmIH1EJsNoAnl6uiw1NS0zLWO5XL4lU14UEVGQliqXyzJkIxXIzMzMrMxMoPbSpUuXLl26evVqxPJlZmZCqSwqKiotLU1LSyssLBweHh4eHr5///7AmGAm+mlP0OpP7UKr1Wh0j5Wq/1Wqfj537qBI9FXe4lfDj58OKHQaYLFOq9WNuvM0Wp12aGhIp9MODen01uDgIDRriqJcXFysra0dHBysra3Nzc0lEom5ubmpqSmPx+PxeAj3MTU1NTMzwzBpKysrzDZ1cXFxdHS0s7ODuIGX8Pl8sVhM2mTc3NycnZ2lUqmbm5udnZ1IJLKwsFi/fn1SUtKePXtevXrV39+v37FDw2uC4/TqqB4NJ5c0+h69PyN9W28RoQmwq4fU6tcLnvRrAP3lBNPVajUklGfPnh07dqy2trakpATOIpL0i4sctD7EUIAMEUFy+/bt7e3tvb29xPWBDAMyZ33//v3wZUMDwQ00JgRCDNm8efOhQ4cSExMNDAynTptmbW1tamqKfESEI9If2SZMJoPJZDFZfy4mi81hsdhMFpPNZLIYDDabKWAyhUZGYkNDW2MjR4pyo6hpBoYyvmCTRLLH3u6so8NVF+d3pY7ttna7LCxaWKxeA+NhDvcpm3vVUhJjJvJ3kLo6u6IiAqTGwrBzMtNrLNGmdzYCspGOrUexx5r59PpliHhNN/ZNGV0Er4kjG/tJjTElJSUrK2vZsmVr1qxBKyMh1/RiIzh1eXk5ZvGAWcvl8tjY2DfnWdN1D9KXSNpSdowOVySEmigVZB45wJq47lppC2QctBokGhh9bHQBrwnX1lNIQLT37t27c+fO7du3V1RUNDQ0rF+/fu7cubm5uWmj48xJMRB/IyA1nR1DkoZCHR8fT+Tp2NhYQHNiYmJsbCzRQyBtEyGbkGtSn4QYkp6anp6Wnp6alpEuk6WPhKmmpckyUjOWpqQ0zJu3c1zAhqjIPJksXZaeMUK95ZmZmekyWWZm5vLly/Py8pYvX75ixQq0FGdlZa1atWrDhg0QYfr6+r777rt79+7RDbz0shWd32FpNRr8p1FrdCrVt0rVH7e+eDty0YnAwB/ff/9nlXJIpdJqdTqtRvdnHZFUE4HTQ0OjgI29jx49evXqVXV1tZGRkaurKwDa3Nzc2toaw6TR4SKRSCwtLc3NzcViMeaoisViBLOZmZkBwYVC4UhehLk5GpGlUmleXl5MTIyFhQVOQj8/P1dXV1NTUyaTGRAQcPjwYbFYfOzYsVevXoGE0q9J9EVc4X/z1bF8/O/XWEL9xmP+aqdGo3njNYBO59Vq9YsXLw4cOFBRUbFo0aLw8PCcnJzk5GT0W5FPXUpKypw5c0JDQ6FmEEfWtm3bjhw5As0aSgj6YjBl8fjx4/D54cTcvn17XV0dqluoMaI3uLy8nKKooKAQL28fgUDA4/GQZAuMNjExYTKZTAaDacJgMZlMJovJZDBZTDabzWKxmWwWk8ViMZn4GvQSJoPBZbG5LLYpmyNks83YbDsOx53JmsBgzmGxUricJQLeVonlLqm0w9PjooP0ushiSGD6nMv/RGyezuZMtLF1kzo5OTk5OTs5OxGsHpmWS+CbzGak4zWJ5fsrf8gbm2X+piWdLmQTSx96HYlCQnj37NmzIyIi0MeIihSGh5SWlhK8Jso1kBqPpaWlsO4hc1F/rBcRrEluNck+JTZqsGMozgSssQCjRKzQax/HJwlIvX//fqgfAOtjry86y8YG1pEjR6BoHzhwYM+ePTt27KirqysvL6+pqSkqKsrLy4PuER4eDhc6mCk4Mugz0DkpKYkIHcBffAkDRHBMdHQ0ODWQmmA6Xki0ESD1nza+5OSMdJksLV2WnpaWmoZmdXmGPEcmX5aUtG9i8HkHh/JZs/JSUkg0NhmRvnjxYhKdiltdmUyGObC4/Hz55ZcEqWECoTvJ6GIoAQgNMd6pNVq1Zri//+WQ7pvqymaRULmj9dXg4FPl4NCf4Azbh06r02k0WoAzoJrANJ729fX98ccfHR0dFEXZ2tra29tbWFhYWlpaW1tbWlqKRCJra2vsIY8AdEglAHFkNuFLVlZWpqamLBbL0dFxwoQJ0dHRCxcuFIlE/v7+4eHh5ubmfn5+dnZ2FEXNnDlTJpNRFNXV1fXy5Ut0jQNq6dz/70FZD8Tp1FtvQ60e02v/JogHPdd7czoE068Emtf79fXeZGBgAM2opaWlubm5kZGR4NSkjQAbKJ8sWLBg2rRpjY2Ne/bsIV0OjY2NJ0+ehGaNeWOYWXPy5MmDBw/iZETTI1rMGhoaiAkEY8vb29vd3d2lUumkSZPNzESmpqZAZ2NjYyC1sbExYJthbMJgMBkMBgOgzGAymaOKNmME3BkMJovFYjKYJiYmbBaXyWDxuFwBn2/KF1gKRHZicweRudTU1MvUdIpQGM7lZvN5ZSLxQZHFRQvLa5aSd5xdN3l6jzcTudjbSx1H/kcWTKJkkZHnINpuoxMax3bNvDE/ZGy/DIFsOsUm/muih9CRmiwEQiEhJC4uTi6X5+fnr1q1as2aNVBCMESFzqnpzLq0tBTt5hiB/YbhA1j0QYskp1TPn0fYNCkDArJ3796NmzK95DzQajhAUFckWHzs2DHCpvGUPBKwxgbA/eDBg/hGTU1N+IQFBwfn5OQsWLAgPDw8NTUVPdxpaWnx8fGIAI4fXQB0lAdRe4yPj4dOHR0dDeyOiIiIiYkBlBMaDqQmagm4NnGS0JTE1MTE+NHQvpTU1OTU5CR5UvLq1PSTk6e+Z2NbM2tOdnx8esqfrnC5PD0zMwO5IpmZmXAZZmRkLF68GJMVIyIiPv300x9//JGknpIeaCw9qZqgglajVms1Kp1aq9HqVKqflYO/fvpxz4xp5ydNfvnV1y9U6iG1RqfR6TRDGp1GPaTR6HRazbAGorVWq9WqdToNsI+g4dDQkFqtfvLkybNnz4qKithstkgkAqHGxBArKyuxWEzItVgsBlIDtQHfVlZWONLKygp4LRaL+Xy+r68v4pzs7e0FAkFoaOicOXPs7e3lcjnAIikpKSwszNXVtbe3948//hgcHFSr1eRGgGzQ7wO0r1tZ6Bitfl0qeePGX738je+jB/F/XjJfvwAQKCc/PBg3rrXff//9pUuXqqurU1JSpk+fnpeXJ5fLSRIkaQJIS0sLDw+fMmVKeXn5nj17yFnW1NR07Nixnp4eePVOnz6Ncb1w+JFQeJK0gwxLnP5btmw5evRoeno6l8sNCwuDSxKRTIRWGxsbGxkZMUxMjE1MjI2NmSZMEybDmMVkmjCYJkzmCHgzmEymCcOEYcJkmLAgmDAYDDabxWIx2Ww2l8syFfBFpkIzgdDcTGxtIbG1kEgtrdzMLbxEonGmwsk8QRiTmc7jLbOyTbCT+orFTnbWDg529vYODg4OjqML2wS76ag9Vh4BxYYeQi85Erx+o/+ajteEX5OUPkKuSeFRrwgZGhoaHh4OQwhaY9asWUPijokthIghxOcOq1tRUREU0Tf7rOtGg6rH1hXpajU4MvFEkw1wavQZErwmtBpHEg2EgDIBYj39migkdKINFXv37t2tra1lZWV79+5NSEiYPn06EJOkKRF7NVCVMGWyASCOjY0ljhHMnQGtxk7sIWY+cgwpSAK7R5vR01JTU5KTk1JT01JT01NSUlPSUlPT0uQpqSsSEo8FhbxvY1c5fWZ2fHxqckpS0shPK0tPx/QwuVwOqo6xJuXl5WvWrAkJCUlMTHz06BFol0qlIgCEM1z5upmXDtyQQNQajUatfaJQ/TGgGCwtrTUz02xv+a9SMaxS6jQarQakmjwA40YQSqfTjoohf2Lf0NDQwMDA999//+rVKx8fHz6f7+bmBsrM4XCEQiF0D4geQqFQKBSKRCJIIpiBDZgGfAPToYS4uLhgvoytrS1FUTExMSEhIRMmTAgNDaUoasGCBampqYmJiZMnTz5y5MirV68UCgUdTOm0Wu9n1tfdaX9DPUb8N0/p+8kakZtGTegEnfVIuh6FH0vP8VWFQvHTTz9dvXq1oqKitbX1+PHjq1evJlEH4B+ERkRGRo4fP76srOzAgQNgVADrI0eOoKJIvNXd3d0g3Tt37iTWWxR+4Nurr6+vrKysq6vbv3+/ubn5lClTvLy8xGKxgYEBRVEURQFwjYyMjI2NQbGNjYxHUNjExJjBMGYyTBgjoGxsbGwCZB/FaSaTyeVyWSwWk8nkcDgsFpPP4wsEZqYCkVAoEolE5uYWlhaW1pZWdlZWdlYSqYW5p6UkwNLSXyB055u5WlrZWktsbW1sbWxtbW3t7OxAq21tR55iERynk256NdLd3R31EsKvCcV+o6tPTxJBWi/dgk039hE3FD1dZNq0afPnz4dvGPMYQa43bdqEMiPEEFJpBN3eunUrgtsw0ys/P/8NHYzECvLGEYukQggZhF5XhFoNKZnMEyAjBXDnhVcRZg0lWs8KQmfQAPHjx48TvCYVyIMHD+LblZaWtra2btmyZdy4cZipgYYfkkyN0xsAjYWPO/YAeQG7BLUBykBkbBP9mhBwXAbwVdJNQ1A7JSUVGVAJiYlJKcnylNQlcXGHJgRdsrUvnzZDFhWdNFrATE1JTU1OSUtNg0M8Li4uLS0N6sf69esXLFgQGhq6fPnyLVu2NDQ0oDPt0qVLiKgnXojh4eGnT58+fvwY5UcgkVqthrShVqt1StXPA8r/3vziqIvb5Zi4l1/ffqEYHNbowKAJnA3R0E0P5ugsdWhoSKlUfvvtt8+fPzczM3NycvLw8HB0dLSyssrIyBg/fjyBYAsLCzMzMzwKhUJM6rO0tBSLxWKxWCAQMJlMjMTm8Xi2trZWVlZQUcRiMYPBiIyMXLhwoY+Pz6xZs2JjY1NSUhYsWCCTyYKCgo4ePfry5UuANX3pySB6v4v2dd49liP/DRP/f7n/72n437wcl14MYztw4EBqaurOnTvXrl0bFRUll8vJAKOIiIj58+eDYsfGxgYEBBQXF5N4EBg8Dh48eObMmba2NuB1V1dXe3s7ORPpWcT19fWwgtTV1W3duvXUqVNRUVGWlpbTp0/HvIjZs2fHx8fPmjXLwMDAwMAAMgggGyzb2NjYxNiYwWAYAZqNRxRtYxMThgnD2MSEyWZRFDVnzpx79+4BtVks1mjCtYAvEApMhUKhqdDMVCQWiUViMzMziaXE2Nh4yeLFn1//1E5ibSW2sLGysbLE/ZsEghuHw+Hz+dajy8bGxs7OjgC3vb29g4ODvb09wW4At1QqnTt37rhx49C6RW93BNemE21fX189F3ZgYKCTk5O/vz+9K51IIkFBQR4eHvRMKMxyDAsLw/09lJBly5atWrVq/fr1xcXFAGs6vwZSb926lUQir127dtmyZfrMWi9Fj0xsoc/rItVFgtTEoQGkJrMZiZ8EiN/a2krIOMCauPToj3p6CKHYZBuHQR9vbW2tr6/fuHFjW1tbeXk5iaiGmgwyAgISHR0NkI2lLRg/yFM0ziQmJsbExOAlQPPY2Nik0Zm8RLkmLJvO3IkqkpKSkpQEe19qYkJyWkLi4rjYPUETzzs4bQmdkRoZkZyQGB8fB28gfuCEhAQw+hUrVlRUVGzYsGHRokVhYWEbN26sqKhYuXLlhg0bSJpiXV1dS0vLgQMHT5w4df78+StXrnz88cdfffUV5hPqdLqnT58+e/bs6dOnT589e/rk8Xda9Uut9tbGjfvtHNTNzf87pNMNKkabYNSvA4c+bAFKhoaG6OK1QqH48ccfdTodl8vFKWFlZeXo6Dht2jScG87OzhYWFjiRbG1thUIhi8USCoWINuZwODjtDQ0NEZvJ4/HQVmNqagrZhM1mI79m5syZRUVFsJrOnz8/PDx80qRJKDAODg4ODQ0RiQa/An7OsaD5Rjlb+9fU+/+3hZ8ff+rvv//+3LlzW7ZsQZ/U9OnTIyIicnNz4+Li4OWPiooi9tPY2Njx48cvX778wIEDqBZC4ti/f//p06c7OjpOnjyJUCf0lBNZEqiNp2SI1IEDBzZu3Ghpaenu7u7n58fn8zMyMn7//fddu3a98847u3btYrFYQGfCtQHcRqN7wKkB68Q6wmKxKIqaP3++RqOBpQT/+gwGA+Vl9FKRtGsMfqMoaumSpffu3pNYSsQikYW5BfqtLCwsrKys2Gx2WlpadHQ08s0lEgm0OFzvSfnEysrKwcHBxsYGHiR8JoeGhgoLCyUSiYeHB+Ab2ZAErz09PRE05uXlhRYtzEcfN26ct7d3eXn5woULvb29cc/n7++Prq6AgIDZs2fX19dPnjwZvDsgIGDixIlEtobbOisra8mSJStXriwqKtqwYQPINXoat44uCNabN29GiNv69ev1p5vX0SYrEh8IfRguYdb05hfgNd3+DIinD2kE1kNCgWkPvj1ipsY2WX+lhwCpQasB1vh2GzdubG1txYwrEuJBZpkTK150dDSoa2RkJFRpKBiAaRxG3HukwEjwGhs4VciRpJUGlDwxMTEhMTExOSkxMSEhITEpKSU1VZaUlJIcF58dF1c5Y8Yef/8Vc2anxMQkJo74TBJHuX9UVGRcXFxBQUFZWdmmTZtiYmLmzJmDmK5169ZVVVWRtHGShFtRUVlTU1tZWV1bV9e0bVtLa+uePXsOHjzY1taGuauffvLp7dtfKx71/axS/vzWhTZfv+4FC14NDPyk1T0dfvzkyeOnT17zUNO1V2wDTfQ4o24UrLVaLZvNNjc3d3Nzw1kB2ZpIGZaWlsBfQ0NDlKDIfbSRkZGhoSEImlAohIoNc565ubmZmRmfz8/NzfXz8+PxeDNnzszKyoJTe+bMmR4eHqdOnQJYE6TTvX4foIe/Y/ns2C+98bD/q0vvO6rV6qdPn964cQPDkWEYzc7OTktLi4uLg+l+4cKFuKvDZ8/f33/JkiXQo3GSNjY2HjhwoKurq7Oz88SJE11dXYcOHaqtrSW0uqGhAZBdX1+PTDTMyduzZ4+jo6O3t/e4cePc3d0ZDEZ2dvaXX35JUZRIJPruu+9CQkIoijIwMMC/EdCZw+Fg0rGFhYWhoaGhoaG1tTVmsBkZGQG1xWLxvHnz+vr6iKXE3t5eJBKZmJjw+XwmkykSiSA0QzrDmy9evPj27dtisZjNZgsEAldXV6lUyufzLS0tTUxMrl69eu7cOXzARCIRRsfhtVZWVhKJxNPT08HBgcfjubq6+vr6Ymqzra1tRETE+PHjbWxsbGxsvLy80P8C1CaubTc3N8TduLq60k0jQUFBP/74Y2VlJeA7MDBwzpw5gYGBAQEB3t7ecrn83//+d3p6OlTvadOmYYjd1KlT586dGxkZmZycjKGaS5YsgXiNjDak1QOpS0cXmuA2bdq0YcMGfbAmPYpE/SDXYTpSE9MecenhkQxXBMTTQR96N92UTdwjpE0R21ikiZHe00hvbgRSw9iPkVf79++PjIycNm2aXC4HO0awNSp10PiIMB0VFRUVFQUIjoqKAkzTF+Haek+Jty8qKgpfhWYdFxeHK0FCQkJsXFxictJorEhyfEJKXHxiUnyiPDGpaFHElrlhOQsWxEdGxMXFRkdHxyfEJyQlxsfHR0ZGxsTELlmyZOvWrSUlJVFRUdOmTUO6Hu6YSktL4YElrsra2pr6+vrm5ubGhqbGpm0NTY11dXVNTU319fUo7jc1NW1vat69c9fxnbs+3bPnk5TUwxJr5c6Woc9u9N+9P9DXr1arhoe0z549+/7777/77rvnz59/9913yOMnhJpegiNgPTQ0pFKpvv/++59++onD4Ziamjo6Otrb28OEJxKJwLOQlsfj8YRCIXgWkJrNZgO7wdGMjIw4HI5UKoX/DyKJQCBwdnaeOXMmj8cLDg42MjJyc3OLjY1dsGDBvHnznJ2dT5w4Ac1aj1nrdLqhoSHyc5JFP+CNGK0b43v5v7e0b7qQ4C+s0+l++OGH+/fvV1dXR0dHr1q1Chle8fHxGJcRHR1NurcSEhJQWicdjASsz5w5c/To0e7u7mPHjjU0NLS0tBBNkvAwbNTX15eWlh4/fjwsLMzKygoWY1dXV0NDw9zc3Fu3blEUJZVKdTqdj4+PhYVFTU3NlStX7t6929zcbGxsHB0d/ejRo7feequsrIzNZre0tHz00UeffPLJxIkTjYyMTE1Nu7u733nnncOHD6vVag6Hw+Fwtm/f/tFHH12/fn3q1KkMBmPChAkXLlz46KOPrl275uvry2T8YdwHAAAgAElEQVQyCVh/9dVXpgKBi4tLU1PTlStXHjx4sH37dg6HM3/+fCh+1dXVfD5/z549n3zyyfXr12fNmkVR1OHDh7/++uurV68iZ+L8+fPXrl37/PPPZ82axeFwbty4kZWVxeVy5XL59evXP/nkk7feesvGxoZenDx8+PBnn3128+bNiIgIZ2dnJNvY2dnV19f/9NNP/f39ubm5U6ZMuXr16o0bNy5fvjx16lQPD49Lly7985//vH379owZMzIzMz///PPbt28fPHgwMDAQcakRERFxcXFIBkXH8urVqzGxD5n1AG4shAJt2LDhDcyaPl+cOEBIiVkPqemcmjSCk/lb+BwQLQW0mlQX6ZCt5yQhO/UWQJyAO+k+x0dw8+bNTU1N0dHRs2fPBgeBcIFUEIghoMnR0dERERHQQ7AdGRkJ9QOgjI5HCCB4xE4gMmqPERERRPsG14Y1G9oL9pOMkfiExPiEpMSEpKT4BFl09JKoqIL58+Tz56fFxcVERkbHRMfGx0VGRsbExMnlWWRC+eTJkxcvXlxeXo6YLrrFB4X7urq6xsa6+vq6pqam5uZtjY2N25q2EbkJ19empqbmpm3bqmuObN5ydXHBUSeX89Omn9u86VBTU8u2lpadOw4dPtTR2XnmzJn33nvv5s2bt2/ffvjwoVarHR4e/vbbb589e/btt99+++23T548efLkCUYUakf5tUqlGh4e/v333+3t7Vkslr29vVgshtbBYDCg1jk4OHC5XDabzefzORwOYVWGhobkDhoGA0NDQwcHB7BycCWBQBAQECCRSLhcbkJCQmhoqFAoDA0NXbRo0ZQpUxwcHI4ePUr3WdN/tjfi49CYRY4HRpPH/z+XbswVAuXKf/7zn3fu3Nm0adOOHTuKiopApZOTk2NiYubPn48PHm4TAwMDMzIy9u7dS25/oVl3dna2tbUdP34cihnSmugqJc7NlpaWqqqqgwcPrly5Ekjt4+MTGBjo5uZmbGycnp7+/fffNzc3X716ta6ujqIoX1/fiIgIiqLEYvF//vMfJyenuXPn/vLLL66urhRFLVu27O2336YoSi6X379/n6KokpKSTz/9lKKo4uLin376iaKo5cuXv/vuuxRFZWdn37t3j6Kotra2O3fu4ALP5XKhhFAUlZ+ff/fuXRaLFRISkpCQgAmfv//++/Tp0ymKOnXq1KFDhyiK2rRp08WLF/Hd8U07OzsVCgWfz+fz+fn5+RKJhKKo3t7eS5cuURSlVquXLl1KUdTz58+3bdtGUZRAILC1tbWxsbG3t+dyuZWVlXjD4uLir776ytbWFnTb09PT3Ny8r68vLy/PzMzs4sWLDQ0NFEVdunTp1KlTuHvQ6XQoP2q1Wrlc7u3trdPp1qxZ4+PjM3PmzLCwsMjISIBSVlZWbm4uKPbq1avXrFlD4ts2bdqER4LUa9eufQ2sCUbTCTX++cemVNPjTElak96IAL3ZMfQXElwm4Ku3SIqTXt+NXoAqwLqsrKy4uLimpmblypWgycBrkjoNYzVQGPHtWJGRkVFRUZBEoqOjiU5NKDYOJuYQgunEcI03xHZsbGx0VHR0dHRcwkgBc8QUGBefkJCUGBefHBm1Inxh64SgqglBOWHzUmKioqOj8NPK5ZnFxcWVlZURERFTp05dvHhxdXU1ShBIDyB9qNhGLuL25uaGhvraWhSE60lZuLa2buSet2nbgYaGq1XVbwdO7Pb2/ceadV0NjdvrapsaG2rrGpq2NUPKrK6uxvF79+49ceJEd3f322+/feXKlZs3b6JVcmhoCF69Z8+ePX/+/Ntvv3369Onw8PCvv/6alpZmYmICsIYV2svL67vvvnvx4sWFCxcoigKCi0QigUDA5/PRC2dmZgauzWQyKYoyNTV1dXUVCATw/AmFQltbW09PTwsLCz6fP23atPDw8NDQ0NmzZ8tkskWLFpmZmYFZDwwMEAatB74Eeekbf7/+6hj6G/4f3+T/0xr7hsPDw7ih+f3339977720tDQMXSX9tGBn+ACnpqaGhIQgHgRgvXPnzubm5r1797a3t5P40507d4JB49Sm909g586dO62trX18fADWuIs3NjaWy+VqtTozM3PWrFm4K4L6fO3aNQSpS6XSyMjI27dvczgcQ0PDvXv39vX1Xb58+euvv9ZqtRRFHT169MCBA2w2e+rUqQqFgqKogwcP9vX1Xbp06d69e0qlksFgBAQEnD9//osvvkhJSeFwODweTywWA6xv3bplZmbGYDBiY2OvX79+9erVFy9ezJgxw8DAALVTBoNx7Nix/v7+y5cv379/X6PRAKz3799vbGxsZmZmY2Nz+PDhTz/99OHDh2+99RZFUQqFIi8vz8TERCaT3bhx4+rVq9OnTxeLxba2tlKpFO+M3+Lhw4f9/f1IH4O35P+h7LvjorrT7gdRREFABZQunSn0YSgDQx16V7r0JiBI770zFKkiIAIq9ppEjekaY0xMTLJpm01sUWOi0TXJvslu3s36++PIs18H933f3/eP+dy53BlxuHPuuec5z3n09PS+/PLLkpKSNWvWXLt27YMPPjh//vzt27dPnDixcuXK0NDQO3fu4ETFhpmZ2bvvvtvZ2WlgYEAJ10hfQMU4NTU1MzOTxrGiIQ6KdmlpaWlpaVlZGR6fD9ZsOVGOUMtBqlwSyOKhXGT1I/cICSDsU5ZujzGLZfGLdyJjrKenp76+vrOzMzEx0dXVFWUHUA8aHEO8mPzUxKmB1OHh4SEhIaGhoZBHcADQHEwc3w2gM31ViHRjgx6joqPIux0dFbVxY3RkZPSmqOjEyKgqaeBRE/N9FlaVXt6pYWHB/gGRkZHJycmVlZWNjQ0RERFiN/HmpM0tLS3l5eXFxcVsTjkaFijAobuzq6uzq6fnaTJib2+vTNbT2dnZ0yPr7ZXJemX9fX2DPT2H2tvOpaUeMTB8JTjsdE/fRLdsoLdvaHCwb2D70PDI0EJbKVwE+CaTLwhf/t27d+/Zs+fw4cMvv/zy22+/feXKlU8//fSbb7758ssv//jjj5mZGQ6HY2hoiOZD3BdjgsyhQ4c4HA5oMmwAK1asgFrN4XCWLFmipKQE3VNXV9fQ0FBPTw8H6+joIJZTTU1t2bJlIpEoJCREKBSGh4dD49LU1Jydnf3Xv/6FauqtW89YVr59VmeQ47D/A8P9T9uL4fU/vfb/i1A/9/2xB2abe/fupaSkSKVSnMNQ8EDNcDMXGxvr4uISGhqK7ymse/39/SMjI/Pz8zMzM1RzoroihDLsR21p3759QqFwzZo1rq6u9vb2aPSHiJGenv7ee++B865YsYLD4YSGht6/f19DQ8PCwuLRo0dGRkYhISFXr15VU1PjcDi9vb1nzpzBkVhjY2NHjhzhcDh5eXkPHjzgcDh9fX1nz55VUVFZtmwZh8NRVVXFkRKJ5MmTJyKRSEFBAUpaZmbm1atXORxOTEzMDz/8sG7dOqFQ+PDhQ3d3dw6Hc/To0Z07d3I4nNHR0bNnz6KpCmfUvn37du7cCTbw6aeftrW14Xiw/i+//DI9PZ1+ya6urgcPHqipqWlpaenq6ioqKk5NTZ0+fRozP1H31ltYa9euvXbtWlJSkqKi4scff9zd3a2t/dSkYmBg4O3tfefOHVNTU6FQ+ODBAw8PD3V19c8//7ygoACz6JydnZF+4+/vjxt0QHZycnJqampGRkZmZmZmZiaa42iaNkD8P4I15cLQlFvCSpbzElJDlGAXNTqyvJh0DCwW9wmR5aL7KGmE+DubPQKIgYe8qqrK09MTFUXcJIJWo+c7LCyMdAwwaAA0tkNDQ0NCQshzTQSc7CKACeLRsItANARqEx+Pjo6OiowkKI+OiNoYHR0VHb0xOioxKrrcR3rM1OyosUmH0Cnd1ycuOjotLQNj6uPj493d3TcnbW6sa0AJGNG31FdGUyRaWlo6Ozs7u3qQN97d3SHrkcm6e7q7urq6evr6BmSy7t7+3qG+/smuzvO1Nccc7PdbWp0vKdvd2TPY2zfQP9Df39+/faB/YABMvL+/H5kSuDHCJZYUsIGBAVQg6IDR0dH5+fm5ubmXXnrp0KFDCgoKKioqampqXC532bJlVVVVv//++x9//HH06FHUpnBCo2sRPTLq6ura2tr4Mujp6aG8Y2BgoKmpiSY0HR0dExMTPT09JSUlExOTkJAQd3f34OBg0Mm1a9cePHgQ2SC3FgzOz1Wf5VQROcSU2/m/Qvlz6fBitP1fF/tL4p1ZNeb27ds3b968d+/e48eP4+LioErjTjE4ODg0NDQmJgan4qZNm0DWwKioNXF4eHhubm5sbAwVIyomkUQJBG9tbZ2enq6qqkLGi4uLC5LEbWxsXF1dVVVVs7Ozb926BYcl0M3e3v6zzz4bGhoqLy//+eefLSwsoqKivv32W2Vl5SVLlpiZmZ04cWJ6ehp1y6VLl9rb23/88cfbt28/cuTIL7/8oqysbGZm9sILL8zOzkKTWbZsWUpKytDQ0N69e1966SVDQ0NlZWUw67y8PFBvNze3r776anR0tK6u7ueff/bz8+NwOFVVVd9//31GRoaFhcXLL788NzeHk5PD4Zw6derAgQOKiorKysqzs7OXL1+uqal58803z58/z+FwHjx4kJeXt2TJEplMNjg4+PLLL4+NjQGswQ8cHR2hbAwPD/f29sJbAneghobGsWPHPvjgA09Pz/Dw8HfffRf+iOLiYjU1NTs7u88///zMmTMWFhYDAwPvvPMOZvFgKrRAILC1tUW9Ed1eAQEBYWFhKIah4wnuzKdzplJT2SDlZ8Ca+l9YnZpgmhUiaDIAacdySXusfEFePTkxmm2ooePp5WwQ9uLFjo/BRKLGxsa2tjZLS0t0DbD2D0h75NsDQEP9CA4OxlNSQiIjI4lrA6OxsAcXQ/wIaI7j6WlYWER4eGTkguTylM5HREShthkaUuIrPWgtOGxsLBMISiPC0jcnpmdmlJSUpKamurm5JSQkdHR01NbUFBcX19fXtz+7aMImvLGdnV1PbfHdXbCI9HTJZLK+7p6nIyKGu3sOtLe/GhNzTE/35ZjYU63tQ13d/b3/7nIaGBjoW3gK2UpuhDw+YXzU+OShO+EABGnt378/ISFBcWFxOJzu7u7XXnvtwoUL8/Pz6JEBX0anDFAbLTPr1q2DxQoFfQydsbKy0tbWXrJkiZaWVmhoKIIpgoODkTaJy6GGhsbJkyd///33b7755ttnDRUEhSxS/9/hePH2Yqz/T9v/98VeTp4L3zdv3vzhhx8ePnyYl5fn5+eXnJwMC7+XlxfAGswgNjbWw8PDz88PNSH6kyErDWj49A+9sEiwRnV6YmICbUr6+vqWlpZCodDe3h7THhCyIZFIkE5Opj0LC4v4+HikJMJLJxQKSdHS0dFBf290dDR4Lo/HS0hIMDMzEwqFqqqqCgoKenp6MTExaWlpcXFxy5cv9/T0hNFFR0dHSUkJyV8rVqwwMTEBOUVMa3JyMuIY9fT0VFVVNTU1IyIi/Pz8cJFAOGVsbOyKFSuEQqGdnR1kt/Xr1+MuxNraWiQSqaqq+vr6WlhYqKmpbdq0KSMjY+PGjejbggSnpaWloqICa0dWVlZSUhI8JGTxtrKySkpKcnR0VFFR8fT0xLCn8PBwTU1NfX19sVickZGxYcMGHR2dzZs35+TkWFpaGhgYGBsbW1lZAa+dnJxcXV0lEgkodmBgIK7BJOGSxyx2YcXHxz+nwMi2hstpzawMIsesF5v5WIAmm4ccsyYxhNCZ9I2RZyfLEEzjHxpmRu729/cj2LqxsREd5/S/xS0zKo0ozkRFReFDAZUODg4GWcPCjwDlVEskGk6+bOghcFiDX4O2R0REhIVHhIaGkTj+jM8kIjI6OHirv3TK3u6gqemcyLlx08bkuJiy0pKS0lIfH5+wsLD6unoY9eDYg0INDYTN2MLda1dXF3hxR2dnV1enTNYj6+nt6ZH19vX2dHfKujp3tXeeq6o6au/wohXv5bLKqY6O7b29/b19mGXZ19fX39dP91LoMqWKBdUb6HygtFtgARg3Pv99+/bt2bNnbGwMpe2JiQlcXfbs2ePo6LhixQqc6OiLATSoq6sjYA/xTPDqrVy50tDQUF9ff8WKFXD+SSQSpPchEAepRoGBgWvXrn3rrbf+9re/ffPNNxB5bzNU+taCT5zAdLEq8n+E1P8E1rdv34YbAU/v/H8uvPz2Ij2EIPvmzZvffffd/fv3BwcHET6D3it/f//g4GCAdXh4eExMjFQqFYvFMplsdHQUfxEqOLH9L4TUZN1rb2/fv3+/l5eXkpIS1FgLCwuRSOTg4CAQCBwdHW1tbVetWqWkpATJghbneWvZsmUKCgpAZ1p4LbbRCQmXPfsm0E+wYByC2xoYjQPU1dVxnUBXDnRtvBCaCazcWJRkAggmmWXlypUolmAgBsg73gGVbay1a9dqa2urq6vDWrps2TIYt5Fgo6Ojg39u7dq1SERQUlJCCR2dOPipgYGBnp7eqlWrVFRU0GyJEXdWVlaYsAH/tYeHh5eXl6+vr5+fn1QqRQ9BSEgIEUqqq8nnWVMaav+igYpyzJpFarnC49hCjyJr5HjuNiuGsLhPoExaChucTZILcBz6OCbIweySm5sLuZnaEZFkjb4vACggOCgoKDg4mCA1LCwMsjXtgeIREhJCe6CckDzNiiQ4Jiw8LCw8jGg4Pu3w8IjQ0IiwkNCNYWF5QYEDDnbzxhsO8AVNEeEVW7fWVFWFhkWEhoZ3dHQ0NTSWFJeg0kgzfkClAX/slDWU9cGyu7u7+vpkaBrt6+vb3t832NF6qKH+9U2bpnT0Xo+JO9rcPtjZ1Svr7e2R9ff29fX09nb39Ml6e/t7qWsJDJpusCgngAoY7AbQnEX28fHxPXv27N27F7+DTCabm5urqKhQVVXFXSR6ZECiqR8d1Awtjpgas2TJkoSEhF27dikpKaEHXVlZmc/nS6VSnMROTk4mJiY3btx4+PDhN998c+PZGTHkL1wsjMiZ+eRA+fYiyiz3U3YBalnI/p8Xezz7SAuIf5th1t99991PP/1UXV3t5+eXnp6OejWmZW/cuBFxE3FxcYGBgQ4ODp2dnTt27CDNms0AwU4UGPGHk8lk7e3t09PTubm5HA7H2NjY0NBw3bp1ZmZmaNXD+HlHR0fEvKioqED/Rb2BDXXCHtqPsRLoUUT/C7AMpiC0m6uoqEA0w1JRUdHQ0FBfWHB/wsiBrALgMjpikN2I4EZ1dXVc9fFTnE40kwg+fTrZKPcRDJrc3Ag8wB4gNaE2ddYgu0Z7YUEPgZVbV1cXPZMwk6CLEtUXNFJu2LCBOuCR/IeuSJrUAX7t4+PDQnZAQAD6vwIDAwMW1vN91tQFQ347kqqJBbNUmmXTJHqwljt20f7Fb0goPLowtYAe6aogx+ih00F9a25urqmpQdM2kV+EE8JRB1ECLTDBwcEoMAKgcTUDiANnSRuh/SEhIWTQxhWPlbaflitDQsG1Q0NDw8LCo6KiIyKiIsIjwkPDQ4JDosNCMwL8O50cD5uZHN1gUuPpVZ6XlxAX7+Pj01Df0N7aBrslRSYiq6G9vR0DcajuhyZGZMZ3dHR0dXT2dHfLZD3d3V09Pd2yHllvV+d0c9PrpSWHLcyOu7ieqa2b7OgckMlk3T29PbI+2b9N9EDVXmaRoElEjPg1vvZyw+ZxsEwmo2AZ6KQg7PPz897e3qtWrUJUE75I+HrgawM41tbWXrFiBUwgSkpKL774YllZGYfDwY9WrVqlpaXl7+8vlUpjYmLMzc09PDz+9a9/3b9//+7du+h6h7kQDfffLnTbLw70+E9keTF8s8z6uaSYfSqH3Yt59H867Ln/9K2Fnv6///3vLS0tDg4O1JQLhTo2NtbHxweoHRAQIBKJOjs7R0dHe3p68NfBX5auqRCvUJzo6+tD6RiGZXSjIE7LyMgITdWQODD3EgAK2KXIPQUFBeppgvxFeI3DANmE2rRAb1UWFhLM2UcsaF/YwJLbRvo5kHrVqlUg0QTcQHmIb4BviGyUVAMQx0IrFpBaS0sLJRYQCOxnsyGRbwOkJmEEQTeE10BwLENDQ8yxQya7lZWVtbU1wNrZ2RkjHCUSiZeXlw+z/Pz8fH19pVKpv7+/n5+f/8J6Tgcja7lb7K1m2TSL2nJOD1I55Hg0awVZrKWQJC2H0SxzR6GS3oE8IcgMs7GxSU1NRbkcPicAN9KRoqOjWVwGNEMMwX6i3qw/hO5KCJRZd3ZERAReHhkZGRYSGhb61GQCNSUsLCLAPzA8NCwkODg0JCRe6tfg6b7fyvKEvmGTt29hRubG6Oji4uKO9vaS4pLq6qq6urqmpkZSPzo7O1taWurr60GxiWgjLb6tra27u7uzo7O7q6tH1tPb29PX19sn6xlobz3T0nzQw2N+w4bX0tLn2loHe7oH+vtk3T2y7p6+hY4nyClUd6KddINFshib8UJWejpPaCfxceBCT0/P0NDQzp07PTw8NmzYgLY31BXhzwOFWbVqFSiSgYGBmZlZRETEpUuXbGxsFBUVwcQB687Ozh4eHkFBQRoaGhkZGR9++OHp06cvXLhw+fLlzz///Pr167dv3/7uu+/u3bv3ww8/fP/99w8ePIBV/Pvvv2et4nJILadu32Ia61kRWU7IliPF/zPF/k+QvfjawP7Tt27d+vvf/z4wMMDn89HVtWnTJldXVzTCiUQiRNoHBwc7ODjU1dWNjY3BhMe2s9EFlf7ECKqcn5+3tbVduXIlBBAdHR19fX00hjg7O9vY2NjZ2QmFQvgpYb4EmyZ0XrJkidwGIJsNvCaWjRZz8GgC61WrVgG+ae4EC9bEpgG+BNNAajVmgZIT9QZqE0ATNGMDLIGQGowbGzgnKW4M0gcibtDRDsjGPSKwG0+Ja+OTNDAwwOcJfg1aTVOkra2tIYPQFEc5vPb19fXx8SG6Tev52SDErQisWdxk2S422HIiITLLnakgSYArx5HZ95S7GMhp5XL/yvjCrK+BgYHGxsa+vr6SkhJUYKhjJSQkBH0x8fHxeArhYjGtxgpZWKhAkmzNev4oSIRoOPAaxwPc8f6QWSFF+QcERAUFZXt5DtrYHDDnTmXlZiUk5W3J7u3rbWxsbG5paW5ubGpqaGpqQJ4LCqcwhMAKAroNlg2ppLu7u6+vv6enu69P1ifr7u7qHOjpnOnseCk15aCZ2XFf35cbG4daW3t7umW9sh5ZD4UBEKdmvbeswYsmBBGgEzsjiy6VquRa40gk6erqmp2dHRwcRIYZl8s1MjIi6oEwBzI/WVpawux1+PDhpUuXgqog7UFdXd3BwcHLy8vc3FxPT6+zs3Pnzp3t7e34XwwODk5MTMzMzKC7+syZM2+++ealS5c+/vjjzz///M9//vPNmzfBu2EAf/To0Q8L6969e4txfLGWwsIowJqEC0AwewFYjMiLiTYL+qyqfufOHfoXf/rpp6mpKXj1UDantAN3d3eUZ6Kjo21tbREPQg3lFP2BvxqxmcHBwfb29pmZmZSUFA6HQwQQgLJu3ToTExORSGRnZ8fj8RwdHS0tLUFFkeYBMQToDH6NbYoNoMBruEfoES+H/w9gDfEaGA3gluPUcohMuMw+BafGq4DLchhNuIzrPUojUEuwE3QBIQeUAUkBv1oLS0lJiQg1Humk1dHRWb9+PdCc8qSgWUMSMTQ0pKE2yPOjBCjEPEkkEsJrb29vwDS2Wbr9nDxrGl6+uMucHX0rp1HseF7nIcnci1k5yR1yiscoY+BbbCkhXQWzGbExOTm5Y8eOkZGR5uZmmUw2MjKSn58fFRUVFBQEkA0JCUlOTk5LSyObKjAXi2g1sDV4YYEdYw8pHiymh4aGBgUF4RgW6Nl3QzUsKCgoICAAbxsaFJQSHpbn4VHl7t6al1eUm1tWUpKekZGfn19YWFhbW4v8M2pBxL0OFIbm5maafwxnCCTsnp6e7q6uXpmsVyYb6JeNd7WfqKk+6eM9b6D/cn7enva27T3d3d0dT2MQ0Q3R+7TbGLyYDF4EspQ6QJ2oQAGWdxMNp8VGgLGdFzt37gRrRk85WsVg48PG6tWrRSIRtOkPP/zQy8uLw+GgpgR7gKqq6urVq8HQAwICDh8+3NvbS/YhyOiklZNfBaff5OTk3Nwchny/9NJLZ86cuXDhwkcffYTB8NeuXYOW8v333z98+PDBgwfQVR48eHDv3j1A+d27d1mYZp0bckIKgb6cZsIu9Ig+9+XsO9y+ffvnn38+ePCgs7Ozv78/rNaRC6mQEokkMDAQBEIoFObn509MTFAJgb7CdD9Efxp811RUVDCMjS6ciOIyNjZGR4xAIIAegqAPBICg6RSPSGtaunQpkJqmfCktBKJCrYYMoqio6ObmduTIEbSbA6zxtkBqADchNUkcrLJBDBp6NGCaDgOhJmYNyAY0A52JRAOOUUgEIqOiqKqqCryG3IG1du1aLpf74osvOjs7q6urg0HjANQbQaiB1wBrSm1FBgMNQ0DACEbPAKlRY8QCWBNGE2oT3X4Os6bvGNkzadwtO/cWi7wicioHWzkEASc4ZmuGRNtZux6gH4+s6v3cqBCEOuGqABm3ra2NmlkgMYeEhICDkBsaagZQlSAbJUfgL17u7+9PDj/YSFgQxwHYQK0SL0dNgPYEBASgbhAUFOTn5xcSEhIVHubvIUkMDy8pLGxsbMjN2QKrU1xcXGhoqI+PD4YY5ObmVlRUQL9G1YhKRoBvaNY02aenq6enp6e/q2NPc9Or6WnThgav+vudaKgf7uwc6B9Abzq+w4Pbtw/0DQBb8X2mLgmqFrJPgYBEmelumsV0Cu0iwQSWA/y2Bw8ehGvKxMQE5hB8ISGJaGhooBqjpKTU2dl56NAheK1g1zMzMwM9Abi7urru2bNnfHycPhCANTpBduzYQdMIR0ZGcIMIvxbbX70AACAASURBVBDiJGmEVV9fH+7/du/evW/fvuPHj586dQpdP++///7HH3987do1MOs7d+7ARffw4cMff/wRLfho5kQsLVsbfK7Swq67d+/i8dtFlhKWg+Ot/va3v83MzEgkEqrBAKxxLkGai4mJsbe3T05OJmZNMhT94eCU7+7ubmlpOXDggIuLy9KlS42NjcEHAUC4c0fHOcqMqDEaGRkBFlVUVKiKCGiGcg36TACN3GrUEiGAwFkRERHxww8/AKCJF2OsAYkYED1YrQP4i9oGEJkINRgxHQDYBUyzkbxAbaoTAqYB0Kxz1Nra2sfHR1FRsbS09PLly2DWenp6mpqaDg4OP/74o4+Pj5qaGsQiYDEEEAMDAyoqYpse2ShtEkAQoIruGA8PD09PT29vb8Joekosm1D7+Zo1K3jJTVAkoo0NUGPivOwG5aZS9wqZo8mKx5J0ElvGmOQQ4s6E1JR5TRMasTE2NkY0UFtbG42FJC77+voiDZn6WQDWVGYMDAxkxejg4GBwYdQPWUc2nkLfIOxG3TY4OBg8OjAwMDAwMDQ0NDAw0M/PDz/19fUNDg6WSqVcPs/LyytAGhASER61cWN8fEJGWnpWRmZ2dnZKSkpCQkJCQgIJOHhVSEgIzWMkQj02NjY6MjI+tmNsxxj+CsMD24eam16sr31JJDpkafVSZsZ0c3NPR0d3V093T1dHd0dHV+dTCryQu0ZuAVwG2CgucpvIBQBRchspJ6SfkF2M1NKhoaGenp49e/YUFhaiYLh69Wp9fX3wIx0dHWVlZUSvbdq0yd3dfWZmpqura3p6+vDhw/v37z948OCBAwcwOXBiYmJoaGh+fn5sbAwxF8SjyRsOio1/F4G9+D+CGdC5Ryo8ri7t7e34v+ApzkxIK3v37j148OCxY8deeuklpPZcuXLl888/p0hCcHAoKg8ePAAxB46DkgOdbzOu6ucGSJGWwlLsX3/9taGhwdbWlibSkYUUdSec5zhgenq6q6uLrqBswB52Njc3T0xMFBUVQQAxMjLS1NRE7jNoILCby+UKhUIej2dvb8/lcjU1NVVUVBDWQeGotJYsWcI+hdGefgTvB576+vp++eWXYNY00GD58uUYmk6vWrFiBWv/WL58OQ5WVlZmjR8rV67EP4E89KdJrYqKAPSlS5fC7KGmpqasrKypqamqqooLjLq6OoAY9wrIGuNwOEVFRZ999hmHw3FxcUlNTQWya2hoLFu2zMLC4vr1697e3nhPXGDgqsZNIS5m6EqnKG19fX1cLfT19a2srDAmzczMjMfjITnHzs4OmVlOTk5isRjaiLe3N7rVvRYWYfczYE1xboTU1CJBFJsl2iRY72BSPtj6IUkchPLsa1lyzZo92DQ+NjqVHUdACyHXu3bt2rlz59DQUFNT0/DwMJKsiVNDDyGzKgkUhMKE2oBjEkZI1gBlJpkbxBlHEjqDksNkQ4YbKg4AsiUSiaWlpdjDzcPDQ+IhkUgknt6eQQEBwcHB4WFh8IMjKCArKwstp0lJSSkpKbjzRToomiACAwMx8SAnOzstLR09kLK2jtm6+rMpafv19c8GBb0+MDAzODgytL2nu7tH1tMjk3V2dgPrGTGjH/3r5Osi5CVZQ8ZkctE3n57ST4HRwHeSTdD3KJPJdu3a1dnZyeVy8RXFNxbhqDo6OmKxuLq6Ojk5eWpqqqOjQyaTIf8E3B+/GM4i3AeQng50xnkFtKXaOLEN2hgYGABSUyEOggmdmbC4gZX3L8wnpP8XELCvrw/tdjMzM7Ozs4cPH6Y88cuXL3/wwQeffvoppJV79+7dv3+fEPzHH398+PAh9ny/sIDmJHmjvEmK+W+//dbd3W1hYUGxTXD0h4WFBQQEkI1PJBKFhYVNTk7iY8dfBL8qLJ4DAwMdHR3bt2+fmppCohbu4lEVgKUdNgYdHR24rdG+cfDgQXQ8GRkZjY+PW1lZubu7nzp16u23325tbV2yZImqqurRo0fPnDnz1ltv5eXlrVq1qqOj48KFC6+++qqzszMmy3R3d58+fbq3t/err75CWG5eXt7rr79+8OBBIyMjZWXldevWDQ4Ovv322+fPn+fxeMuWLQOPXrZsWXBw8Llz586fP+/r67t06VJIz4g0OHLkyIEDB9rb25csWVJaWnrx4sUTJ06sX7/e3t5+ZmbGxMQE7TaTk5PLly+PjIx8/fXX33rrLV9fXxUVFW1t7crKynfeeefixYsxMTFaWlpffPHFX//617m5uYiIiJGRER0dHRUVlYKCgrffflsmk12/fl0qlS5fvjwmJubtt99+7bXXAgICVq9ebWhoWFdXd+nSpYsXLyYmJq5evRrGj/Xr13t5eb3++utnzpyJiIiAzWbv3r3vvffe5OQkhhWcOXNmamrq0qVL+/bty8/Pv3LlyiuvvBIaGspyai9mPd+619srn7pH5/riaCc5GYTVQ2DVYCUUORF8MaEmFYU4NRtvLTehcXZ2liB7165dIyMjbW1tQ0ND3t7eaWlpLB0G8sLDhwQ+2PIAx4TCVFTETkgZISEhaOSneuNT9Tk0NDg4GA1IQGfySEL6YKu6ISEhrq6u6KESOjmKhEIXJ5GHu4eXp6fUx9dfKqVfFeZCXG8SExMRzZWbm4uALsylT01NDQsL8/Pz8/Hx9fb29vPz8/Ly9nBzDRG7ldraz1hYHeRyd4eHNeZuqS+vaGqq7+/vGxocGh4e2bFjfGRkpLevV9Yr6+mRdXX1AKmbm5tBx9ra2giSEBLCkmvWK8KKJPizkhuE6C1gAiDb19cHaEtMTJRKpX5+fk5OTgEBATk5OZhNFxkZ2dvbOzIyAnwkNQanJdQeaPf0zqxfhSQdkvt7e3vJqYLzGTSf/iPAfYA1rkxsuzbd/LE1cGoLwmeCSx19WdA3ODo6iq/J2NjY3Nzc8ePHz5079+abbyLXELEq169fv3Xr1t27dxGMhWysHxcWcBzM+pVXXiFajcariIiIp/Vqf3/0f7m5uYWHh0MaImEKfx3cgmzfvr2jo2N+fl4oFHI4HKRoaWlpIeKZvMNYBgYGtra2jo6OGzZsmJ+f37t3L4fDSUxMPHnypIGBAXJQly1bdufOnczMTAUFBV1dXTMzs08++cTFxQWBUxwOp6ysDJlKubm5H330kZaW1uDg4C+//KKgoIC8ER0dHbR6czic6enpjz76CCVljOKkSfYXL140MTFxd3f/8MMPjY2NV65ciWaWzMzMJ0+eREdHr127Njk5GXF6DQ0Np06dUlVV/eCDD2JjYzkczuTkZEtLi0AguHTpkomJiY+Pz6effrpmzZrNmzf/13/9l6mp6fr16xEGW1tb+9lnn2lpaZWXl1+/fl1NTc3X1/fmzZtisTgrK+u3336zt7cXi8Vffvmlt7d3QUHBF198sW7dupycnL/97W9cLnfDhg0WFhaIuNHX17ewsLh69Wptba2Xl1dLS8vatWuPHTt27NgxsVj8ySefDA8PW1hY/Prrr+fOnYuOjv7tt9/OnTvn7+//xRdfHD161MHBwd/fnwRrwu7/BaxJD6H7ZTlmTVyYzf1g7R9s2xvxa5Zcs66PxQo1S6hpYCOmfAGpadzX1NTU2NhYW1vb4OBgZmZmSEgIBsQQCvv5+UEJwTwX7If6Qb49KhJC3AgMDCQvB1QOEqPxWqlUinhlONiBQQEBAfiUvb29YZYMDAwUCoXIx0HHgZ2trYOdvaOjg7PI2d3NHcZ4vBaXAepWp5E06DpNTEzEQPvs7Oyysoqa6pry8vKKqoqiwq0luVtKwiPGHB2PGG3Y4eiQ7+oW6Cbx8fIWi939/f0D/QPDw8PS0tJqa2uHh4dHdzydr9rT04O/kUwmQ4UZvkAoA8Dr3oUJbVSkolIeVBFatIf+3GNjY5Sd29bWNj09XVtbi+GhycnJ8fHxmzZtguifk5MzNzfX0tICpCPdHHDPdlcSwhKwEn0eXpgqRyctpZoMMNPm8Cb0huRyIXAnMQdaH9gG9oOpgH2jHgMNamQhdRKHkWpPT/Ha0dHRmZmZPXv2HDp06MiRI8ePH3/llVfeeuutS5cuXb16FaPrMUgXBcb3338/KCjI19cX80XRxwjN2tvbG5d2Nze3wMDA8fFxfGKwupMbp7e3t6OjY9euXTk5OegSRMedlpYWrDg0EAv+HCMjI6Tsm5qaxsXFvffee+vXr9++fXtpaSmHw1mzZk1TU9P27dv/8pe/VFRUQLsYHBxsbm7GdlBQ0MjIyKFDh+7fv8/hcPAl5XA4Pj4+gG8QLBx548YNZWXlqKiod999d3x8nM/nL1u2DIVBDoeTkpLy7bffDg4O7tmz58mTJ25uboqKilAtcnNzP/zwQ+Q97dq16+rVq319fa+//vrPP//M4XCampomJyc1NTUvXLhgZWUVHx+P99m/f/+TJ0+cnJx4PN6FCxeOHTsWFhYG2SQ/P/+jjz5SUFDYunXrxx9/rKSkVFRUhH/C0tLy9u3bNjY2uPBoaGhYW1vfvXvXw8NDKBS+8847J0+ejIyM1NLSQhy2lpaWl5fXnTt33NzcdHV1jYyMrKysvv7667KyMiMjo3379l24cMHMzOzWrVu1tbXW1tbffvttQ0MDn8/fv3//hQsX7OzspFKp97NLXrMmFsOqkGzRiSj24EJUG9UDiRSzDhCqKLKLLCWE9Tt27GCTQ1iklgNrYtazs7NykD09Pb1z586urq6RkZHKysp169YlJyeDekCdoO772NjYtLQ0FsfZYqOc5Q4YTdIHSDSYNXqKiFaDTZOJ3dfX18vLC3BvZ2dnZWVlb2+P6RI2NjbWT5etra29g70DxgKJxWKJxBMQj+IvVTspfIp1E4aGhoaFhUZFRaakbC7cktu3rfRISto+K+4LQqeXysvHW1s6mpqrKiq3FhQkxMdHR0cHBweLRCKxuzg1NbW+ob68vLyhoaFXJqurqwP/Ghsb2717NwAIscjQc4HdgHIAQd9Cw0UvM52EYHpgYAAAh8Vi3/j4eH19PbyPFGSIsT79/f1dXV0dHR2kn+BU6ezsbGhoqKmpqa+vr6mpKSsrq6urQyguxlTW1dWhkwjjNjASBVIAQBxnKYl7UFTAvomOsL88YT3Qf2hhqsbAQqfYYj2Q1fqGh4fJzkT3joTjQHny4bDfLNyjjI6Ozs3N7du3b25uDnMU09LSSAZB6I1UKqWSeFRUlJeXl5ub2/j4OP7XlENA3H94eLi3txcVP4y7XLVqFSpy+vr6qDHSzFldXV2UFu3s7ExNTU+fPl1aWnrs2DEzMzMNDY0rV66UlpZ6e3t/8cUXAGs/P7/jx48DqWtqat566y13d/fW1tbvvvuOw+FMTU0BrGNjY+/cuQO2e/DgQQ6HExUV9ac//QkzZVRUVEpKSh48eMDlcuGT43A4ycnJ3377bVRUFOatoMwIgM7KygI953A4MzMzb7zxhp+fn5+fn42NjZqamqmp6dmzZ3Nzc+fn58Hlr1+/jmZ9kUiExquVK1dGRkY+evQoNTUVtwLvv/8+h8MpLCy8cuXK8uXL8/PzP/zwQ0VFRTs7uwcPHvD5/MzMzD//+c8rVqywsbG5ceOGl5cXkhISExN/+umnjIwMJP3q6uqKxeJ79+6JxeI1a9bY29ubmZldu3atqqpKS0vr2LFjZ8+etbKyunnzZmNjo5OT0/Xr1xsaGuzs7A4dOvTqq6/a29sDQIjz4VGeWcvNTsQGe2PVv2gWAcnWY2Njct5nKiHKGUioyYVqicTK5SqKNKeRNBBA89zcHJCaNmZmZiYmJqDN9fX1hYaGIs4UFJgMG6Ghoci2Bg6yizWQAGSJXEO2BqwHLixWm0avERYixpFaK5FIbGxsBAIB8hZogjKfz2cmKVvTLE4Mt3d1dRWLxTBg4iYIDB2XAfYX8PcPkEr9fH19AtzcUwS2o/qGB0zMe3iCgsCArM2bi7YW1lRW19fVtbS0yGS9AwMDIyPDfX19DQ0NFRUVRUVFGEWRnp6OC090dPSWLVswsaK3t3d8fHzXrl2o7OFaCF0LN9dYhHRoqiQ3AtFhkkRQ/Zuamurr6wM9jIuLk0ql6enpKJwePHgwLCyspaVlx44dQOru7u7S0tKSkhLE+xYXF2/btg0x7aWlpdguKCgoKSmpqKgoLCzcunVrUVFRcXFxWVkZctyrq6vb2tp6enoQrvJcHwuhM8nu+P3pjnBgISeaYBpXI8jflJTCVmXIjSp32g8PD4+Pj1OBHbIJoJxKONCRcNOASx26gZKSkpCoGR0d7e/vHxERgUlR0dHRgYGB7u7u+IThFOpb6Hjq6elBC4yLiwuHw4HCoK6ujngN0GrEAACv4QwBt3B0dNTV1W1oaHjw4AEA18DA4NatW3V1dU5OTg8fPmxsbORwOI8fPx4ZGYmLixOLxbW1tV9++aWPj09ra+t///d/L1u2LCoq6vPPP4+NjT169OiTJ0+WLl0aEBDwySefJCUlHT9+vKqqSkFBAfX/bdu2ffXVVzweD7XElStXmpqavvjii42NjYGBgTExMTARYjzjtm3bbty4AQd0UFDQm2++iTSlqKioNWvWLF++fGpq6uHDh1lZWYqKijY2NmfOnGlqagoJCUlMTFy/fr2trW1aWlpiYuLXX3+dnp6uqKiYkpLyww8/bNq0CQLO6tWrnZ2dv/jii+rq6r6+vidPnojFYvhKGxsbJyYm5ufntbW1XVxcsrOz09PT8T4aGhqmpqbGxsbm5uYvvvjivn37qqqqOjo6dHV1R0dH33vvverq6qtXr+bl5QmFwp9++qm1tdXBweHx48ft7e12dnanT5++cuWKtbU1/Ajk23uODMIaZoHUVF8i1GbFENYcTVbrHQuzYFilj05lOb8H2/Qop37IKSGLaTXW3NwcPU5OTkK2xi1bVFSUh4eHSCQigS8oKAhnPFImyNFBGjS5pGkB4oHFZNcDaAYFBaEBmtRqPJVKpajnent7A4wROylYWHw+n8/jc7nW8F0CszHhzcZGYGtrgzIxLD7U5uTu7u7m5iaRSOD4cXd3F7tLPCTeHh4SH4lko4trNdf6hQ0me825BQ5Cfyehh9jN1clFJBKJxWJvb2+p1D80NCQhITY1NRXDlZubm6G99vX1YXhYdna2VCrduHFjQkKCp6enp6dncHDw5s2b4+PjCwoKQMC3b99Ot0GQOKDeUl2rv78fEgoV60heAKb39vampqYmJCSEhYXFxMSUlZWFhYWh9Ofh4VFZWTk5OTk0NNTQ0FBYWLht2zYkrwOCS0tLi4qKMFODsBt7cAwN3QC4V1ZWbtu2DXPRtm3bVlZWVl1dja4izFsAvAKmccLLUV3S3FlbFO1kbx1YwJW7oRxciMHCI+jzKDMJb3Ahi5i+VtgJfE9ISMAdYVxcHKzWfn5+kZGRXl5eKK5IpVKRSNTe3j46OgoVi0wgtbW1u3fvrq2t5XA4aCCE8RmQjRRmgDWQGnY0Q0NDzIoVCARubm5dXV0ODg7q6uoqKioikai/v7+oqCgqKkosFisqKra0tKBVFchYWFg4Pj4eFhaWkZGhpqYGTr19+/aQkJCcnBwNDQ0IIKOjo3l5ebBkJCYm7ty5c2BgwM7ODoEwsIIoKSlZWlp2dXXhfDM3N1+5cuXq1atXrFjh5uZWUFAAwURJScnX1xeGeplMhpc7OzvX1NTo6+uvXbtWVVXVxsamp6cHqGJoaOjq6gqQiYiIQFqvnp4eRjJ5enoWFRXByxEQEDAxMbF58+bS0lIHBwfE7E1OTra3t5uZmamrq4eEhACXYmNjNTU1TU1NEdikr69va2s7NDQ0Pj7u7++P/Kaurq6DBw8WFBSIRCKJRNLX15eWliaRSAYHB9PS0lxdXSsrKxsbG8ViMdge8JpQW55ZA53hDKNH1j/LWvqGmGZ0uXbwHc/OcyEeIXckC9NEq+VKi8/Fa5ZcE2pPT0/v2LGjvb19fHw8Pz8/ICBg06ZNaWlpmIQUFBTk4+ODvnOQEQAxVfZY7wfVD8ndgf3QpuVEapKtfX19cQGE8QPcBEiNxePxgNc8Po/7lF/zePynO62trQUCvkDAs7bmE7ij8dfBwcHRwcHR0VEoFMLu4+jo6CB0dBQKHe3tJXa2yabmQybmx0zMGgwMQwW2ni4isdjVy9PLy8vL09MT4C6RoFXKXSwWe3l5YY+Pj09AQEBmZmZFRQVuSqDS4oYJk+PLysqys7M3b94cGxsL8XTLli3FxcXkVh4bGyNZGTABUzPYa2dnJ4APJHfnzp3p6ekZGRkpKSnV1dVZWVkpKSmzs7Nbt2719PTcunXr3NxcXV1dQUEBQBkYXV5eDu5cUlIC/C0qKioqKqJtOeAG+y4pKQGIA8FxGB7LysoqKioQbQikJsY9sNAfBMGkfyEdhbVFLb5lZL2tcqIfPkxYwvHxAs1JZgGasy8ki+T4+Hh5ebmPjw8CUSFSI6MRnAN5Cc7Ozk1NTaOjo//23S/QrJ07d+rq6i5duhTt3bAqq6qqoi0F3mrk7sN2BgR3cHCws7Ozs7PDCHByN8tZ9+Ri9lgTHmw/FHpHzjwy83EWhnix7waYhntvzZo1sOhhoTGK3U8ti+y4AzS/4AD0wmhqarL/CuQU+gWoFxFtmeith0NGXV1dQUFBTU1txYoVqMdqaWkpKCisWLECY2U0NTXhCFy7dq2pqamBgQF1luNgTU1NHo+HMBArKytzc3OhUIjbZUdHRzi7YN2TSqUeHh7Ozs5SqZTtMidyLd8Ug9WxsFjIJhsASXtEJeSUDRavR59ddIAcoWbbEVkZhBWvWUMIYTRpIMDuycnJzs7OqakpjLOcmJjo7OyMiIjw8fEB1Pr7+2dmZiYnJ/v4+MB4BzkbZzyJHrRBFUVWlcZbwZAHgYIiV3x8fPBZw53j6OiICfYQQ/DI5XK5PC6X/1QPYWcnCwR8AZ8rEPAE/17WAoE1CLhAIODxeNbWONJaYC0QCAQOAr6Xqek2rXVHTU2HjYyT9A1crbj2tjZ2dna2tnZocBAKhbB2IogAxnuSVnx9fV1dXZ2dnUHkvb29YevOysqqqanBUKi9e/e+8MILJ0+ePHbs2Ozs7OjoaEdHB8bEgQb2LXi0gUFjY2MTExMQuABD5Nru7+9vaWlJTEz09fUtKChITEzcsWNHW1sbUm3j4uKampo2b96cmZmZkZEBLN6yZQuUEDwFa8bcI6Dwtm3b8vPzty2s/Px8PMVhuJPAYeXl5dhfWVlZWlqKKUpkfIIET/eOrAwCowgt2k9cG3oI2/yFW0naz76WNJPBhSxivCGVc0hymZiYSE9P9/T0RDwIauO+vr6RkZE+Pj4U7uji4lJVVTUyMtLe3k7e8+bm5v3793t6enI4HHToUZ83QjlUVVW1tLRArqn1H6htaWlJiU5OTk7W1taUlwSsx5sAjvFWqqqqy5cvp7ZD7EHAHrW9kI2a8kuRukdBS7gqAJTR8IKGb/RPURIT9Y6jrRwJHlgU9IEGRRrsqaOjA3WexHrsoTAmkuzJyIjmFwMDA/S5oAwLoQN7jIyM0PZiYmICmEYjDAY24sYamaiOjo64J4Yhz9PTE0ABWwFhCOwJhC1EruXBGkUk3CFSghptyFmw6YRjm87JGSIH2SyVpsCQnUxiKsumgdEsgu9aWNQRQ9IHydZA7ampKdyMd3Z2SqVSTF+k4EEIvpGRkZCESOUg9QOCCTg1gTvpG5jsAHxHNYP2U4g4udlxkXRycrK3t2eLiguCNY/L5YJoQ8XGIyCbzyeiLRAIbPh8a4GAzxPwuXwej8fj8bg8Ho/Hs+ZyuXy+ldDcLFxXd1hf/6yZWZ62jrexiQOPJ+DzBQIbgcCWODsuGDhvSGMhiRyjhtjzw93dXSwWu7i4ODk54X8hEomAEVu2bGloaEA18siRI4cPHz58+PCJEydOnTp16tSp06dPHzt27MSJEwD3kydPHj9+/Pjx40ePHj1y5MjevXsvXrxYUVGxYsUKtCbq6+tDJd+4cSOSbLdv397Z2VldXV1TUwPkzcvLy8nJycnJyc/Pz87OLigoyM3Nzc3NzcrKohlIubm5W7duzcnJIbAuKirCSCSANSZJQ9QG6QZbb2ho2L59OzQQ6iXBYoGb3WAXSSIDC1N12GoNdcMTOtP1DBIzS8nlTFN4t/Hx8by8vICAgMTERBg6/f39fXx8oqOjUcFG5dnJyamsrGx0dJTiClpbW8fGxurr69EqAh6NBkK4QdDnTYI1ZX4aGBhoa2ubmpra2trSTaG5uTkoLdoOKZ4JfSVYlKtH0XrYYC8S2MYG9ZoD1hHxQXhNuEyNi5R9ShhN6XrUXE6ZTWx/OaWkEo5TxyNoNW1Q+gctZDPJxekBuNH8AihHuAraXhADgtgmPp+Pm2NHR8fFtSjK2AMiE3xjAz/CT+VlELThEl7TNpvGRzeJVGNkkXpxnBNZRNh8D7YrXS5AFZBNHTFyeoicEiKnX8/MzExNTZGRwMPDIzg42NvbG1etgIAAEp2BueTMCwwMRFGRLSdSRyIgm95kobL3byWEKCp1HAG+3d3dXV1dkebu4OBA/Jqkatpgny5efD5fwAdScwmw+Xw+j8uztrL0NNpQvH79QXPLIe31ETq6jmbmNlwewJ+3sFj+zv5DdOVHypKDgwM4OGJ2cXHCvQVWQECAp6cn/kdoR7azs0tKSiopKSksLEQ0YHt7O1XGUEBDNAeMDS+//PKRI0fQ5otL1Lp161RVVaOiorZu3ZqQkBASEoLC5ujo6NTUFGRcaK+NjY2dnZ1VVVV5eXnV1dUIWWxoaKitrc3KygKmA52xUVBQkJ2dDeCmQXYFBQWQwqurq6GEjIyMAKap/YdSXuV06oGFjhhC2P7+f6cPUomSSAxeRYSazFTUnkM4zoI1Cdl4z8nJyfz8fEdHx82bN2OkGc46SNXgHGFhYRiyDOUKv39TU9PExISOjg46j1QXFjgvwFRtz/9RVAAAIABJREFUIZ8WgRgUxwy/Gs5YKysrBwcHLpeLMZsQvoHCLEzjka4EyH5iM5tYpGYjUilvj/KbCLVZvGafEl5TWtNqZlE+NcVby+G1JrOAyABrGj5HSE0iPhJsKE0FT4HUCADBOF0I1kBqLpdrZWUFooYkEMgdEokEBSEK/aC+ObklJ4Y8A9bIBkLmPUaysjl8coI1nZGLu1qoTZwNXaJmGblIa4AyW12Uk7BJxWb5NdlCCLKxga93U1PT+Pg4mhVxmUJ5EMhLaR4QQJDagT3ksiA5G2ZqfCvQO078Gl5IfKyg0sgSgREQqoi3t7dEIhGLxW5ubi4uLuDaQqEQWjY8108dIQuk+7mobS3g83k8Po8n4PEF/KclSmseX2RqFrVeZ0Rfb58VN3+dro+piYOAZ83j87hcMPd/I/sCZHMXfsQewB5JvxLlGMBW6O7u7uXlhY8LHvAtW7bgTEpLS0MjD6KyCgoKamtrkc1dWVlZU1NTV1fX0tLS3Ny8Z8+e0NBQNTU1Pp9vZWUFcq2rq2tubp6bm5uWlubt7d3Q0ICLLuAe92EkquzcuZN1xc3OztbU1CQmJmZkZGRnZ2dkZMTExKSkpBQWFoJ0b9myBQBdUFAAlk1OkpKSElREceMI/yKuDQDZgYUeGeqvgdGCdI+BhXb23oUArEGm+Yvl0SxMs+ZXOc8faz7BxWB4eLirqystLQ1G+5iYGCQQ4BxDJ21YWJirq2taWtr4+Dj6m1pbW/fs2RMYGAjdluKTAJ2kWigrK6upqSEYhCahIJzI0NCQLZzY2tqSOIv3IWgmpMYGZoBxOBz2H5VDZ3abxWu55CYNZhGJXozUUEuAyKtXr4amzA64oJg9NmMPmI5ZNuxsAbnPgeXRlKUHGYQ4NeqKQGoLCwv0lGPoImi1ubm5tbW1WCzGNC9PT082EBWoAqRaDNbUXifPrNsWFquEsOGZz/VZs0gtZ+ogawdBMFtRZLdZDWSxls3q14TXbAfj7t27p6enJycnR0dH6+vrd+/eHR8fb25uvmnTJgjWgFrqHadWFzLhEUwDx4OCgkhIgsRBT2kDH6Knp6erq+vGjRthckDVnhL+yJGNjx5yFSp9BOKAb2A3sJI4NWEsn88liszj8XhcroOVpb+BQYWe3nFLyyYdPT89A0dLCwGfy+dbCbg8Pu8pjyZQpg0rKysrKyvssbS0tLKywo+wn9CcJeCkuwmFQjjJ3N3dIZ5GR0dv3bo1NTU1PT19y5YtycnJMDujtt7S0lJbW1tfX19VVdXc3FxfXw8OYmlpiSKMgYGBpaWlvr5+eHg4pvykpKQ0NTVhWHBTU1NTU1NbW1tTU1NZWRmivZEf29zcPDw8XF9fn5mZWVdXh1JkYWFhUVFRdnY2iSTp6el4mp+fj4nRhYWF4N0oRba3t8OPSC5VCM1DC+kiuGUkck0Um2T6ASbLu38haAX4S6IKoTBwnxp5KIeECpKsRQS+kb6+vtjYWG9vb7hB3N3dg4KCIiMjQQjgOhWLxSkpKWDWICutra1KSkqIryN6y4beIYAJZjjc7INLUqiTubk5RDw+n+/i4tLa2mplZQU5BSIGwJrdUFVVXbp0qUgkKikpwTEkuZDoQboHwTRlpcqFoKo/uxbLIPTIAndRUVFgYKCysjLJI3ikWTDsRnFxcXBw8MqVKxGkB+2e8FpXV5cyp/CIWxB8aEBqKs/i5RDH8emhD87S0rKmpqa0tFQoFFLAHhnGniuD0DYNIpBP3QOtxp0sNbOxIXysCYRq3KR+yHFhilgiCMZiKfZzq4uE3YvpOesMQUMjMBqPu3btmpiYgE7X29tbWVkJDRqEGnf0xJdpP6CZ7HdAcJKqqa5IHyvAGrqhVCr18fFxcnJKS0vLy8ujMfLAiPT09M2bNycmJqL3DPkeaG+hMiaVJcHN3dzcnJ2dhUKho6OTvT2UE1tgN6N0c3lcno2VlbOpWar2+j0WFlNmpinr1rmYmttwudYCAY/HE/D4fC6Pa2XFaiCsXE7kmgAaG8BuuW0cD3zHnAuRSOTm5ubj4+Ph4RETE5OdnY15zBkZGbGxsRj1ixzX+vp6iBVVVVWjo6OhoaHq6uoWFhbm5uampqYoqevo6HC53Li4uIyMDHD28vJysOCCggL02W/ZsiUjIyM9PR0onJaWBtgNDw/X0tKytLS0s7Pz9fWFMTE3N5fEaxwGRRtVxy1btgC7U1NTi4uL0eYHBws5QPBdgJ4DvsLaQqjfhLCbrHIymYxgndQMIuAE7oODg+Pj49TES1Zr3DEMMW04O3fubGpqgqWSxjCiqOjv7+/p6RkSEhIdHY0/BKyrbW1te/bsMTAwUFRURJooeT8om5T2wB9Co0/AKIE4mPLl4ODA5/MlEsmvv/7q5+eHHkLgrIaGBjgyy4U5HE5OTs7t27fB3MmwgQonJaBiA4SX0BDkF78zUpNoeouGhgbMFfSGVEKk3GpMD/j44487Ojo4HA4FT+MdwLVJtkai3qefftre3g4LOQ3oIrBeu3bt4cOHL1y48N577126dOnChQvd3d12dnYffPBBdHQ0wn5jYmIOHTq0adMmHHD16tXLly+//fbbsbGxVlZWLi4u+vr677zzzgsvvAAfCLga0ANff7Z/gp3sBXwAfD9HBmFpNTuFgK17DD+bCsISatIrWEilpwTZ/0mnJgY98ayHb/LZ9GpWxQZG0yVhYmICBfG2tra6urq4uDjSl+HVg0hNHw2RaOodB6HGx0TyNEUy4SPDtS4wMNDT01MoFKalpRUWFsKxAPMv/GG4787NzSX4TktLS0lJSUpKQiBqbGwsbLNIKSGTiaenp7u7h6urm7OzyMlJ5OjoaG9vb29nRwUfG4G1iMvz1zdsNdhw0tyqUk/X39BAyOVZ8wXWAmsej8fn8QU8voD3FOKZThx59WMxXgOaiXGzNBxgDZFEKBR6enq6ubnFxcVlZ2cnJSWlp6dnZmbGxcVVVlaCDjc2NqKrsLq6enx8vLa21sDAAImRqMOguVlHR8fKyiojIwMjsSMiIrq6uqqrq4uKiqqrq2Gpht8O9LmoqKiwsBAadGZmZnh4uJeXl7Ozs0gkQmMRChXBwcGbNm1KSkpKTk7OyMiA8aOsrKy+vr6urg6dkFNTU+Pj49BAsNgCO+zD7e3t0Bb6FuYwsFhMT1lC089ERxFYk06Cfh8M4hodHYWwM7QQZkkaC6ovk5OTzc3NmpqaPj4+WVlZ6ERlm7OQDenh4REdHT0+Pl5RUTE7OxsfH8/hcBARB50akAryizIjFgbLglmT4VpfXx+BfLa2tpaWlmvWrLG2tr5+/TpyxmHZhjdOWVmZDd6DdS8lJeW9997Dv0I5fMhWxE5AM43Nxe+G4egcDkdBQWH16tVw+CFyD8mrHA5HUVERNJn8f2hPB+JjzxtvvAFfOdn10BIJSo66ItogFRQU3nrrrerqag6Ho6uri19VQ0MDtxfIIBQIBGvWrHn11VcPHz4MrcPZ2fnJkycXLlzAZIasrKy7d++amZlZWlpGRkY+fvw4IiIC31lkARkaGp4+fXrfvn2GhoY2NjbwYiFjD9qIr6+vg4ODjY2Ni4sLsBtlfwyUIbr9HM1aLtWarSWSVkjGD7mxAHJKBcCUIFXOmQf8JamE1TpYmZuVsLGHhWyWtuPIsbExhBfn5OT4+fmFh4f7+fmx8f9s0YzaDqULi9AZ4iwYNDg1eDTJ1u7u7kKhMCMjo7i4OD8/H/1ydXV1dXV19fX1tbW11dXVVVVVFRUVZWVlcJsVFRWB34HcQWNNTU1NTk5GrR9QFRoaGhQQ6Ofj5+PjB5e0h4eHxMNd7CZ2dRU7OYnETiIpX5BnaLTbxHzvBrMEPX03rpW94GnhHj5uHl8AN4gcs+Y+u+RoNe2Ug+/F8oi9vb1EIhGJRPCHIIwpMzMzMjJybm7u8uXLL7/88htvvHH27NkXXnjh4sWLly5dcnd3X7duHY/HQwUGE+pMTEzWr1/v7OycmZmJ5BYvL6/h4eH+/n52wCt04Y6OjuaF1dDQ0NraWlNT09TUVFtb29bW1tDQUFxcnJWVlZ6enpCQ4Ofn5+zsbGxsLBKJPDw89PX14Xj18PCAQzklJQX3juAciPjYsWPHrl275ubmhhcSVmGChmMEkVIAbvIy4wDWwsFaOyimgxKv8J8igRsQT95qbAOswbUbGhqCgoISExMTEhJiYmIooRc2L2x7enqGhoYiWaWvr48ILx4pRRqlRUA2VGYoyKDSa9euRWEN5ms9PT1zc/Po6OhDhw41NDTcvHnTy8uLx+PV1taqqqquWbOmoaFBV1fXyckpNjY2JSVlamrK1taWw+Gkp6d//PHHgGN/f39kRbi4uCgqKoJWa2hoLFmyRCAQ7Nq1q6amRltbW1lZ2cbGZmhoaG5uLj4+fsmSJRs2bKiursbb4h5uZmZm8+bNK1euVFdXt7W1HRkZmZubi42Nxe2CsbHx+Ph4cXHx+fPn6+vrORyOSCQaHR3ds2dPbGzsypUrgdfa2tqqqqpmZma4sF24cAEHGxsbo9XTz89PRUWF8FpPT4/D4Rw5cmRychKeQk9Pz48++ujq1asDAwPKyspZWVl/+ctfYH/09PS8deuWRCIxNjYWCAR2dnY4A8+ePXvixInR0dHp6WmpVCoUCpuamnp6eo4cObJlyxZ8RKdPnx4YGEAZbGhoqKGh4fjx46Ojo1BIUBJ7ZlKM3FivwWfT9ciZJ2fqYJVlOZsdbbDkGhgth91ynFrONCK3WOBmSfrOnTtBW5qamlpbWwUCAe4ZqauFHB0g0WTqIJsHa34kDYTiPkgJQa0gJycHRoiqqqr6+nqqytIULoxShMba2NgIEK+pqWFBHAiObCYoJ4gui4qMioiIDA0JDQ4JDgwKDAgICPAP8Pfz9/H2DvH2TnN0HDE2PmRh1W5mtsnWTuLs4uriCu3b0dHRwcEeHQ1wesCFQjo40W2WWVtaWrIaCO1nf8Q6Du3s7HC5io6OzsvLi4+PT0tLS09Pj4mJGRwcnJ+fn56e3rt379TU1N69e0+fPl1eXq6jo4MKDGZnABSg+kVEROA/jlGwlZWVsGODoeO0HBoaIk6Avz41uzc3N+OmEJl84ByNjY01NTVFRUVVVVX5+fkZGRkYsGJra2tmZmZsbAzPQ3JycnV1dX19ff9CHHZVVRVo74EDBw4dOjQzM0Nn2u7du/fu3Ts/P4+O2f3798/NzVH/13YmT2r7wlSE7QvRToTU1B1DIvXQQiIVxBa2TQav2rJli5eXV1RUVGxsLNJ6IeVJJJLg4ODo6GgYkJqamvbu3YvpaBg0LDeWBdIEO74WPyU7M2tc09TUdHV1/fLLL3F1/O2339zc3JKSkr7//nsVFRUDA4PffvvNxsYmMjLy999/T0hIaG5u/uSTT5SVlRMTEz/55JMlS5Z4enoODQ0JhcLi4uLbt29bWFjAmrJ8+XJjY+PLly8jKiA+Pl5NTW1ychI06P79+xEREevWrXvy5Anasv7617+2tbUlJSU9fPgwODhYS0tr165dcMJ8//33sbGxCgoKZ86cGR8fj4iIePz4cWFhoYaGBpAxNDQUfeTLli3T1taGWnL27NmxsbGNGzf+9NNPZWVlCgoKs7Oz7e3twcHBV65ccXV1VVNTw92GkZGRoqLi8ePHp6enoZ94eHhcu3YtJibm+vXrEokkPj7+xo0buEH09fW9c+eOj4+PhYUFMiRcXFyMjY3PnDnz448/5uXlnT9//vTp06ampu++++7vv//e0tISExMzOzvb2NiYlpZ27dq12dlZW1vbf/zjH8hg+e6773bu3Ono6Dg6OirfFENIDW16sdxBYD3BRC+xpJis0NCRWUEZLFtOD6HXspBNeE3OP/Zx8Xwvgu/x8XEUZGpqamQy2aZNm1CBoWANLLASotJEq0mPBkzT8VSc9fHxCQwMdHFxkUgkcPJu3bq1qqoK0RNsbGH/wpwOagahNDsahgsQh/kMjYKQWbOzs9PS0pKSkpKSEuPj4+Pi42Lj42JjYzZGb4yKiIyJik6TSltEokMmxrstLYqdhFESidTHz9vb19PTi0qXrgv+E5FI5OTkBPMJCSn/CbKJRJO0TYwbFUjeQqaJra2tm5ubk5NTXFxcfn5+UlJSamoqZGWpVIorBMpTuNdzc3NDCruJiQnCJFFpRJ0dbgeEOsXGxvJ4PLKsCgQCCwsLQ0NDMzMza2trJyenwMDAxMTEvLy8hoYG1B4HFxJIEOcEuRx/BZwVk5OT+/btQ0Zrf39/VVUVzG0VFRVVVVUZGRmAPORFpKWl5efnZ2VlUfdjcHBwYmJiRUXFli1bqqqqCgoKioqK+vv7MYyts7MTlvM9e/bs3bt3165dSBajuNT+hVxv8Gv4EYeGhnbs2DGwEO2EgymhAY/IRNy1a1dmZmZAQEBsbCxCCuFigv4DD5Kvr69YLD506FB6ejqHw9HS0lq5ciUKbuDOZMOQE6+xvXr1asymgnKtq6u7YcOGFStWZGZm3rhxw9jY2N7e/t69e1KpNC4u7urVq1BOrl27ZmNjExYW9vXXXy9btmzlypX37t3j8XiRkZGffPKJurq6srKyiYlJSEhIRkbGX//6Vw8PDwUFBYQ0JSUlffbZZxg3A4eJjo6Ov7//xo0bERGloaFx//59Pp+vqan56NEjkUjE4XCQo83hcAwNDYODg2NiYr766qvy8nItLa379+8LBAIOh/POO+80NDRwOJwNGzYgffPrr7+uq6uDir1q1SobG5t79+7h4Pfffx8vv3v3blVVVVxc3OPHj8G14c8zMjJaunQpwBqXNLFY/N133/H5/JaWlldeeWXjxo0AawMDA4C1n58fiih2dnaurq4mJiavvPLKuXPnDA0Ny8rKvv32W0tLy9dee+3kyZMoBkil0vz8/LKysosXL7799tsCgeDOnTttbW2mpqaHDh26ePGipaXlL7/84i+XuvdcmGY90ezGYrlZrilcblCAnIo9+Wy03tRCHgiLvxMLmauLXduLfxOSQfr7+zFkFnflAGI2exp7sMHapck0I+dOJ4teQECAs7Ozr6/vtm3byK7b3NwMZysK/UPPJguyQiQrbhKa06hyAE1lZSXoNtSSnJyc3Jzc7Ozs3Nzs7Ozs7KysLSkpHdHR006iQ6YmO8VuhRHhSdEbN22KiYiMDg9/Oq4sODDUPzDIL8APFWdPT09Ei6DJBQQcea1kH2RrmKx4vfgpMWtXV1dXV9fw8HDKpIaqExERAYcMpGTk8woEAnQNIOZGW1sbFihtbW0nJ6eUlJSIiIhNmzZhtDGfz8dAGXTNoJd33bp1uKMnhRTzpdTV1fl8vqWlpZGREcVKoKUNzJ3P5yONwcPDIzIyMjU1NTc3t66ubnh4+JVXXrl8+fLFixc//PDDGzduYCTjL7/88ujRo88+++ytt946d+4cBjZ+/vnnFy5cOHHiBHJca2trMU+roKCAQhwLCgo6OzshlQwPDwO1Z2dn5+fn6bQfGxtjfSOktEC2ZkPeQcCHh4dnZmays7Pt7OzgMqLaOILqgdoSiSQ6Orq+vh7EmZoDiVyTK4O6UcjCgZ3QQCBbo7y2YsWKvLy8P/3pT2ZmZk5OTnfv3vXz80tNTUWCqKam5vXr1wUCwcaNGz/88EMFBYV169bdunWLwHr58uU8Hu/FF1/Ef/P+/ftQQlCETE9Pv3LlCv6ay5cvX7t27e7du+fm5tra2q5du1ZUVKStrX3nzh144G7evInYkDfeeKOqqkpJSQn3NG1tbdevXy8oKFi3bt2dO3esrKyWLFly8eLFysrK5cuXHzhwAHz5+vXrJSUlHA5HR0dn5cqVjo6ON27c4PP5SkpK77zzTnFxsZ6e3s8//zwxMdHb29vY2Ojq6grlGmbqpUuXHjlyZNeuXXD+icXiW7duOTs76+joXLhw4dy5c1evXkW1XCqVfvvtt35+fkjCcnBwAFi//PLL+/btMzMzq6mpuXv3rpWV1auvvrp//350FE9PT7/xxhsTExNffPHFuXPnrK2tb9261dDQ4ODgcPjw4TfffNPc3Pwf//jHM2BNuodcKhPBolzRT044ZgWQ6elpkAsWsmkWl1zVUY5Zy3FqylylfD6ycpNUAl0FHB/JcM3NzR0dHRBAw8LCCJGB10Be0BMIINQpDg5Ofdhg1gBrf39/e3v7kJCQ0tJSGL/q6upwkw7hkr3I0a2xXFQmGWnoJndgIREUkN3U1FRXV1ddXVtRUVFZXkGrvLykvKysqrSiYWvh1MZNM6aWu+0dh2NjSzIzcjMz0tPSSPtOTEyMi4uPiYnduGkjkkjp643q5b/Zt6uri4sLqDes30BwVi1hpW2qVUKz9vDwcHJyioqKysnJiY+PT09PT01NBXJJJBJkTolEosDAQLFYjA5mYtNQRTds2LB27dqwsDBkNGM6RHR0tJ2dHYwiBgYGmpqaOjo6lpaWoIHA99WrV9PMVg6Hs3r1aoiM6urqMDNgHCqaj/FCtGkoKysTnQQ9tLS0dHV1hd0C9WGYshsaGkZGRlpaWqqqqpDRipGYvb29J06cuHTp0ksvvfTVV189evTom2+++dOf/vTiiy8ODQ21tbVVVFRg2mdSUlJGRgZ64ru7uycnJ0GT0ck5Pz+Psx2cmi7q7BcQnUEHDhxITk52cHCArQipIIiKxG+OuPa0tDQrK6ulS5ficsU2oWB0loqKChoOIYbAuoe+FcjWUELIYqypqenv73/79u3ExMTy8vInT56gRE+R/E+ePOFyuYGBgb/88otYLE5ISPjzn/+srKyckpJy48YNDocTHR3966+/rl+/3s7O7o8//nB3d8cfa8mSJSKR6KuvvvL394+IiAgMDNTS0vr9999DQ0NVVVUfPXpUVVWlqan597//nc/nW1hY/PTTTw4ODsuWLfvoo4/q6urU1dV///338PBwHIwuzc8++2zbtm1ubm7//Oc/y8rKVq9e/ccff0REROCYpqYmgLW6urq+vv6nn366bds2d3f3f/7zn5WVlUpKSq+//np5eTmGv8CHB+uekZHRkiVLzp49Oz8/j5Fg7u7ujx8/lkgkampqsbGxT548efjwIV7l7+//+PFjqVTK5XLRJywWi42Njc+fP//jjz/6+fmdPHnytddeMzU1vXTp0qlTp5ydnd3c3O7evQv144MPPnjvvfe4XO6jR4/a2tpsbW1PnTp1+fJlLpd7+vTpZ8B6eFh+VLmcRsE+ZdVnuXYVdvgWDQegnXL+DVYYYUuLBNl0zWDHnLMcnBWscdjg4GBLS0tnZ2d+fv769esRiEp+arJOUy0RQgcAmkqIZFn39PQEp3Z0dIyKiqqsrCwoKKisrMQ9OFrdqAYrFz1Il5PxhWkMhOMjC8PMIFACr+FGaG5ubmxsbmxoampohPje2tLS2trS0tzS1tjU19w4lpw85ibZl5nbv62kqrikvKy0uHhbYWHh1oKtMBHn5ubmZGdnZWampqYmJSUl/D/OvjMsqrPrOlZEOmjEroA0UaKoKGJAiiCoiFGICtgRI8Roil1jQVQE6czAMANDbxZULCBYAAFFxF5BAUGwl5jHJNeV78d6Z3+bM+j7fN/9g+swDDPDMGfd66y99trz5yO+igZIkgGGjIOE4IBvOCuQbUJ1y5GKUFfYrhFq6ObmBhlk8eLFS5cuRXLWlClT7O3tUdSeNm2aiYmJkZERlGKoe8OGDUM4w/DhwxcsWODh4QFXg4eHx/z5821sbDQ0NODCRsuMvr5+jx49MDFPX18f3gAM0u7WrduAAQPMzMwosYEGS2PSLo4R6QBqj68waSHWR1NTU5BJ9OXVrVu3/v37jxs3btq0aX5+ftu2bUtOTj516lR1dfXVq1dra2tv3Lhx6dKls2fPZmdnh4aGbt68GVfZnp6eUFEOHjwYFxeXkpKSkZEhk8ny8vIyMjKOHj2alZWVnJyMpgEYRcRi8caNGynSmoYZzZgxw9HRkUrlCxcuRJcH/G3qiiEDqOmh2MjFEGxdEEMwCxHBIHp6etRaraurGxgYWFFRsXv37szMTE9PT319/bVr154+fXrjxo3p6ekGBgZz586tq6vbvn376dOnHRwcunbt6ubmJhaLVVVV+/Tp8/vvv589e3bLli1xcXHjxo1DjREFxhkzZpw5c0YqlZqbm/fo0WPZsmVnz56F+DN//nw9Pb28vDwjI6OhQ4fm5OSYmpqqqKhERUUtXry4e/fuK1euLCkpwZ1xy9SpU4uKijCYws/Pr0ePHgEBAaWlpdHR0Qh67N69O5x8ampqU6dOPXPmzP79++kBx4wZk5GRUVJScuHChQULFvTu3RsJIYMHD1ZVVd2zZ8/mzZvhJLGysjp06JCVldWgQYP69u27Z8+eY8eOwXONmWfffvvtyJEjAdY2NjZmZmYxMTFpaWn5+fmnT592c3OzsLAQi8Xh4eGTJk2ys7MLCgq6ePHi6dOn0e77zTffnDx5MigoaNy4ceHh4UlJSePGjRP6rJUd08pImvAZZx7dmfNo3ltIt+CAwzQeJIG1L5ImHs8GGgiYPn+RXDwRiUQRERFoytiyZQuQF24nGELwySY/NckdQHBcVxLLhgls6tSpY8aM8fb2Xr9+PQpWkD7gliEqJBKJ6A3k/UEQZ9CGJ1IMfad8eupbg+F37969GLW1O3h38J498JNheg+y8sP2740P2SPbvSd6x+6w3cG7d+7asWPH1m1bt23btmXT5o0bNm7cuPG39et/+fnndWv+x3+CqWAoAPr6+vr6+mIs77x58+AdhAWFnItovCTfN5QT4t1IhrK2tsZ9pk2btmrVKl9fX/TFLF682M3NDe2O5MVGwM2wYcNMTEwMDQ3hkEXIpI2NjY+PD3ZNzCP+7rvvHBwcELgD8dTQ0BAxFLDiDhkyRENDAwNSMVAVZgDUKhHQjOZgYDcuZvFQsKAMHToURhTJCQoVAAAgAElEQVS8MAMDg8GDB48YMaJPnz7du3eHutK1a1c8PvcmU/MeeD2Hb+wNAwcONDMzs7e39/LygjWwuLj49u3bjx49un37dk1NzZUrV4qKig4fPpyUlAQH+urVqxctWvTLL78grgSzAmQyWWZmZkpKilwuP3z48ObNm52cnNzd3efOnQsqOm3aNDc3N3y8wbWRxqeqqqqpqYlcUFxAEMWmGiP9RaDbampqoNt493R1dZHoBEMIMo9wlWNsbIwiIZnqIGjU1dXhuHv37qqqqjDzQWbhbxFd1mCRdQ+vmQ/bxRjGr776CiY/HOjq6nbp0kVFRUVXVxe/i/+Rqqoq/l68ANyCVGvc0qNHD+wc1A6jqamJYbs9evRQV1fHnt2zZ8/u3bvDy0gtQti0MKUX9ZUBAwbALjJkyJDhw4djazQ0NBwxYgQmDyCGgQeooVZE9Rt7e3tEO6CVEcNzrayscK45ODgg9cnBwQFlp05S9zgUcn2D8DTxM0sggAji8fAVqggn13xCOTF3ccdmdL4EmozAl00HoLT79+/fsmXLhg0b/P390d+F3vwJEyagSEhOD8ppgtwBvR+thtT2MnHixKVLlwKpN27cuGPHjgOKmX5wyAB5BVI+bWxU3YqPj4+OjqaLAKLYERERfDQtKDbUT3Lm8n7RmKiI2IMHoyMiww+EhYeF7Q8N3btvL35rb0gI5JTdu3dv37Z98+bNmzZt+vXXX6GDr1y5EoYT9LAsWbIE/mgfH5/58+d///33GAKJme4w8FMzPVRva2trBB3gM2dnZ+fi4rJ8+XKyMy9fvnzGjBnIRbG1tZ02bZqhoSE+1oglow4xiNHIIULJ19XVFQMGHR0dcZKgDXr48OE6OjoI+dTW1h40aJCGYiR2t27d0DPdv39/AwMDXMXTHFhcyVKzAxofQIJwN6A5qduQUBGV2b17d3ROd+3aFcIuRWGQE46LDDghR4wYAejv168f/L+4MnB2dkbDzu7du0Ui0aFDhwoKCioqKiorK0tKSi5evFhdXX3hwoWMjIyoqChEA65bt27u3LkBAQG//fZbQEAApobi7YLfHx2k6IvBt66ursh3hksPbmhSqAHTKioqFJVHgR5qampaWlpwO+A9xHvSt2/fYcOGIXsPzdNmZmZofkGDSZcuXb7//vuysjKeGUKebrxL2tra1AHIexeBgPgpumDwmBS/h2hTVCBwT7Qd4gAdMeiUQYMiKTloNIe5BU3k6DIHWMMQAjjGpxH3xEdl8ODB+PPpw4NdH+UT4PWwYcPoog0wjVhU5Fbj0hNjy3G+QJtG4yJOJeQIQS20t7dHGwc67zC9BOF8uLjvZGAuib9cjCZUxe0SpYUbafKWRDEpkWd3kHLNJRF6TDwLnpRjMS8zCmzX/BXiBXBVBIaQ33//ff369TCienl5bdu2DT1pyEflXYvwqxKhRhITYMja2trW1vbevXtZWVkrV67cvn07CDUMsCSdS6XSvLw8XjWl9y0+Pr6iouLly5cXLlxITU3Ny8vjajuY9YEDB/Auwcn7+++/Ixr/QGgoSk+kqHR4Z0QiKJ7U9kZSOBxj8ALv2bNn586dO3fuRElNLpenp6dnZGTExcVt3bo1PDwcWRmIOtq5c2dgYKCvr6+Pj8/WrVsDAwM9PDw8PT0xQQrbGw2wwLWIm5sb0q7BrJcuXTpr1ix8HB0cHMaNGzdw4EDkRhKt1tfXhxg9fPhwb29vAA00GfTo29vbQ3oeOHAg8syMjIz69OnTtWtXoDyYNbwEmLGNdhsaUkXMmrqBcRLS/CpQbOwi6NMZOnRonz59VFRUwNm7du0KHgfW2bt3b6guZFUG2Kmrq6uoqHTv3t3c3BxxXWBJoE64BU1GxsbGhoaGSNTELVCcPTw8/P39t2zZEhkZmZaWduLEicOHDxcWFubm5sbFxeXn5x86dGj16tX6+voUaY0YWwqSdHd3d3Z29vHxodxqugggk7WaYuwAQSohNa4eNDQ0KP8IBUYY+AYPHozSBWoVlpaWX3/9tYqKCjpTSPIWJDrxBD4eDMIjQah4AOAmuabTjnNBhBPlgVDqHi3K3hPkN9ExpTgB2Sl+D1/xV3OwprA9LJ4KAj0NeA3TFKRCHosGMZBGiEzpuIDXdp0t+46rA1gLdA/Ol5X9G7QSFI49Yso8cpoOKHGJy9Zcvyao5SoHZ/oCNt0p36dfCQsLg+3czs7u66+/Tk1Nff/+PUAKllUnJyfwa0FXPkUXuri44F1es2ZNS0tLZmbmr7/+itF50KahKiYmJsbGxh49evTDhw8pKSlisZhEHhzI5fJ3794dPXo0JCSkrq6uqamJdBIYAGJjY3fv3l1eXl5fX793795du3YVFhampaUhOxBATJso3vLExMSEhKT/0YtE//Oe0PuGLQTKDMpWuA7YunVrU1NTW1tbeXn5lStXTp8+HRsb++bNm9DQULSDh4eHNzc3BwcH+/v7h4eH//vvvzU1Nd7e3iDgMNXRgO2ZM2fCbGdnZ+fv7w+eDs162rRpAOtvv/0WTV9mZmbGxsZmZmYo3ejp6Q0ePFhTU9PCwmLevHlOTk4QqbAHoN6rpaU1YMAADN2gmGDgvoGBAXB24MCBQIQ+ffoMHDgQlBaSKw+3xAF5S/C7AGgDAwM9PT3kxAMCNDQ0gNHdu3fv1atX9+7d0T4HDCIrhRpLjFNXV+/SpYuhoaGVldVIRc4tGBbsktCRwLBwmYKz0cbGBrUBCwsLIyMjQ0NDwKKFhcW3337r6urq7e0dFBQUHBy8du3ahQsXLly4EDMYUR6n2Bnkjnl5eamrq8PIDGLLGS4hJlAVOIt6IyqNPXv21NDQANNEUZdG6OJ/N2rUKBMTk1GjRhkbG2PTItCnx1FRUSHCLkhM7RS1KWyPZzlRSAiP3wM6UxIIx27CaB6UqpzipJyS2lexKG+PGs0py4mUEBxQMio+SPg0GhkZGRsbUx4DaDV6FAHWArzGAlgjMRWMG5+Kz8F3B7DmIrJA3+CwKNCs+S2kfnBOTdnTpIfw6bcEbQK7Hq8ZciOKsurCXxUJxOHh4Tt37tywYcO2bdtcXFxEIlFZWRlCme3t7d3c3Dw9PcGpZ8+eDVcfBFPkXzs6Oo4ZM8bOzm7Xrl07duyor68/dOgQ+iZkMllaWhpmEkoU5nGZTHbo0CHUhVJSUlJSUrKzs6VSaUJCwpEjR968eXP27Nnk5OTMzEy0QmHJZDKJRAK1OiEhISkpCW177e3ttbW1MTGx0ZFRInFCenomtgEuNCUkJCZLZShG4Z3Bo8HSFBcXh7YUmt2DGSJPnjwpLCz86aefNm/ejJT6R48eFRcXIxOmuLj4ypUrGzZs+PXXX8+fP19RUVFfX79z505kdPj7+6M5ELx7wYIFaJ2fOXPmYoUXZfHixStWrEBmhZOTE+zS0PJQAET9ChfXGhoa5ubm3t7eUGCxXyIBccKECVpaWgh7MjY21tDQGDhwoKmp6RDFGjRokJmZGSIujYyMcKYNGzYMsjXYNPCaWBLURvwUrdWDBg3CEJBu3bqpqalBfMTJDBlBV1eXRp/06tULWjagR1MxIgtx+yoqKqg3WihGTJDNHDbHsWPHwnWDkxZx4Zit56QYNmRnZ4drYTs7O4iVGN1paWmJ6c8TJkyAVIULGnTn2tra4vPs6OjYpUsX0jeoiqimSMjjkdM4JkUex5qamtQXA3EA75iBgQG3AxkbG+NBNDU1gdR4QGxplHCtypYyXpNlkCM4QTZgmhYfO0CojVsIpmnRP5HfSAIIJVnTgAJB3h7Ha9rplZOsBcwa+xlCK0kDwQQSIDUW8BqVfJrPB35NLFtwTKsTZq3MoL+gVguW5H/Lm+aSCNesE5ViQxJYN6PgNXSqj3OwBmlF3vFPP/3k6uqalJRUUVHxzTff4I374YcfWltbMSX63r1727dv//7779vb2zMzM69du4bGaCcnp4KCgubm5nPnzj1//rywsDA4OLi4uLi5ubm1tbWmpoY2G7FYfOTIkZcvX8pkssOHD79///7GjRstLS0NDQ1SqbSuru7vv/9ua2srKSmpqKh48uRJeHh4ZWXlixcvampqXr58WVlZ+fvvv5eWlj569Gj37t35+fnw+Z4tPiuOF92//+Dx48ctLS2QWaRSqTRJmiSRpKam3r9778mTJ62trfn5+dHR0U1NTY2NjQ8ePGhvby8rK7t3796bN29OnDhBLprw8PAnT54Anc+dO5eUlBQVFVVcXNzU1IRsuQcPHhw9ehQpdI8fP05KSqqtrT19+jRMir/++isEE/RbIllp8eLFP/30k5+fn4+PD8j1kiVL3Nzc7O3tLS0tUccbMWIECCPNT8KnH5eiEydO/O677zB43tXV9dtvvzU3N4fUO2jQILTDdO3adciQIbBaDx06FJLCiBEjtLW1SSMePnw4Wh709PT69++PItuAAQNwVuOMpVmxWlpaPXr0UFFRwRX3sGHDxo4dCx/VqFGjcFJZWFigVIWTXEtLCxmhkF/gQqGr/p49e6qqqmK0irm5OTAaNSU42akqKyBWSIqAUoljnkkPacjFxcXb29vJycnOzg7vFd4uiiGbNm2at7e3ra1tt27dsHNoKIYMwKVH31J/OdAZnJrki549e2prawOmYVSncbrwcZLdXktLi+aE8YcSjCPgIdeURkJgTWI6ATdn3ESxiVxz1FaOsebrcwKIIMyalBAetkecWsCseeXjCxrI/53Dp5jvAby2USzCaL7olimfX50way6DCFx6yjAquJ3AVDCGXKCBELkmSYTX4gRaB38NpJxwdyAW3R+/HhsbGxoaimq7i4tLeHh4W1vbsWPHjh075uXltXz58ra2Nm9vb3t7+4aGht9//33evHmfPn1as2bNlClTmpubw8PDt2/fDokgJCTkw4cPx44dS0xMfP/+fXZ2tkQief/+/YkTJ+Lj41NSUkQi0dGjR9+9e5ecnJyfn//3338fPXpULBZ/+vTp1KlTSUlJL1++PHz48P79+y9fvtzS0hIeHl5eXv7x48fw8PCMjIy//vpr//79Fy9efPz4MXqsHz16dOnSpT17gu/dufvo/sODYWF11+saGxvFYnFKSkqKLDlBLL5+/fqdO3dCQkJqa2tbW1vDw8NbW1ufPHkSGRnZ3t7+9OnTgwcP1tTUPH/+PCoqCm9OeHh4Y2NjS0vLlStXrl69CuKfkpLy4sWL3NzcrKysZ8+eicXigwcPFhQUNDY2BgcHFxYWNjQ0IIcAHnBkM6Fdft26dStXrty9e/fy5cuRKO3n54ewoTFjxtDIDHNz8zFjxgwfPhyNBvB4AFKHDx+up6cH9Rb+bmjZoN4mJiYDBgxA04ShoSEst+DXI0aMQM6OnZ3d6NGjbWxsRo4cCTOfjo4O2YdxhnOGBY82Tv6ePXv27dtXQ0PDyMjIzs5u7NixlF3p6uo6evRoOHPxjBC1IaMjdg5eZgK7r776ysTEBCM3qcpEnZyULjtx4kQSK21tbfF0gGkQKDBrBLPhRw4ODl5eXuPHj4dVBn1PFHcDwXrevHnW1tZdu3YlpkzSMGEiqouAVOK5XGhG1hLAmiLr8CdT6gBaovr3748CLDF0iEWQ9YHdnF8rCyOcawtAXKBr85BSyvYjyCZ+zb9yjObUW48t4tcYv0BMgpNrLNJAyBiK0iLAmmQQvDOg1bC90n8cChhsDuDU+JaAuFMEFywhWAtoNbdnCLzPypIF/0VCZG7dU6bVnBRzis3ZOpc+uI+bJBeufUskEsgFUEK2bdu2a9euUaNG7du3r6Gh4ddff924caOLi4u/v//Tp0+R437//v1t27YtWLDg+fPn7u7uVlZWN27cyMzM3L1798uXLyH4trS0nDp1Kjs7++3bt6mpqTKZrK2t7fz58/DJxsfHFxQUvHv3Dsz69evXqampUqm0vb29qKgImvXx48cjIyOrq6ubm5tDQ0MrKyuhUEul0vfv34eFhZWWltbX10MSefLkyZUrV8LCwlpaWqqrquPj4y9cuPDixYuEhARco4hEosbGxpcvX7a0tLx69aqlpSUyMrKlpaW6ujoyMrK5ubmysjI6OvrChQttbW2xsbF4AyMjI5uamioqKg4ePIihXFBOHjx4UFFRcf78+Rs3buA65vbt2+/fv29oaGhtbf3rr78yMjLQLY3pt2i2RJf8mjVrQkNDkcEEGWTZsmUeHh4IAAFSY6YMkRecCSBu+NBDNcY5AEe2hYWFoaEhlfv69es3cuRIWMogNI8aNQpdLaNGjRo8eLCpqSn0ayT16Ovr6+np9e7dmwI28RVnO9naYOrS1taGfYLC25Cfqa+v3717dz09PWNj48GDB2PvoWwTVAvxsmGc0NbWNjMzg/RBVi1qEx03bhxOXVwO48xEEYmi6EG0+S2wBACLx44d6+rqiqnwINfAa/jlfX19sbtQ0Q/ICI0CRVG4qonqAk/VFNnWvRUJfKThYjvs168fqg7IhzE2Nh45cuSAAQOwMeBhgc4cqUnoJ9RWxmu8Hv6SOMsWUGzYRbg2wqcTCHKuBVo2B2seaU3kmssggsleHKzBrEGu8dHlzJo6e2lyHgqMMIRAACElBBQbDiuuh/y3zJo3pHDHAumegmZC3qXCLWsAa94UI+hjVD7gxUkBjn/uWzw4PQhX0vH6IyIikO8zadKkiIiI6upqjNWZPHnyqlWrXr16BVbS2tq6adMmPz+/p0+fIhC5ra0tJSVl//797969w5/5xx9/nDx5Mi0t7T//+U9mZmZiYuKrV68KCwtFIhEk4yNHjgCsDx069O7du9TU1KSkpPb29uLi4pSUlNevX6Pp9vLly0+ePNm3b9+lS5fq6+tDQkJkMtm7d+8OHDhQWlra0NAAC0dra2tlZWVoaGh9ff29+/fCw8NramoaGxsTEhLkcnlaWppYLH7w4MG9e/foSkIkEjU1NdXW1kZHRzc3N1++fDkmJqasrKy9vR21UGxgzc3NFRUVSKUQi8XJyckSiaSoqKipqam1tbWgoEAsFsvl8jdv3hQUFODNbGhouHTpUnh4OM2pQjt1cHDwtm3bELKxfPlyBDlBGLG0tEQxEHE2Y8eOhUtv4MCBcBpglBdC3UaPHm1ubg6+iQATFP0gFvfq1QtoCNxEY4uBgYGJicnXX38NMy+ABrwMJyROtt69e5PrS0dHh6KNcQfYsxBqDDKupqamo6MDEAF369KlS//+/Y2NjWE6BFhjt4AWT9NR0UOPIbNwuRG5xtlLRlobGxucsWTbApvmzaXAa5pr7ODggJkMaGpHS6qHhweYNfB6/vz5yNwgIYLXSPEWEYBCzyGQBabDjKyqqqqtrY0Nj77ifwek5rJ1jx49wNbpMSEQwb/MgRtgTXVaZcZNuM/lEe4Q56jNgVu74+JFyE61Ec6vyXlNZUbyhAgkEW4IIWY9ZMgQik8wNTWlzByygghka8ggnFnTwi3/D8xa0G7He6b5AbVQc+yO75iSKig2AiyonCgAX+n/1xKQdAHoi0QiBLHv2LHDy8tLJpPdvn2bBprNmDHj7Nmzly9fTk9P/+OPP7Zv3z5v3ryXL19u3bp18+bNLS0tx48f3717N8wbtbW1Hz9+PHfuXFxc3LVr15qbmx8/fnzt2rWkpCQIOyKRqKCg4OPHjzKZLD8//+PHjyjuvXnzpqSkJCUl5cOHD4WFhaGhoTU1NW1tbTt37iwvL29ubt69e7dMJvv06dOBAwcuXLjw9OlTBLBVV1e/ffv29OnTeXl5bW1t9+7da25uLigoAK2Wy+Wg8E1NTYDs2tramJgYlCWjoqLa2tquXLkSGxtbUVHx6tWr+Ph47Jfx8fHNzc0vX768efPmw4cPr169KpFIZDJZVlbWu3fvnj9/LpPJxGJxdXX1ixcvsPlFRESUlZV9/PhRLBbzFnn07+zatWvjxo379u1DjLWvr++qVavmzp2LJl0DAwOilqAwVHDv168fvHfw0kKJRms4pGTown369Bk6dKi2tjZyJ+BDgIqNEwbSM/o7kOXWrVs3FL5gMODGBgr/RKWRxujhrEPPDkAc5yRMvrAb4lIXVJrwGpQKmwc0dERN0Vw0Cs+i62JMBYIBAFfB4M7wIHElhGy2KCHOmTPHx8cHLr3vvvsOnJpGEEyfPv37779XU1ND8whM4ngnAaAAbtyISikdEwsmbyIQEP8s4BQACzIIgptHjhypp6fXvXt3+i08Fx6WkJrwmoQRwmv+LenptDotQpJphDtGBCY/jtrKArdux7m6nG5zsCYZhOshfGYuNcfSbt2pZv05vAZk8xoj1Zy/sIRNMcBoSv/6v10YilvomAaWU3QqiSHcrUHGam7eEDhJOPJyzeTLtwhuJOAGAKH9JDg4ePv27cuXL0e/Bix6aLaePn36unXr0A/i7Oxsa2sbGxuLEGoqxyUmJp48eRJ6blZWFup7x48fLywshIBA+4RUKs3NzU1MTJTJZLm5uXgZeXl50EMQswnNRCaThYaGxsTEJCQkoOdFKpXu378fPBe3y2Sy48eP5+fni8Xi3Nzc4uJiPCZ8JnK5HLaT7OzsM2fOnDp1qrCwUCqV5ufn5+bmgt3Di5KVlZWfn5+kaCVNSUnJy8s7ceJEUVHR6dOnCwsLU1JS0tLSZDJZXl5ednY2toGcnJzs7GwqWkgkkuzsbDReIsICeA1JBGDt7+/v5eWFpg8rKyt8mk1MTHDhP2TIEHzoidXCeoFxU6j4odUbp72OIiG+f//+aEJDVxicIRgGhivTQYMG6erq9u7dmxrbEACip6enqqoK2QRYA+hBZZ+ESFitgeOQIGHoNlQsIDWkD2AxYTcRasJxAwMDUi3RnQ+ShTVmzBgEZuLUxeBUXN5SadHBwYHoNgdxR0fHWbNmubi4TJ06Ff1Kbm5uGH/h4uJib2+PBtRevXqhmROiB2qe3bp1w7sKZCQkJVTFAUE5aLienh46YvQVI8+hWZmbm6Oia2Zmpq+vj+ZDcGo8C8drei5l4BaYsnE1I6hJ8oKkoALJrX5cy1YuRZLALXBqk0dbQLQ5xeYlR5ryRcII8HrYsGFohxGANVdCqDUGZcZOKTZn1p+j2B3AmuA4uuOi9jn+leO1ct6TQGLmmrKye4QwXaa0vgDWgkZ2Lq3gWaKjoxFq/MsvvwwZMgRZqTQkF32JdnZ2lpaWkyZNQkzP5s2b0UmIolxSUhLSNbHHgEdjTyIFRiaT4W+BsIA+l0SFExE/ojcnIiIC0YaIvcbkERwgch7hAPh1iUSSkpKCp5ZKpXK5HA5IwC6AlSoEKSkpeDFyuVwqleI+eE9AxgHxeEC6yklLS0OiEErBuA/97/DgiKegbBN8ABBmEhISsmXLFmSweHh4rFq1as6cORBwhw8fbmlpia4QdXV1hE7gQ6+urt6nTx8QZGConp4eTj94xQYMGIDzDZfwQ4cOBac2MjJC0zN6x4k6UVKggYHB0KFDwYxQSwSzRjETYA3coQ493uyA7htwdjwROt2VSTQkEUwmgyYD7Ia2i34/zP6gawsQ7XHjxkGzRsouVRpBsTlY04w+eP9nz549fvz4MWPGeHl5oW+Ixj5NnDgRtncVFZWuXbvCpgKgRLs8bsGNuA9+in4iDrK4NOnSpQtyQrCzkoEHuxH2MDMzs2HDhgGLoYFw0KfFtRGi2yS/CCQR0mToRu4bUZazeQXyC6gtmOKoDNlYAkkEfhju5+PCCMQQfBTxSSCfNW3SBNZQrrFJk4GPs2zSrwWGkC+BNSE1wi4ImilMjn/l/Bq0K77jtFxJx5WoaBLhlC2pY+RTcsdF2NTpT3kBU8LmMdKzxMbG7tu3D1HRyEpFAx7N65o+ffqECRPc3d0xhnXLli379+8HYiYxA6KgqYc848DrJMXsR4oxoTeBYJfchChX7lcs9JdT5zo2BroiwQKGprDFvwUK8+PU1FS6MTU1FXCMrzjASk9PR4tQeno6buG/iPeW+ykp0oQ+IRg8uGnTJjTReHt7//jjj6NHjwbYmZqaYk6jvr6+rq4u9AcdHR18CzEUWRNWVlaooaFnesKECcOGDaNGMgMDg5EjR6JWOXz4cIgVYMTw5/Xs2XP8+PGwZhsYGOAyFteqFCCHlhkyzOIrNTTiGAttxEBqVBRBnPmBUceFXYS4Ff4i0i7pvEWNEfHiQGrl3gdQ6SlTpsDJR5MuHBwc3NzcvL29Fy5ciEmeINrI+508eTJC/pBnQnFUaJTv2rUrF5RJDwEuA2pxT2qyV1WMBscOR6QSY45NTU3xx5qamqKBqHfv3j06LmwMAGvCcQGzxrekh3CMFhQbBXitoRggKXBnwxovEElIJ+HHAmGkU+wWADfRba6KwBkCcs0NIUSuBfya9BD4QwDcYNYkjHDg/lKBkVNpItS0BJIITSQAWFOfoaRjgwzXkTmtFrBvqaLREWhIK1lpEYoJjNsEncSskRCydetWRFaigwDdcWiWGzt27IIFCyC8btu27cCBA5hFApyip1B+DYLLhYSEBEEoIDlnqFRLgU0E1phRgJlPkZGRiBah2izfGzqFaQHLBikGWBMoEyIDlDM6Lvw0KysLeI1f5GCNbU+51Ay8Rv/Oxo0bQ0JC0Czj5uaGkc+w2cGzjM89QqVRuULGG9WmqOivq6urpqaGPjqkp1paWoK/QCwG84VwARFcT08P4z/s7e2NjY2phIi+O0RmU9wl2D3ONNyOA3LOQoUEmyZjFrYHREBgHgJJ2CSGQCHBj1BTtbS05G3HYxRr/PjxOFdhBYFsDZjmzBq0GjeCWTs7Oy9dutTW1tbR0RHuPZodOmXKlO+++27SpElaWlpDhgxB1AbUfxRpAc2IPULEUpcuXaD1A68JYQGy0P2pAxudR9huoYHgTx4xYgRqsPivcV0FuM/hW1kGETBrQQWSu/oEQvaXm9cpfoRzbUFLpKCLXVkhUXaPUAgJLz9SQyMqNNwTgt2aygZGKngAACAASURBVMvcdk09jdQsQ/4QZS2b98sIwZpDM0dqmpPL85oJnsQsukiA1NxMLdBAeAVSAEyADI5NAnpLMMpVFHrGRMXk3H379sG95+DgMHnyZLRd4PM9fvx4f39/pA/v3LkTbgeRSESqN0dqeiXErAVwxnMBBdsYbgRSh4WFEUYDrxE8j+gP7qKhjYETZ/4VryQ1NRU/5dw5XbEyMjIwmCorK4sOsPAjfCVyjQfhfyBtRbzmjC758PDwkJAQpMStXbvWx8fHxMQEdNXIyGjChAmOjo5ff/01ZEF7e3v0l8Mhp66ujiHZQFIIzaqqql27dtVSzMDu1q3bsGHDPD09QV1BlmFOAFmGS09VVVVfX3/y5Ml4KEAwrIEU9YCv3IsGHwivGkG6AV5D0CAXLX0FiPNWdXyF/AL8MjY2RqIszlKBGwR9jKRXcn6NoiJRbNwIpEatBWMHvL29Z86c6e7ujqFWKLfMmTPHwcEB7zzwFC/JwMCAQuMARmTmQ8QdCDUAHSDbpUsXMGLqwIYbB7sdyDWakkxNTfv3749qAde+EatC33I5m1v6OEYTrRYwa7KIkEuECDUvPAq6ab6A3RzBeQ7J5xJIqCZJ0jbXtQHZpF/DFkKt5xQ8QKYgZRWbCo8CsO7UHyLMs+50cZ1aMOWLc2oeEiLQkQm+BdoI6Rt0vU9X4vwCH8CkLFVznZrvB0DPyMhIgHVISIiXl5e2tva8efOcnZ0nTpzo4OCwfv16OM+Cg4MJqaEOc9WF7xad4jWcJ4TRtI3RuwR0g8hLg1OxoFOjPAtlnDQQel6wXUJtwdtCbBrWFMJroDBwGQXDrKys7Ozs7Oxs0OqcnBxwas6ySQmhdxhgrUyrET4VHBz8888/I5h//PjxpPaOGTPG1tbW3NwcHduWlpYODg7ottDV1VVVVe3SpQu4NpriRowYYWZmBj+fiiIQTltbu0ePHiNGjLCyskKoMU4SHR2dvn37amlpIUpNRUUFEEkCKyqZAGiUyHBAqghwB9MPcFULog1lhvg1iopk2jM2NgazNjEx4TBNOVDkvB41ahRlySL428rKis5VECtY9yijh+wf5OSDig2KjWvBOXPmTJgwAcEsyLPFvDp7e/vvvvvO1tYW6SjkAScXMN2Iy3ZcK8CKjjcZJjwwawjZX331FcyOgCe8OX379h06dChka5jVhgwZAgjmbhN6KEJqkkQEzhCyhRBAqypliXAQp755dUXKK0dqZZbND1CW5OY/5SgSgRewUyeJALVJ0Kc0R369BdSmYXjEuAVcm7QRapkROK87B2uBEkI8Ojo6mhNGgbGaO0C4N0PGuhY5anP1A/chAAKz45BE5FFZqqaHxTHv4omPj4+KikIRbM2aNTk5OUeOHEFcrK+vL6Zio5wYFhYGYksXAZzCC9g9CQ70p3Gw5hcc9BXqP41S5YOukdNEKj8VUWk/kMvleD2kR+OVAM1xe3JyclpaWl1d3dGjR6VSKZg1IXU2WzCHPH369MyZM0BzkGvCa2B9ikKUp51P3DGGGwa+/fv37969OzAw8Pfff//ll1/69OkDyDM3N4f5nxRqxFujXRBJQ6gKwnsHrKTOXZwhKioq6BHHgD5zc3MYPwTBDqDtpqamuJEK98rVfE6xeXMaNBM62XBlgP5yXP4PGjTIyMgIlnCcgWCX4NGkXOMWdF2am5vDEMKFS0A2nZyTJk3C5S1xaq6E4EYEHEKzRnisjY3N7NmzaXyEu7v7lClTHB0d582bZ2lpSfUuiueGCm9kZITtB0iNUQyYvTBo0CBDQ0P8IpSlAQMGAKpI9Md/FpcmiDakNAwTExP43EGZqa4Ici3Aa2XZmhpqSOgQiNfK1UV+IBBGiFZ3KpIo023BV7qdiDbc3J2iNtUkqQ6prwi/5skh2MjJns/rkMBuqNu46gLdxkZOKvb/XmDkvj3eC8OlWLJzCHQPXoXj2gUhEbe7cQGEimMkngoW59cC3YPUD3qFUB7Cw8NDQ0PXrl1bVVVVVFRkb2+/Y8cOCngCt4VYjJ1GphhFRq+fXhK2DQ5n8F10qoSQeA2pmsYL0FeUcPFqSQuirYt0D7lcfubMmezs7BRWP+QqUHJyckJCwqlTp5qamkgDycjIAEzn5OTk5OTk5ubm5ubCnJefn//nn3+WlJRkZGTk5uYC07kSgs0J/x2JIgCAVxfJvbdv377g4OBly5bt3bt35syZX3/9NTS70aNHI2wPn+ahQ4fOnj0b7YWQU1VVVdGIaG5uPmnSJEdHRxBSuK319PS0tLQAxNra2v3790e9Cw8I+EA7Is4cQCq6NkjoAA2EwxobBgmvJGH3U+QXA9ax04BL8mtzNTU1nL3E1inLGKZveEJwCYzZviNHjrSysoJkCXINY4y1tTV5A3CpS00xPBWEOmIozhjuvXnz5qERBtFj6GB0cnKaPn367Nmz0WYJHzRXb5BQiFFq0HAGDBgAkYfa8AazhfE9vLTIjWvkbsTlhbGxMVqTCKzJeQKkxteeisWRurcisa/T/BBBgZHbrjlecwFE0F7f6VK+M+kkAi1FmXp/DrU5ZBPR1leEQPGKCAoh5PUEdqMuzUm3gHGTqN2JdQ+cmhuoRR1n1ArClaimx6UDLrAS+vBinUCHTWWL5FcOiwJyLWH9iokdQ6AoJ5o67rZs2YKZp7Cabdy4EYMT9+7dC+8H755HaZFvReR+IzDFKyQ6T/sEYTR6W2h47kHFglQN9YOmEFB6X0pKCr2feE/S0tL+/PPPkydPSqVSWLaTWPws3pPExETMkRKLxfDhQetIS0vLycmBVA0SnZOTk5+f/+7du7Nnz4JZQzABxAOp8VZTEZgupOjzQCOAQ0JCNm7cGBAQEBcXh48m2OXIkSOhZoJZT5kyxcnJqWfPnjBWo58bn28k5yFFhLL0qAqE7CTqDodCTd3kKFQiJw9PBMgGEOP1QLmG0s1tWFTW5wn0ZC7U1NSEuY3XuDhfwyuEpwXN2eBTuDgAnwKbpvwmsnDRAazW4NHg1Bh/QZ5rEkkoQBxg7eTkBBlk+vTpCBl3d3d3d3dHGRa2Ql4XhXgNmKCRZlStHTp0KDCFuvIoXZYy+LEo0Wn48OGmpqaAG1NT0759+5JTUECuSRghpOY9OLxfEQcEx19e2EGVpQ+OyJ9b/Bf5nQXqNqkl9COBfZua3TuVs5Wd2lSQJPZNswsA31BOuP+PqDeVPYRgrez0IABSTmuiWhyZzAQMlNwFhNrct0BUjsCC/xaZyUiFIP1BuWLJ067pOgAcMCoqaseOHSdPnmxvb0ciR1ZW1o4dO06cONHQ0FBfX3/x4sXU1NS7d+8+e/asubn52LFjsbGxt27dunPnzv3799va2o4ePQqKfePGDeTtwZh88eJF+hWePBUXF3f69OmnT582NzdnZGSEhoYCsoODg4uKiqqrq2tqatAkGRERceHChSdPnjQ2Nl66dEksFt+4cePZs2f19fXZ2dmJiYk3b9789OnTy5cvjx8/np6e/ujRo5aWltraWmgjtHvV19cXFxfLZLI7d+5cvHgxOTk5Ly/vwYMHxcXFxcXFjY2NL168QMrroUOH3r9/X1xcjHF/jx49am9vr6uroz0Sj3ny5Mn6+vpnz57dvn1bIpHgLSWJLDIyEg7xlStXhoSEBAUFde/enZtMR40aZWpqqqWlZWBg4Orqampq2rt3b2Ac+DJEZw0NDZy9OEuBnkjq6NGjB8UNa2lp4fwkgUJXV7d///7QEKGE4BKefHt6HYeG4JwhVg4eRE3nBEkQwVUVsUTAa5I7+bmNY9yopaWFSFWyimtoaIwePXr8+PGWigUxBFe7AGvEg8AWMpUtZ2dnNJ2DVgOv0Xbr4eEBfKcxjJgdCsgGd4M4A+8KjZqEjwWoDRwHg4avBl9BtIHaABTsaniLqPtUX18fPZxkCEHSFgIIOUYLZJDPMWtavTsutY4CiPLizFoZkf9LZi34nwpUEfWOlhKBZZuDtcDwR8Ej+KQJ4kcEvewUOUIlHxhVSfUG+zY1NRV2MApsHvEdBx4mdgxUUtYx6FI9jS3Bt8q3oLoluAPpD8BoLlhzM3WiIhyDwv/IZ0aX7bt37y4tLUXPdEFBwatXr8LDw8+fP//333/n5uaKRKILFy4cPnw4PDz82rVrCG96+vTp69evZTLZrVu32tvbRSJRTU1Na2urXC6vrq7Ozs4uKip69epVTk5ORUXF8+fPU1NTsW+JRKJDhw49e/YsPDz80KFDra2tcXFxBw8exMsoLy//+++/5XJ5aWnp69evExMTq6qq/vnnnyNHjiQnJ1dXVz969CgmJgbt4FKpNCsr6+3bt2fPnk1KSmpsbKytrU1JSXn16lVZWRkS+GQyWWpqKoJKJBJJTU3N48ePJRJJSUlJa2vr4cOHr127dujQobS0tNevX9+5cyc9Pf3Dhw9nz57NzMxsaGioqqpKSEhoa2urqKiQSCRUMKiqqpJKpQjwu3r1alhYGGoAdKGwb9++7du3//DDD8HBwcbGxoims7CwwOX/uHHjwNGMjY0RDKKmpkasBGVGXV1dDQ0NhKKpK5KjNTU1+/Xr161bN2jZgGaAqYaGBhQMLUWQHh1ramqS3wNiCFUU+ynSPlGZpMZIPDjn2vjat29feLd7KxLpAAqCDgtAM47BtXELxJmePXsOGzZs3LhxoNU8MBPkGgY+EiXJYU0xe1wAgWyNkUaTJk2CydrV1RXDB9Dc6ObmBppMAggWeUIQZkJiCE1voGHzuFTHVQjNnse34NQkMZHYAiI/bNgwOLV79erFm3EItbnJmrfDEKfmlUMCYnVWQqTFfyTYOJXJ8v/Krz9HtPlXgRhCCE4fAx1F7N+Xc0g6DWXl8E0fRe7gpnI3QFw4MDdOMYGb2/J4Hzn323E1g4sYAhSmpXwLlbYEv6VMyQV+ai6AJLKgPl5gBF7HxcXt27cPBPbAgQNJSUlv3rwRi8Xnz59/+vQpbBgikejixYt3795tamp6/fp1ZGRkY2Pj1atXY2NjS0tL37x5ExMT8/Tp09raWplMJpfLxWLx1atXnz59KpVKDx8+/Pbt29zcXLy2yMjIioqKt2/fXr9+vb6+/p9//klISIA5b+/evWVlZU+ePImJicnOzv7zzz9TUlKqq6ufPn0ql8sTEhIaGxvb2tru3r374sWL169fSySS9PT0d+/enTx5Ui6Xv3v37vTp04mJiffv3797925cXBy2sdTU1BcvXuTl5SUnJx85cuTZs2cFBQXXrl27fv26XC7Pz8+/ffv2w4cP3759e+/evYyMjA8fPkCz/uOPP5qamu7fv//x48c7d+6IRKK0tLSUlBT8f69du3b79u1Xr15du3YtLCxMJBIBrCMjI8PCwvbv3//zzz+vW7fuwIEDGhoaMBtALR03bhxaY4AR/fr109HRAVLjAwrrHj7Q1HGO8wF1RZy6hA6QnuH8U1NTA5VGf10fxWg+arQBdwZTRk1SX5GjT0mYlDrfj2WBUq+jRscxsioqKr1ZIwZBM70S/Gl6enrUYaGurj5kyBBra2tusyXsxkKmGFJSAc2YPEBJe/CB0Pg0Ozs7lBa/+eabGTNmzJkzByZrJycnSNhAXoHFkMQQQcsPDkinHqKYLsgb8wYPHkzderSfoTaAC3ZcvKO6S1EBBNBg1pT93Wl1UcCpucTx36zPQbPG/7bUFaOEcX9i6HgZnF9znQRuP/WOg8d4DonAQ6KjoyMIaOXwTZd3PAWwUzmFhJROppsrt4+T7iHoYeFVL+LLpIEKbGHKt+AYhgROrnmBkVCbaDW3AwqKnITXHLJFItGBAwcQnLR37165XA6KfeHChaamJrFYDNED8khtbS3A+smTJ7W1tXFxcefOnXv58mVsbOyTJ09u3rwZFxeXkZEhlUqrqqqeP3+ekJCATNScnByJRJKcnBwTE1NeXv78+XNMbAHGoVSLZNTW1tbY2Nj8/Pw//vgDPL2pqUkulycmJjY2NjY0NBw9evTw4cOZmZkQoBGvmpSU9P79+6KiooiICFDs+Pj4tLQ0bB5v3rw5deoU3rH79+9XV1c3NDScPHkyOzv7+fPn165dO378OLaBtLS0Dx8+FBcXI7zp6tWrBQUFhw8fzsjI4CoTuHZaWhpUlwMHDpAMQn09K1asCA0NjY6O7tGjx8iRIxF8gckmxsbGoNWDBw/GCYBPIcRl/pnWUMzbxonRq1cvsGzoD4CG/v37I86pR48e+BXI33psKCoy+SBYDxkyhIAYKEwnAK49cVGPs4iMJTgfALXq6upQQnACayoG4wIg6KQFrQahBsmiHUhTU3PChAkAaJoKj+kh5LSlGiNcetT84ujoCBCneiNAHKPNx40bh/wmNHw6OjrOnTvX0dERJmsEBGLXJKmaDsCv8S3sCgTZUK4HdFww6oBiwxPytWIkG9yBGACko6NDbmvyVv83zFogVfOKIofjz6kZah0VZwEcd7qUVY5OybUy9NNVFOfaPKkVdyDU5hSbc22ucespZozx+whc3vyhOglyUi64EUyTM5psbcq1QQEuExaTRYx6MTptqBMo1wKkxlMLuiL5EpBu/AlhYWGXLl36999/T58+fefOnbt374aFhQFtZTJZdHT0zZs329vbCwsLHzx48PHjR1z+X79+PTY29tKlS+/fvxeJRGfPnn3x4gUIeFZW1pEjR9rb22tqah4+fHjt2jWpYo57YmKiXC6vr68vKys7ceLEmTNn4uLi0EoO0g0zxuPHjx88eCASia5fv/78+XMAZVFRUUtLS2VlZVlZ2blz56D+P3v27OHDh9nZ2deuXWtqarp06VJzc/OhQ4cA0xAuHj9+jGm8aWlp586d+/DhQ2Njo1wuz8nJef78OUbDvH37tr6+PjU19Z9//jl37pxcLq+rq8MvlpeXnzhxQiqVpqSkYMtpb2+/ffv20aNHX79+ffv27b1791IwCATrHTt2LF++/NixYzNmzFBTU4N5AN5hU1NTqKIGBgYcVfEhpjAQTU1NVVVVcGpVVVVQWk0WKq2tra2pqfnVV1/h/j169CB6q6XIm0fgapcuXQYOHGhlZaWtrT18+PCxY8ei8AX4xtJWzH+iS1GcJMBukBqYTMhP1ksxJxevkM5tXAqoKeKE1BXXxbz01KtXr1GjRllbWwsMfDRId/z48ePHjwcoUxgIyomYZk3Ze6DYiIpEltO8efNQXXRycvr222+9vb3Hjx+PdnAInZTbCYpNmSeUfIJ/EEURUc/9QDYcFvI0CfrQl8AHsR/AuYiHQhcMGUIEnutO280FgrWawo0nMIGoK6nMHKk1FF49jsVfINf8PgIE5w/If0RuEIEkoixkd2rQ7hS46XKQKyeCfhy+B+BYyKwp+5Skak5dBepHiiJ9guQL0Grqi0M3M8dl8orBXkamMUFrBrc2k6VawKyTWEqUwBHIuTa4c3Z29qlTp4qKiqqqqiQSSWRkZH5+/pkzZyA0y+XyixcvgoGWlpaKxeLi4uLjx49LpdIjR45cvHgRfuczZ87cvHnzzJkzaBspKCioq6u7dOkSGenEYjEU6qSkpLKysqqqqqqqKryAxMREZJ82NTWdP3/+ypUr6enpEomksLCwpKQkNTU1IyNDJpOdOnWqrq7u+vXrVVVV2A6PHTtWW1ubn58vlUrLy8uvXbt2+PDhpKQk0peTk5Nv3rx5+/btpKSk3NzcjIyMysrKwsJC+KyPHz9+/fr1K1eulJSUlJSUZGVlVVVVFRQUoInx4sWLdXV1N27cgCxOZsTMzMzLly+fP3/+8OHDR44cobm9lAqCeEKZTKanp4ckCnRSYJhh3759DQwMgIz4/MEhB9aJRmcgo66ubu/evdForqWlhfoeuuy6d+/+1VdfDR069LvvvkMMCKCcapV4cNxny5Ytjo6O+vr6UMwxgRuEWltbG2I0ZzRUltRVJPhgkWCtrq4OsMYLU1VVxYnKwQLnErYcki+Jgg0ePHjixImjRo2C7kF9jCDaaDtGE4QgYw9KCGE0ma/d3Nw8PDxMTU09PT3nzJmDSYz29vbz5883MTHR09ODLQ9QC2ZNcie0aaA2ior4KRCcBlaRGIJFHXpUEsClSb9+/ahQCSNaz549acqwIB5E0MrI281VO0vXo7YXMuFwmBYgdac8WqNjTgg1K3LY7RTZ1dicdY7LtHjdQkPh5yMxhFAV9+HaCB0TzxCAMsdlKoEIeuW/JIMIUpmU21h4LRHX7KSBEDorgzUxay6ACHy+hNTUe8Jt2nRA3wqs3FwnwcVBXFxcRERERETEwYMHIb7DO0x9egSpoMYJCQlwy+FBwPSlUimSQ+RyeWZmZkpKCsg7oBwBINjtUIILCQnZs2cPUk+lUmlsbOzVq1efP3+O95a8iTKZDCpERkYGEB9vuFzRmigSiYDL2AxkMllaWhr1K6akpJw5c6a1tTUnJwetiSkpKRkZGXl5ecBruvqBew+WPvwIuyD+xXJF46JEkWRNJk4E75HJGm7I9evXBwUFITYI6RMIoED0BCAb+MXTfDQ1NSdPnqyjo4OJWXRtCC0b5wPiQQwNDSdPnoxKmpWVFTCd5O/evXsjn3PmzJlBQUGbNm2aO3eumZkZhtJaWloOGzYMuwVRZmwG2traYNYQmqF6g/7jpNLQ0OjevTshhYaGBrQXYLeOjg6kVQIOOnt1FMMe+/Tpo66u3qdPH0wuh9UaAghoNZQQ1BgpGwTkGsyaIBvHUEhcXFw8PT0B2TNnzvT09Jw6deqMGTM8PT1B//X19TU0NHQVY3HIvwG+DCgHzhKnBkCDceNu5EaHAEWCPqwyVACg7k10CfXp06dbt248KZtHhXTaEcOjUIG/nfr21DsrJ35O2eh0cYxWpsnKj0a/RVip0bHFUdkWQjAt+KosjPAD7Y4hrvTItJ0I/rpOwFpZCQG6ST8T4kHGO4E2jQNCapBogm8wu3QW/CZwj3FElrE8Uu5C4a+HrMdUjSRJBJDKrX5kOuThJFTPTGEtlNSHwjV0FOLwVS6X42HJ3M1b80n0R/dKaWlpbW2tXC6ndwybHO12/A1JT0+Xs4W/Dk8KEwh+JTU1NTs7++rVq2DT2dnZeXl5eXl5OYqVm5ubnZ2NvhjcgoZGusqhtx27DklM+L+TwYa65yMiIrZv375p06agoCBkKBMWI/Wta9euXbp06dWrV9++fbt27Wpubu7u7j5p0qSZM2fa2dlt3bpVIpEYGBgAbYG8YNympqa4xp89ezaCmydPnmxnZ+fu7g6XiKqqKvaDPn36ODs779y5MzAwcPXq1atWrVqzZg0Mc9bW1hYWFkOGDCGXHv9K2A2wxgZAtJr0aHWFAKKtrU16CDRWTr7AuMkJTnVU/BQM2tLSkkwyZAihmU/oiMHERYAykBrKNYQR3O7k5PT999+jHdTb23vWrFkTJ06cNWvWvHnzNBQmQuw6yjQQ3nZsV5gkSW50CNMoPw5SLA7TkKrhWCfrwoABAyjR29DQEK0x1Kn4/wfWxKnVlXwaXxYrsGV+gRF/Dqk5y1b+RQ6dHEnpLVVmxJ0iuEAMwaaOrxz3NdnCP5T+TOxknXQwCsg1dZNzZk2maS5VczFE0MdMqM1pNTFrXlRMYZFvyo3pxJqpMYTwmgBXpujYpjsnKtJZeaWUNw3Sg2BBveW1TTnrfacXiR+B+SIBleKu4JqAPRmhH3h8ztM5UuMtAohzzyJtijIWVA3s5u92VlZWWloaiDM6FdG+mKtYSAjBLRQVQv8CXNDIWDaARJFnzQ3sPD4QTfyRkZHDhw/HbC1QbPgoKAMTKsHKlSsDAwP9/f2XLFlia2v7/fffHzlyJC0tzd/ff9SoUdqKlDgzMzMPDw/MhXB2dkZjCKils7OztbU1+KC1tfXcuXM3bNiwd+/enTt3Ll68GKMgf/vtN2dnZwsLi4kTJ1pYWBAHJN0DZ0gfxahyKOO4EXfAK9HU1OzVqxf0bjLtAZGxr/Tp0wcwraYYN6WhaFMGc4c0r6qqamBgQEoIGa6pt9jKysrGxgZIDYWaRg3gryYlBG4QxINMnDjR1dUVVuvJkydPnz7d29u7X79+vXv3xvU1ETpB7YteKuk2GhoaVF+F8YDaFynoCqVF2ELIug77I+zbZC/pqRgV9v8K1qRZqzFzHj8gMOV34G+7gA4LjjnIYg+jXxTgozKn5kiq1TGiTyAoC2iyQADhkghf/MEFG4zg0kFNTa2TiFSBck1X5QLHHneDcBcHIQjniYTaXPegPApBIZEDq8AvKGX5UAQunFATanPEx36TxIbUUJwIx3rcnzdbprJYElIJkhVh1ngZeJcA0EBqCAjQeTH2BQ/LbTP0XkGtJsiGHpLWMV2aPyNpUETGwaYJlyFxEIlGT3l+fj5xaiLUgHg8I5bAHylTdHImsAW8joiIWLdu3Z49e+Lj46F+4FTEtTCItoqKSteuXTHx0tPTc968eXPnzrWyslq1alVsbGxYWBg2p5iYmL179yYkJPj6+k6dOtXFxWXatGkuLi4uLi7UaQ0Hm7+//6+//vrrr78GBQWtW7du9erV69ev//nnn4OCgn777bfAwEBfX184LsaMGWNiYkIFMfJRkZsKwiLXHKlSj1MLfhLcTtZsmCjgRO7Xr5+WlhYssZBTtBTdMZqKrktdXV0bGxuSQWAOAa2GXIPWGJJBiFaTBoL2RScnJ4ghPj4+yBXx8vLCjPN58+bNnj0bBJ/YGTFreNgJqXV0dNQV1kO4XLiDRU1NDW+OpqYm3jrehtdPET9LYxx45PfQoUPV1dV5Ah/VFZULjDS2htzWvCmRax0CdBawaWXiTH+7uqLqK5AvlMmyRsfFMZ3uL6DPncKuYOn8d4tDNr0Avjnxv1cY5ETjuwTkWoDXgo7nVJbpQYyPH6R3XLz5hR5HphTGxCP8ec8kEVVOigVfOTencQcE9FjwFHMoTGZBUfRoRKV5Yw5eD4VmoFWEG4hTHQAAIABJREFUx8nGxcXhZaM9nS5E8Ghw5hHgkhYB/OLSB2WVEJLSNpmmyGyC3p2bm5uamoq0JlBpwnHKCeGcmmg1HgePKbiCof4j2jgh+GC+ZUBAwLlz54KDgzU0NCguuadiHN9XX32lp6cXEBCwcOFCHx8fb2/vefPmjRo1KiAgQCKRQNDft28fvIAHDx6cP38+ymgYMIhJEUArFxcXa2trR0dHf39/Hx+fRYsWLVq0KDAw8Kefftq8efOyZcsA1qtXr54yZcqYMWO+/fZbxFv37ThYD7YHAwMDyLuE3TjGgh2bfK9oA6EUbErgQ8kOjfKGhoZk8cYTff3116jmUZj12LFjKc4JOwqf78Wnw2Bz4jO9CLW9vb09PT0dHR09PT3d3d3d3NzmzJnj6elJHhVgLrYfgi0tLS0QSUJqiDYaGhq92bxKggkidKqqqpqKbFW8jRSFgT/TyMgIffZGRkb9+vVTNvDxAiMf7vU5Zi0QpgUKtTLl5LCrLH0IAFpAY4liK99f+beUyTIH5c8d6yotnY4ePo7X9CeoK63PyiAE2dxwLVaahCtQD7jnWt6xR4Yu9gmgORiRECHpmMbJ+yfJ653YcW46MU2O0YTUPDaEUj4SFeF2tPHArEa/jm/xNwoIO/eiJCYmkkECpcvIyEgqysXFxSGhCfIF8FrgdMzIyKC9TZl0k4AukIB4zYD0pZs3b544cSIzM/P27dsnTpyAbJ2VlUVqNY55CJ8AqVM7+tkJpqWf6eyHH3H9+vVbt24tKSnZsGGDoaEhzSjB0tXV9fX1DQwM9Pb29vPzW7hw4YwZM4yNjVevXi0SiYDUISEhISEhO3bs2Lp165IlSxwcHAipMbMKiRlg2aNHj168eDGQeunSpVBXoIEEBgb+8ssvq1at8vb2Hj16NJQQQC3prWjeRUg8SmrUH4x2D6A5GnBI70b9DQ3cyJ+iOQMIrjIxMYHai6BXQDNVEcn+gUojkJq6Y+C2trOzQ7o8EBk9Mpg8B0KN5pepU6dCyre1tZ01a5aHh4e7uztmxKBzh5/wOFBnSSaampoc0AnfAQdADTXmIsf91RVeSVSA0XwEKQkR3sj5g9WkV69eXbt2pWZ9Hran3BdDgrXAbY1n5+oHVwboK/9LBaitruhb4TqGQBcWXIUIMFqLmT3o2kuHNSsqM2hdxURH+pYsRlQU4YvjtWAv4XuSBpOtPxuRyufCfI5iJ3XMBiHNly756UIeSETfcrOHTGFIoOA60mEEuwUXZDiayDr6QKQK6x5fEpaoh5eNfYLrDFzmpt0IBJxDWGJiItKscAB5mt4x4tSkL5NCTbBIGE2yPrfT0B3kij57/toIrKn/KCsr69OnT2fPns3Kyvrrr7/Onz8PKwioNCQRSt0jDUTgdqcCJj0RV5zomoaucsRicUxMzMGDB1etWhUcHBwTE+Pl5eXv7z9//nzoy87OzqtWrQoICJg7d+6iRYt8fHy8vLxcXV3Nzc0DAgJiY2NDQkJCQ0Mx0Xj9+vUbNmwIDAx0cXGZOXPmrFmzpk+fjulrwClnZ2dXV1cjIyMPDw9/f3+MP16+fPmPP/74yy+/rF+/fsmSJaDYa9eunTx5MvKk4KGGjjF06FDEm2GqqbGx8fDhw9G/DisbYkVxRU+zYqnZF3jEZ+lSKBJmEo4aNQrihpWVFULlaSwI4Jtgmg95Qt85Ej9gBQFAk2mPovgg4n/33XceHh5WVlYwhEAGmTFjhoqKikCEJabMT37AMbFmuA/VFB2kAAXCC/KxaSraNamxCM1KeB/gM0HgOJ8w0IMtng3Cp+IK2hc/Z/kQIBfXrJXpsDKz5oRaGbW5ZsLVj045tXbHBkWi0rospkbQqciXoFmRKDZn1pqM8tO7gVfYyfABmhHDc524hA1gFQxa5LYKzv44ggswmuAe6UsUbM/1X4F6zofREGoLDsj+gbuBVlMbfVRUFG4B+OKPxS/iPiDIcXFx5PzDKxGLxVKpFEF0SUlJu3btevjwYUlJya5du6KiokJDQ0NCQg4cOAD/H7rYxWIxmHVaWhreHHBhQluZTIaHBfLiZcAdiM0Jk2oTEhLA1iWKuHC8DKlUigd88+ZNUVFRRkbGu3fvzpw5k5SUlJ6eDgYNbQRPQQBNwhTeH6lUih2CrgAE1yidUmzso1u3boUE5Onp+fPPP2/btg1DL3/55Zfly5dDsvD19V2wYMH8+fOnTJliZGT022+/JSUl7du3b9++fbt37966devPP/+8du3aoKAg+NKARKDYsO5hzPGYMWPMzMwCAwMXLVq0bNmyxYsXr1y5MigoaMOGDQEBAWvXrg0MDFy1atX8+fMtLCxgH9ZTZOejo9LCwoLigy0tLZHLCvkVtTJ0XeKSH1nPQGSIs+g3oUG6RkZGeEArK6tJkyYBoJGoh4mL1GgOEBfE7wHKES1PGXvUcc7HMGJSDPpiZs+e7eDg4OnpibFH8+bNc3JyAphqspHeWKTtQvQANJMeykGQGjUJsjnQE1hDCenbty+2K3JwY+vS1dWFC4gbrumA26tVFRPNBZya43WnSM0FkM8tjY5FxU4xmu9qyshOtJqgWUtLi4wc2h2HN3I2LeDUeh0TnXiImMBqTQf8okGg/3QAa5BEioDgwwfi2BRzPmawUwAVVCM7VZPpmpoSPCjVHnBJL0YgyAg0GSLOiSwhBJI3fRsdHX3q1KnS0tLy8nL0HwKkDh069ODBgzt37qSlpUVHRxcWFlZUVFRUVNy7dy87OxtSxpkzZ+rr6x88eJCfn0+PGR4enpub++HDh+fPn586dWrPnj2FhYX379+vrKzEe3Lp0qXKysqHDx8eO3YMeF1aWnrx4kUw6JKSkrKysoSEhPLycoSQQJKuqqqqrq6+f//+sWPHqqurL1y4gOS83NzcR48eVVdXSxRJqpcvX37y5Mm5c+eSkpIyMzPRiZ6env727Vs0VdbV1VEVsa6urqGhAS2OZKAEWNfW1jY2NpaWlspkstTUVHzlrhjafQUWEUo3DAkJkcvl4eHhCxcu/Omnn4KCgn744YeAgACIy76+vosWLVqwYMGCBQt8fX2tra1NTU03b96ckJBw4MCBffv27dy5c9OmTT///PPKlSshYri6uuJin/Da2dl5+vTpHh4e9vb2urq68+fPX7ly5cKFCxctWrRixYrVq1f/8MMPa9asWbZs2YYNG5YuXRoUFGRrawtNA/ZhzLGFRjF+/PjRo0eDCGPWCZRoCB1Qn/X19WkGIw3KonBRQ0NDWDvGjh1ra2sLdgwBmloTrdjivYvkAxEMz+XhTSgwQvcAfBPjdnFxmTt3rr29PVDb2dnZx8fHzs4OJkgCOE1NTR2FaR2KPCEvxyySQYDFdB/i2kTJcX9QS/hkDBQLXewwXMOpyUUPWoKOGD59kTus1VmNUYDUmh3l6S+D9ReYtWZHDUSgmfBf0VbySpP0wak07xonpBbENlHwHreQcmatzZwhgj+E3oTOx3oRUPJRuYJpVTSXj7CbFwO5vsxVC64j47fAZ6mVOVyxSAimF6A8S4y0EQ7QEL65QzwyMhLhdgUFBVevXm1paUlMTMzOzm5ubs7Ly7t48eKTJ0+ioqIqKir+/fffI0eOVFVVvX37NjY2tqCgoLq6WiqVlpeXv3nzBrSX5jO0trbevn07Kirq2LFjDx48SExMvHv3bl1dXURERHt7+59//nn69OmcnByA4Llz5169epWcnJyenv7s2bOioqKzZ882Njbm5OQ8evToxo0bsbGxL168QHp1Zmbmv//+e/v27VOnTv3zzz+3bt06evTo+/fvy8vL4+Li6urqbt68mZmZ+ezZs7Nnz8pksvfv358+fTo1NfWff/558ODBqVOnPn78WF1dLZPJ7t+//+jRo9OnT79586a0tJTwWi6XX79+/caNG3l5ee3t7UVFRSD+vI5Kx7wqy/FaJBLt378/KyvrwIEDfn5+a9euXbt27Y8//vjDDz+AVgOsfX19lyxZ4unpaW1tPXLkyE2bNkml0pCQEMD0Tz/9FBAQ4OPj4+/vv3TpUgRf0DAUxBXhq7u7e//+/S0sLIKCgvz8/JYuXbps2bKAgACoH1BFcIuHhwcswJAgaA4eDQEgV4aFhYWRkdHgwYPNzMwMDQ0pCoOy6yhAw8jICCNgbGxsxo8fb2dnZ2NjA3YMhwZoNXg0JA7A8bhx46jFnMg1jnmNEQkhpIGQAwTYDRB3dnb28PDA9cesWbNmzZo1f/58jMrVVqRKgSYDAUnNwB1IwiZ40tHRIcwifARu8hshIkN+1dHRATRT5AhmR0AjIgZNbJqKigINhPus+bAuejpOrgl/lVUOZU79Zc2adB4tZsDgj8BhWrNjVBNXqHn9UIDUekoDdilHTGD5x29pK5oeuWYtgGwhWEcqFie2hNpcEoFkwYfIUERffMf5uRy+SVgAmFKkPbQIIHWYYmGiCvL7BTI6hBHaKvB0HL45WCclJUVERFRUVLS2tsbExKSmpv75558ymay0tPTVq1clJSU1NTX//vsvop2am5vDwsJkMtmHDx/kcnlUVFRKSsrZs2erqqo+ffqUmppKm0dwcPCjR4/Ky8t///33e/fuNTQ0FBYWNjQ0fPjwITIysrm5+dq1a/Hx8WTwSElJefbs2cmTJ48dO9bW1paQkPDkyZOmpiZA9sePH+Pi4lpaWq5evRoTEyOTyd68eXP8+PGoqKgPHz4UFhaGhYXdu3fv7t270dHR7969u3nz5rlz596/f3///n2JRPLHH38ArD9+/FhcXJyYmPjo0aOHDx/K5fIPHz4UFRUlJCQ8fvz47t272KUgg7x79+7WrVvnz5/H4yQkJJB6zvUrgZ+PtuGEhAR8DI4ePbp3796lS5fCRbdq1SpYqpcvX75w4UI/Pz/IIE5OTsDNoKCgqKio9evXr1u3Dv5rDEdfunTp/PnzacYgITXGeLu7u8+aNQvcdvHixUuWLPHx8YES4u/v7+/vv2bNmqVLlwYGBi5dujQgIADGOIgJtra2kCagTkyePNnKyoqm3llaWiI10MTEBCo2Qo6QlQG5w9TUFCg/fvx4YDTkCyAy2DTdwdra2sbGhlQRYLcyWMMTAoEbTTFk3YMNBlZrQDY062nTps2dO9fa2pr0awxmHD16NEaNWFhYmJubDxs2jC60AQTqioKhpqYmkFGLlRkJHCGVaCqCq3Cjjo4OIBXAoaenh7GZlPBHFHvw4MGIS6VMcD5t4HMmkE4bF5U16y9g9H/PrD/3KwJOrcnItcDgwZey2UMgTwOgeYoeMW4qM3JaTWCt/Fdoamp2AOuDBw+iIZsOeJeH8nRz4tp8WIEgWkRgwuP5pZQNREhNYB0eHo6ZW6DYnOYLmL5gPALXZ3AgkUgiIiLKysqampoiIyOzsrI+fPggk8nKysrevn1bVlZWVlZWWlqKlKXHjx9HRUUByBITE3Nzc5uami5cuFBTUwOIx+uBca2hoaG8vHzbtm319fXNzc3l5eWVlZXFxcUikQihfdCCUVqUyWSXL1+uq6u7evVqTU2NWCx++vTp06dPq6urq6uri4qKRCJRc3PzlStXxGJxcnLy69evCwoKEhMT37x5c+zYsbi4uDt37ty6dSs+Pv6PP/64e/duZWVleXl5QUFBcnIyMWto1snJyfX19bdv305OTkbGnkQiaWhouHPnDuRs8GtgdGVlZUVFBeQaXhMmvzk3z5BpHZCNDfvIkSP79+9fsmTJ2rVrYcwA+C5evNjPz8/Pzw/VRTs7O7TzLVu2bNeuXYGBgYGBgStXrlywYIGfn9/ixYt9fX19fX09PT1nzZqF6hkWZTe7urp+8803dnZ2c+bMWbp0qa+v72LFWrJkyY8//rho0aKffvppwYIFa9ascXBwsLKycnV1hcgAhMX0FswXB56OGzcOP0LmEXr5RowYMXDgQGNjY4gYAFkbG5tJkyZBmybKDAZN86qR9YGfYiaTtbU10JlH7pHPGjsKaoyQrcmoR4EhoNtkYZwxY8b48eNnzJjh4eEBvQjjoCCRYzbNmDFjzM3NzczMuFkFEd7UItS74xgtgGavXr00Otp7SSjAfbS0tAwMDExNTZGPSpNxwLIxtrhLly69FUHVyqIHf0ZOpdWVRr1wBYDuqflFMUSDGUJ4zVD5QJPRcH5PqvUJ2DRdu1AVET/SU0Tj8gMuVRNGoxDCQ8TICkKeE01G/JUhWwjWGBJIrJYoNpcjSLVQBm6e26eMpGTLI1ingX54XqLVNPwbrwSWOP4yBHgdFxdHD06Dx7gMcuHChf/85z95eXlVVVUtLS0JCQm5ubkY1yKTydLS0g4ePFhVVdXW1nbw4MGMjIy///4bcU7IUz127Ni///4rk8mwkURFRe3Zs+fu3bv379+Pi4srKSlpbGyERpybmysWi589e3bz5k2ZoikcYH306NH29vZXr14hM6+ysrKxsRGe6Pz8fLFY3NbWdv369fj4eKlU+ueffxYWFopEok+fPp08eTImJqa+vv7+/fsxMTF37969desWngtd+58+fSoqKkpNTf3rr78gjGAITkJCQmNj44MHDwoLC6GZQIcB2b93796tW7fI1YdCKEdq4tdcBiEhSyKRYHzl4cOH9+3bB6D88ccfAwICAKCoLvr4+Pj5+Xl5eWGU3MiRI/39/bdv37527drVq1fjzl5eXgsXLoSu7e3tDU49Y8YMiCGQQTC8ysbGZs6cObgzOPuSJUv8/PwWLVoUEBCwatWqFStWrFixYsmSJb6+vhYWFugMBD+dNGkSrBoAVkz1xZo4caKZmVnfvn0hgMDdgTEuAHToGJMmTSIjB+V7AJQJtYHmoO2EyESouRUETByvx87OztbWlkvViD8lQwhud3Nzc3d319LSmjZt2qxZs+bMmTNt2jSkZuMrImoR9Td69GgM98N4Vkwbodm+sCQOHjxYV1cXfS4QSXr37o3ZPRoaGtSJqqGhgXStvn37cqQGrUY8CML8+vfvjz5GNUUqE46JR3NQ/pyZml/7cxnkv1+8bNgpsxaoK5xZa3cM9+jUpfcFwZpb0QW0miQRsvRpdey4+dxVAlYHsCaMxgoLCyPI5qyWsJLnYHB5JLbj4loz3YHr1GDxBw4cIKQOCwsLDQ3leohAwhbI6AJTNi1wwMjIyMrKyubm5suXLz948CAjIwMcvKCg4MGDB48fP378+LFIJDpx4kR1dXVkZGRycvKNGzfgzAPdPnv27OXLl1EWQ/r+gQMH0tLS7t+/X1paGh0dXVFR0dzc3NjYeOfOnfj4+Nra2nPnzpF1j2yLV65cqampSVOMcKysrHz8+HFjY+Pdu3fj4+OvXr1aXFwMg/atW7eA+zdv3szLy4uPjy8rK6uoqBCJRBkZGTdu3Ghqampubq6oqEhOTr53715BQUFaWtrdu3dPnDghl8urq6urqqpkMll+fj6GKpw/fx4BT9QnmZWVdePGjcbGRlwWwDFCpm9qUiUxROAGgVlFLpfn5OSsX79+5cqVUJ9XrlwJqgumDEj19PQcO3bsxIkTR44cuWrVqm3btq1du3bdunVQMBYvXvz999/7+vrOmTPHy8sLTedo+gBGu7m5gWvb2Nh4e3uDqpPVBOR9xYoVa9asWbRo0dq1a318fIKCgqBNu7i42NvbT5kyBdA5ZswYgCniSREbbWVlNWTIEH19fSMjI0tLywkTJtja2trY2FDlcOLEiYBmMtvRnBdg/QTFol+h+iF+l8CaH+A+eCIi0Q5sISsVSI01a9YsJycnAuspU6aMHTv2m2++AUBbWVmhfGphYWFmZmZubm5qagp0NjExwXhMDGCztLQEghsbG0M5wQgYGBlp7APUEogYmpqaI0aMMDc3J7Dmo7tpqjry9nR1dSlThUQVElvUOnbqf66EyPH0v9FANJiVQrOzsqFGR6ma1G2OlVpK7eNEsZW7WrgDRCCDCGCaLzKTCDpiyBAikNc7Z9ZciKBFegj39pHDj99CjJva1gX9NVSipF8HUuN5QahDQ0MPKBa9EryGz5Hr+I7DfBPY+BjIINXV1a2trXhG3J6UlIROvJiYmIiICHjRDh48iJQPTD2Pjo7GfPTw8HAMuqWLDxyEhobGxMSkpKSQXS8xMTE1NRU2bepwIbc1lARqFieXoUgkSk1NxQH6dGDak0gk0dHRCQkJaLaUSCQQMaiHCBZAiUQCMztUDuogx+RciM5AZ95BitcDWQMuQP5q5WycvKBThlpjYmNj8dNVq1atXLkSpcXVq1dDo1i0aBFg1M/PD+bryZMnjx49evny5b/99tsPP/ywcuVK+EZWrFjh5+e3YMECBweH+fPnz549G4ZrUkJw1Y8Mozlz5ixevHj+/Pk+Pj7whKDjZsGCBXj21atXr1ixYvny5fDwgSADWBF0hzIg8BGK9ujRo/X19UeMGAG5AyAORZsmTFNOHmB6ypQpgGyANd0NB5MnT6YbSQkRzMwF6YZ4ghdD02EcHR1pcAxcIoTjHh4ec+fOdXFxQYTTlClT8GiwmoBfg1ObmZlZWlqCUJuampIlxtzcHCPYIT3jR5BN0JxJ3Bn+PAxs1NbWNjIyGjlyJHqLUE4kTwgRbXhCEK9IDhP1zywCa26d5kuAxQJlWXlpKonOggMO1kTASffgzFpLYQIhUx2Ray5ScxzXVfRYcTFEWbMmWBc8vuAPUf5Lhcw6jC18+3/au7KgKM+0y83UXGQ0KaIZcHQwokKaVQERBEVQBLUVbNaGBhq6MSCCuxhcMeCKO4qsNksDhs0VE0dIZWqMIjrGUacyJpaMNS5BQykxwcyk/C9O9amHr8lU/TdzxXvR9dH08nU3nPf0ec5zHilEEGEVJj9rjYLAzUvFkpyaSL1nz549e/bs3r1bQaulIIMDa1KvmEAm3YSHDx/+4osvvv32W9QbSy1hcrLdA9gHjwptKhRt8KrxbWPv3r04h+LiYgSZgpPWWGLz0FvIZD5F1gdZNu+CX7GdUtrGy8rKqixxgNAu2MbC7FnEgwB/AcfoeQFSI90J7TB1lgxbaNbsKeWVdFvLWBLZvclNAl9Njhw5gp771NRU+OcyMjLS0tJAeNFqCEiFLuzn5+fq6hodHb1ixQqDwZCcnGwwGMDE09LSNBrNpEmTNBqNVquFXQ8wzYPFixeHhISEh4cnJyfHxsZqtVqANQqYWq0WZUadTrds2bLExMSMjAx/f383NzeoGawoooHQw8MDEvOUKVPQuOjs7AwhWyrOAFPcEkoOcBx4jdtTUcEMXKA5XjKNIqDSdIxwAd+ZlaowhMABwli+sLCw2NhYFxeXgICAmJiYyMhICDIoV2J5eHi4urpOmTIFE7KhXAOpAcRc+HHy5MkYI4BLaPewltNJjXIiFHDMo5EFRlzD5FV7e3sYqDEVSAFqhDwFl7SG4yEB6/+1CMEjBnsWFUx8hJVp5O3BjTASkRV6CFXsIa17sqIojwnodFu/Leg8JWzFKQ0Ca5JZa9WYcAlcPmBZBFAyX+n/s6bh7HlRIDV0D8VSMGu2dCs84BRbJLNmHgi/toOosjhG1C4TQUXgttKhyNwPRf3z8OHDJSUlKLuxNZxt9MRo2X9vsswKwK/QgaKwx+GUZKuRbFlkABakarYgsuFFhoZjyVEPMgdRbiFUP0yW+fQmkRaraGKitwffnEwm065du5KSkrKysqAap6amgurqLCs6OhrigJ+fn5ubm1qtzszMTEpKSktLgwnEaDTGxMR4eXmNHDkyODg4LS0NXTCQQShYL1q0aPbs2YGBgQkJCdHR0RqNJiEhAcEj0dHRULFR3szMzNTr9eifdHFxAc8FjQW0QeTFHDIorU5OTigY4sqpU6cSo4G8M2fOBAqjOxzXQy2B4oxfzbAscHDwevYx4pFZY4Qg7uvri7ujFsqWRc6LYd95UFBQVFTUuHHjVCqVVqtVq9UEffB0jJaneK1SqcCynZycXF1dcQ0UecjZJNcYKwO/OUd/seEFZmqQdCA1yDUUcLjRJ0+eDI8jBoy9//77mIzOEYLM1SJaEcelECyZLHHTGssUS4Gz1qj9X0i6pNXWTyfbXoZk1lIPIWTTDTIkUkulW0oi0nli/VYMAmuyWpJcKYko6o1EW1mTVNxAmv+kbAL1g/AHUMaT7rYs4jUhW+4HRGrZEC/JtWyZIcUm3aYSwlqZAqypsOP8Id/jbPEy0cdYUVHBpCc2kctQFKmEcEnTRbUlJUqiYYVlghp3AlJgBf7K2Q5EZ/6KfTFDBtJKvi/TSH4tFaCqqkr6L/GFo7KycvXq1QaDAbQaXumUlBRAJyB78eLFoJDTp093d3dXq9VGoxH2j6SkJL1eHx8fHxQU5ODg8Pbbb3t5eaWnp0Onpr0aZUa0yQQFBUVHR8fExKDSqNPpIGFHR0fHxsYuXbp01apVKSkpWVlZCQkJy5Yt8/b2dnd3h44BpsxQDm9vb2dnZ8xVoSIBgA4ICEBeBxzQAFPAMSqWaGMB0QZYE7KphuOOgYGBqG0qZGuQYijd2ACYvcfgPenng04SGRk5c+ZMJKOq1WrcndKKi2WhqIhLFxcXwLRKpXJzc8MleDeQ18nJCQNfsDgYDDVDUGxoIBC4oXQDu1GrRLcnGTcaOyGhcIw6+o847JGR2Qz2k+Y2RX+2BEd5IDmpAt2GBHSpikhpmAfWbFo+o5StqWMoIFvCNF7Ru5YQWumwlj5r+RqlpU+xSQwB1rt27ZKQLbFSYeyDwU7qy7ISyEvWJ6WpgxDPuw/57NgwZI1RobRIZi17cxS4XD547IBcCmZNGWTfvn04f74DoP9A6lKRUi1DrGoHL6gi5eXltZZJBTUidrWsrMw0eNJCuZigViESAWtFUDjwF6lMMkJPQagVYM2uRYK1gjtT8cD2I/sYpVrNvlO8+RUVFdnZ2UajMTs7OyMjw2AwpKWlQfpITExMTExMS0sLDQ0FOPr6+qpUqpiYGHSypKZlOpYhAAAcZ0lEQVSmonFm3rx56EyxtbWdNGmSwWBQq9UsMMIZAma9YMGCwMDARYsWISM0KioKanVCQkJsbCy49po1a5DJl5SUlJmZOX/+fFdXVxDPqVOnMpsUSdNjxoxxcHBQqVQoFQKpAdBgx+DOgYGBwG4yX1b/UKJE+jagGVAO4MbjBAUFTZs2zdPTE1uFlK3Br3ljjl4kXjNAFcewMPr5+SHS2tfXF7I1NGigs5ubGyEbNUaVSoWSI34LsMbN8FsHBweUIiFugGJjKi56O6l94/bQQ5ycnBB6BWKOXCdHR0c8O4CbHBwaCx6c7aBcUMZxib5ToDkumU4ue0wUUM5jyYVJ2K2XpNXvDFalJShbE2r8aL2FkC/z3IZUQhTAPcoyEEOi/JA4PgisgZVykeRKRYIIS0jlzSQNJ7wqlgR9Si6UPiSt5vP+molwyMgnRT+OFK+lvFBhibcGT5TWbHTrnD17trS0VBJ8vC7khEBN/jWkZhgszBIdHR1AbemyMJlMn376aeXgmEC5l+DK2tra8+fPE6klTPNAMm55IJf1RB66p5nZxL1BIVUTrPmWYv4vzjY1NTUjIwOxTQaDQafToRcmISEhPj4+Li4OXBIagkql0ul02dnZ0KmNRqNGo3Fzc+OsP3t7e61WGxERQXINyMYlZs0gGnThwoVqtRowHRMTg8u4uDij0bh06VK9Xr9s2bKkpCSDweDm5jZlyhSQaxm0hHlUkyZNgvoBdKa0jRMG1EIDQZMhkjrQpRIcHAxODXwHTM+0LCJ4SEgINApZY8T+AXUImxkeBIZrdi0yNoRgPXfuXIj7YWFhXl5eAQEB3t7eaPlxcXFxd3dXQDYOQKXRzAk7tqurK2QTiNcQN1BUpGwNQQMmEGjfwHQcOzo62traIkUWZUZ0No4fPx5oTsUc2wbKntBSWKWkVg75G2rM+5bFiewcxM4pkaTngG8E24LbWksNkl8rdAaFEGE7VOgHVQ6J0fLYGqxxTESW7j2esDV8K9pnJIgPAusdO3bstCxkV+7cuVNSXWrZCi68a9eunTt37t69W6reCuCWfJySAukqH5CbxJCatRRVZPVSRpfI/knCdJklGVXGyMkkKWAQwLq4uPjgwYM//fRTU1PT9u3beYboiMGN8WjUNGrF5Ek5WqGysvKzzz57/fo1ApUA1vCBXLp0Cf2HrN0pMv+qq6vLysrq6uoePnx4/vx5k8n0azz612i1zNUjUksrXtnglHCZtMdgEJ6VFIuOHj164MAB+NPj4+Ozs7MRomQ0GmH/gBsvKSkpKirKx8eHvNXT0zMxMRENLFiBgYGcLGVnZ2drawvMDQ8PB5VGjRFua8QYhYSEoMsRowh1Ol18fLxGo4mMjNRoNCkpKatWrYLvW6fTrVixIjw83MXFBaU8MFl/f39nZ+dRo0Y5OjrCxociIdk0YBr4C0INhouxNZwJAP6LG5AIwyhN2MWV/v7+EKxRY2QDOox9EF4CAgKwMbAjRrpB8MhqtTosLMzf3x9WEOw9KGaCL7Ob0dnZGdAMUIbDD3YRDKyRXfjAbt4Rca9kxHgoknRgLrK88dn9/ve/B+yOHz8eiO/o6AifCbm8h4eHu1jYPLCL4JhaDQCdB7AeYrEcKu0oFNnRdEo+zoEJknQPiciSklszZYnRpPNyEaPlpSTUhOb3LGvIK60Xeffo0aMHgXV+fv52yyooKPj4448LCwsLCwt37NhBACXdBkAXWhZvs2vXLgUvVngBidEKqXpIwdpaDVf49uARlO3vMqWE2UNghbgX8AjjXfBoJSUlhw4dQkURXr2ioqLe3t7GxsaCgoLdu3cXFRUVFhaWl5f39PTAoldeXo6NARpFtZg2C8WjoqICyHju3LmXL1+azWbOvYXVr6ury2QylZaWQg9BU8/hw4dxjH6T6urq4uJi9D1WVlYqGDQp85A/SqSWTeRSHJeyftngDMUKkY+KS7yl+P6Bbiaz2bxly5bk5OTs7Oz09HTw2cTERLS3gF8vWLAAtBElPg8PD71eD9OI0WicN28e4jhwaWdn97vf/S48PDwtLY1WEHTHqNXqiIgIRO8HBQUBx8G7oVxrNJqIiIjo6OiEhISMjIzMzEw0yMTHx2N+GGeKI9xjzJgxo0ePRkukxGhQbKlLEKbZ/A2rBig2JySwGAgCTq4Nx8j06dM5dkDRdA4/ybRp06CJcwGv+SMeTa1WA3mjo6PR+073N6x7KCoCWIHO7u7u+HIDex/KjwBoIDWAGywbLBgWbCcnJ0dHRxr7nJyc8LAwmaDP097eHuGFQGfwcXBkIjKfBfsEnpc7B6/E4vW4F2zj2IcI6xLTIaCTp0NpgcxCGs5Yc0rhCr1iSMkCKC/RWeHlUAjrUs0gwhKR5SJGQ6xnAVYO5ZHTeXA+g8B6w4YNH330UV5eXl5e3qZNmzZv3rxly5atW7fm5+dL4C4sLASU43qJ70RtgrtC9bZuU1Qw9CEVFetQJ0U7pXX4NV0fwJqysrKWlpaurq4///nPNTU1JSUlTU1N6LTu6OgwmUznzp2rqqrav39/fX19bW1tQUFBX1+f2WzOz8+nPnPt2rWBgYHu7u6Kigqz2XzlypWurq7W1taqqqqmpqZLly59+umnXV1dTU1NZ86c6e7uPn36dHl5OUKUOjo6rl692tTURNfzF198ceXKlbq6OvS5tLe3nz179vLly9XV1Ti35uZmgOOFCxcePHgAk590dJjFomNPYrQk1CbLLB4iL2kyVB0pHEn7IL+aHLek4x4/fhxZMXV1dVlZWUajkS3mAOjExMT4+PiEhISUlJS5c+d6eXnRd+zh4ZGcnAxkT0hIcHV1RUgp/l4dHBxGjhzp4+OTmpoKHg2YRmkRk7zR5LJkyRLoAHPmzImIiEhOTkauSFRUVExMDPYPBAHGxcWlp6fPmjXrgw8+ACZOnTp1woQJ7733npOTE9waODcSallmhKDBsGkIIIzYxhxbOu1QUQwKCgL6o8Oe9BmoRLD2suRfQ58BUnNkDJRrOe4LBwsWLAgJCVm0aNH8+fPZfoly5YwZMyCtoO8cRJ5hrQz/Qw89fgT8keoCE5EGDrcfKDbgW6I2vHoAFMgRGMYoxW44COFOYag39gwsqd2z7iprsFLfV5y5p2WxCYjwLf2IaIVHYZPwByiUBBw/cqKQwrgypFZuXQUdNXhJaCbsSh5tZ7XsLYsILr8fDAJrNJWtWrVq9erVyHRHKvyGDRvy8vKA3du2bduyZQtAnJdY27ZtAzcHskNOoaAhoVlaqhWcGsTc2jgovYNg1oyX+u/KdUVFxfHjx8+ePXv37t2Ojo5vvvnm8ePH5eXlDQ0NV69evXnz5k8//VRXV/fq1avTp09//PHHd+/evXv3bm5ubl9fX319fX5+Pl/C9evXBwYGrl27dvLkyb///e9/+ctfbt68+fLlS6Dzmzdvvvrqq/v37z9//vz69et37tzp7+//5JNPTp8+/fr166+++urOnTtPnjxpbGw0mUy3b9++ffv2zZs3Hzx4UFlZ2dbW9ubNm+7u7m+++aa3t/fq1au3bt168eJFY2Mj+rm/++67hoYGsPgay6BLGXZaK0ZfEqPpTgHxlxVCRZ+nlOyl0K8ISgT9Lykp2b9/P8Jak5KSli5dilhU5IHAToeiX0pKyuzZsyHLAq9dXFwgg6Slpfn7++PPEVmm+Ie3tbWdMGFCamoqMRo+EMjW4NqzZs1CON+iRYvCwsJCQkIgWCMECngNH2FWVhaGy6SkpKhUKsjQEyZMQGT+lClTaAAHRhO1adqjmgEFGd2DGDlG5Rq/AjR7enoSekBgQZ8Rysp4awwiIHAzIQSVTKgrYPTUYThBeOHChVOnTp03bx5MgWTWPPC2pEdhqwCdl5sEYI68FRIE/XzompEtM9Sdadx2dXUdP378qFGjgCyjRo2ys7MbN24cSO64ceMQIE6CjNeLl0/w9bHMZ6B8j2O2gFK2+i+Lr4usXBJwSOeQSqh6I6gLHhUcYIGGk48jBl2Bp4ROKT1ba9BS61BgtGTQRGdseLTK4EcsbieDwJoNYMuXL1++fHlOTs6KFStWrly5evXqtZa1fv36devWrV+/fsOGDcBxHHz00UcbN24koIN0FxQUUPi2rlsqluyIAZpb95pbJzpZB/KxQYb+PDT41dfXm0ym8+fP//zzzw0NDUePHt27d++NGzc6Ozv37Nnz/Pnz5ubmzZs337hxo7u7G2BtNpu3b9+O/WP//v11dXV9fX14wKamprq6upaWlv7+/s8///yTTz4ZGBhoaGhobW39+eefW1tbKyoq+vv7Ozs7W1tbBwYGmpubS0tLv//++4sXLzY2Nr548eLcuXNNTU3/+c9/2tvbGxsbf/jhhxMnTjQ2Nr5+/dpsNh89ehR8vLi42Gw2Q5NB9yOLmfJSQrN0DbK3RSI1a6ok15JlKyq0knTThL5v374TJ04cOHAAjd1GozE9PR2cGhU/rVabkpKyePFi2BUQLAfTAsbdqtXqiRMn2tragvWMGTMGFt233nrLyckpJSVlyZIlTHQCvw4PD4cYMmvWrLlz5y5cuDA0NHTBggUg2nq9Pjo6Gqn8er0+Jyfnww8/1Gq1K1euhKXP19cXLA9EXqVSgVYDl2kRoQMENUa2lXNcS2hoaGhoKGSQefPmgQJLgYXWF4RGwdYNbOLQLywoM+w79/X1hY2EDms0WIJZQ11BjlVISMiCBQsQ+8cuSuw0eCE+loBW62QSyCCAbIA1mK/UlCl0wKuHBYkZ8D1p0iTgCKftAOMw8wGwiIhaPB3d5d6W9CsZgMX+I/bo87OQ+S34OPyslsxmwY7IrUh+RXAcvOANx1Ko4ThgnVNR22Rhk/A9pHyh4On8ERSeVBoAzYUHx7EEazs7u0FgnZqaioxg/O+hGzgjI4PwDQQniOMSa9WqVWvWrAGOQ0sBdm/dunXbtm2k25BQKJiwgIkDknEFWCuYtSwzDmkOkZVGfOVvaGi4e/duT09PT0/PwMBAfX19UVFRZ2fngwcP0JEIaF6/fv2XX37517/+dc2aNd9//31NTc3WrVsx1PXgwYOtra0vX76Er+PGjRsPHz68f//+jz/+ePHixba2tv7+/oaGhgsXLoBQ19fX9/b2dnZ2trW1vXz5sqGhoaam5tmzZx0dHUD2+/fvY6zByZMnW1tb+/r6TCZTW1tbX19fdXV1RUXF06dPOzs7Dx06VF9f39fX19DQgK5Llv6Y3aFwRis8eTKEmjxaMfRHqiKlg1eZyArHG3vkyJGioqLa2tpNmzYlJSXl5OQYDAZwahDqxMTEuLg4DF1EdRGtfdBVk5OT9Xo9kJrlIPxpvvPOO++9915oaCjj96QMAjcIDCGQApBRh1R+rVYbGho6f/78lJSU2NjY4OBgvV6v1WozMjJArmNjY93c3EDhHRwcPD092arDZGo/Pz+oIig5gu1SEqHrgwCKK0GlARyMBwE8cWAukJrCMQCa4OXt7S03BtpCgM5g1jBiIypkyZIlwcHBaJ0nIcVWgdPwsYSvYg/wsQT+IaHFx5LsSpkYYghY9gcffODp6Yn8bhq3UfGjyZr9jX/4wx8AYRiiNnbsWMxLGzNmDGQQBaGeNnjhJOnAAfIShfme0JlDqUou2fSPNxPvM+QgfFeAuv2BWKx8KgRxuh7pXaEsTkAHVUdhEy+fdkNpIaeyQViXB7gxvlbikkYXSe1pYRwE1vHx8fxnQ5IZLvV6PRAcye4wacGtlWlZAPTs7GwFH8/NzQXvBnxjbd68mTjOqiaYOPQTligZJkUzibRvK/whsrWdSa3l5eWHDh26fPnyq1evioqKWltbf/nlFyDakydPamtrYfZ49uxZW1tbXl5eX1/fjRs3Vq1a1d/fbzabt27dCrve4cOHAdZms7mlpeXNmzeNjY0nTpzA/MNTp069evWqoaGhvb29v7+/ubm5trb2xYsXly5damlp+eWXX9rb25uamvr7+0+dOgUcP3/+PIJKjh49eubMmR9++KGysvLMmTP9/f1I7ejr60NKFOL6ampqSi39jeyaUUzkkUsRkicxmmrG8aGW9fUk3fjigtpDbW0tMBqjBtAIo9VqQavj4+N1Ol14eDj/0/D1fOrUqREREd7e3iNGjMCfIOx6+CN+6623vLy80CkTGRmJFnNoIFiLFy9GjREmNhwEBQXhXrm5uWq1+v333//tb39rY2OTkJCQnp4eExOTlZUVExOj1+v9/Pww99bFxYUA4evrCwgjxaONT7bGSCpHigdiDoDmt/JplvRqdqzgNkArIheBW3r4YBCE8MItAa4+2AShXOM29IzjvhIE8SPKjzhPwjfFXxJelBZpCPHw8HB2doboTMyShUdcj/5yBwcHOzu70aNH47sRxQTM00FtE+8Gm5L4dpFBS4zme0uA5mfBjBd5rIBsbl1UeyhqU+1xd3fn1wt5enxDqPJTWuFOJg3s2AMUCC5puEJRgWQkGztBq9krxDvyGnJte3v7uXPnZmVllZaWdnd320RFRaE3LC4uLi4uLjY2VsI3Q9QYIgwazgV/64cffpiZmZmVlZWdnU3sBu/GWrt2LQh4bm4u5BTg+KZNmyCCb9u2DTRculCkd/DXYkOkTkKujXyP2trae/fuPXr0qLu7++HDh2VlZRcuXHj+/Pn9+/f/+c9/njhxory8/PHjx9euXfvb3/72+eefr127tqenp7q6GiMWi4uLS0pKTpw4ce/evcePH9fV1d26dau3t/f27ds9PT0XL15saWn57rvvzGbz6dOnnzx5ggExjx49+uyzz5qamp49e3br1q2nT59++eWXQNX29vZHjx49fvy4t7f31KlTzc3NT58+raqqamlpwRZSUVHx8OHDP/3pTwcPHuzs7Lx37x5gV0bf8RqpL9MAIxUM2ZkJmGbDJ5RoeamIMCwRC7R6z549R44cKSkp0el0yGNCxl5CQgIIdVxcHIcu0nrMRr4ZM2bwux40PvxFjhgx4o9//GNERERqaqper4cGjXYYKCHUQ+bNmxcYGIgGGbBsLy+v8PDw2tra/Pz8d9555ze/+c2IESMmTpyI2eo5OTlardZoNIaFhYE5opucqAHhws8yR9HPkgEClzR2GggU06dPB1BCXJ41axbu5WeJcOK3eLB1bAnMCfHx8UHpT4I1hexp06YRfcCm2WiDJwWRhx4i8dfb25tsGrivkN29LVNpsDNJVZ11SNjAAXBobAEYAaaZNIIQKKD22LFjUVfEiGH6L1F7UKlU06ZNowlnmiVxRYHLkj7zneeXDLx22RHKK7nY3M9PAe8JoBY4y0vYYGRt09eSpaXg8lJcImFXyCwSx7GxKbJWAOIscspOH6rVwGu5yK9J28eOHTt79uyMjIySkpKuri6bqKgojUaj0WiiLAvYHRsbGxsbGxcXFx8fD/jGYpcaQBxlHL1eTyZOLQXsW0rhUkJBPRM4DhCHAg74BvvGkgQcUC4NgihIopEdvFvR5Shj/44cOQLKvGvXrsLCQmjxeXl5a9eu3bhx45YtWzZv3rxjx46ioqKDBw+iZbHMMiXdZDKhERzmPIagytgNBoPIaCQ20XCIMI6Z8Q/zH/sGq6qqDh8+fOfOnWvXriE3aki/nRSXJUFWBIgrwNo6Ufa4GA2hmLzD64uLi3fv3l1aWpqfn5+YmIjhh0hTAqfG30lSUlJkZGRAQMCcOXOAp6ibeXp6jhkzZvz48RD1qHuOHj3a1tZ27ty5mC8DPwnINQqJjAphsHVYWBhUAjyym5vbmjVrTCbTnDlz0ExsY2Oj0WgyMjJ0Ol1GRgbwGll0wDJfy+QX0mRSaZr2gJ7guTNmzKAuQUEZ1+P/HP/b0k+C/3zySikZS6INAx8WO9fBrym8QAbBDoEnpSkQWIwT4GshY6UAJct6PMYlVREfHx94qFlyhFePrj4W8ejgBk45ODjY29tTnHV0dKTuQUc52bREauobxGi+b/Kz4OK+xT2MIM73hJVVfGmgFq9Aam4ePAfFfoAnkufJ06ZWzueC8AJdBU9Hnzs69SHBKbQR4DX2OWvUJtEeN26cv7+/wWAoLi6+evWqzZIlSyIjI3EJyMZldHS0RG0CNwg4TFrAbixgN+AbC1wpNTXVYDAo1PCsrKwh9RPK3wBuiCcwFG7duhXKCYVvqXQrqDdjSayjtA8dOrR3797t27dv2rQpPz+/sLBwy5Yt8MDk5eXBtHfw4EHcCzYJdvpRHQZSK8xzsrGbzjnZFMOwPZkQIuM4gN1lZWVms7mnp+fkyZOQdBRqMi+l3EyolUMe5KAGTtWhc8baE6KQSthfvm/fvh07dlRVVWEmS2ZmJhvH+YeBvTw0NDQ4ODg0NJSOtJCQED8/PxBqcLHRo0fj73XkyJEeHh4xMTGIP8VfFCYNRkZGAqDVajUGxS5cuBCYhWwjtI2AKeNDt7Ozs7GxsbGxcXZ2Xr9+vUajWblyZWRkZHp6+vz581UqFb0fqDHi3w/4CPQnRsODQd80Ko1UkIGbISEh/D+fIdogZ1iy94CkKLSCulJE5iWCtskoeTISrMnogdosuwEQCYI0iUOepkXEx7Kon/A0WO5zc3ODAELpQ8arUhYAJNElDc1h8uTJ48ePx83wcUjLh68leoUSh7WsIRVqSavxccsfAdyKj0yWH2Vtk/waDm68ZD/L0B98NHzP6ayXe3ZgYKC8GT9r/CHhBSo+TcbVqlQqjPdE0xBtHiArlDuonEBNAnZzjRs3ztfXV6/XHzp06MqVKzYRERHoO1giloJoS+COiYnBATUTxZLsm1oKcZw0HAdpaWkGg8FoNIKJ05cCRSUnJ0cy8XXr1q1bty43N1cScOlC2b59OyzhO3fuhBFQxvUhoQlrx44dGzduzMnJMRqNy5cv37hx47Zt2woKChADAnfgsWPHkNTByh74NRORFHl4RGoJx7wxbi8zOpgfLRk3FkzZ4PJk1ljWIMthadY5tNJUg3cAOYXHRaKs1Ew44hLH2K6OHTt24MAB7IU6nQ77Lj5cfNzQ0JCpBE9bWFgYAuTgpnBzc4PfCzVxHLz77rsTJ06EXRoSCkqUQGe1ZUEPAdFGa19oaCipbnBwsIuLC+ad29jYYBigjY2NWq3G31hqaqpWq9Xr9WBAMGz4ivCmGZbYPH9/fxnhxCvxjRsYga5CJmITTfhl3M/PD7ekGA1l3NvbG0oI+1MgH5Pe4tkJTEwaUVQgAyxTbAi+vpYMP0rV2G8CAwOBm5Ro5Zd6nCp+nD59OsaAQbxGXwyOgd2g26zI0ZaHl8MTw9nSYENOTVFI0lh5Sezmy/81Zs2djGDKz4tbF74lQGrHey6tgVDkmMaFh6KrnRFabEeimx6LdvvQ0FAcE9/9/f1pk5fz2JycnPA3T4sIK41SAKGBjyoTLIYzZ85cunTpsWPHurq6bPr7++/du9fe3l5QUKDValHB8Pf3DwoKwjkNr+E1vIbX8PqfLTmANCoqKjc3t6am5ubNmzY//vjjw4cPL1++XFVVtWnTJhSODAYDmguWD6/hNbyG1/D6Hy6Kwzk5Obm5uUeOHDl//vw//vEPm4GBgWfPnn399dcdHR319fWIgDh69Ojx48fLh9fwGl7Da3j9bxe9ucgaam9vv379+qNHj2z+/e9/v3r1qre399tvv71161ZXV9eVK1euXr167dq17uE1vIbX8Bpe/9t1XaybN29+/fXX//rXv16+fPl/QMVoawky2K8AAAAASUVORK5CYII=" /> <br />
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" /> <br />
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Duvidas deixem um comentario,Que responderei o mais rapido possivel!!!<br />
<br />
<br />D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com2tag:blogger.com,1999:blog-1572263702495497529.post-75361487254298298792012-01-10T03:08:00.000-08:002012-01-10T03:08:03.503-08:00Realçando as cores das fotos...Para exemplificar esse tutorial, usarei uma imagem de uma paisagem
que encontrei no Google Images, o primeiro passo é abrir a sua imagem no
Photoshop.<br />
<img alt="paisagem" class="aligncenter size-large wp-image-1919" height="407" src="http://criarnet.net/wp-content/uploads/2011/10/paisagem-1024x680.jpg" title="paisagem" width="613" /><br />
A principio a imagem parece estar com boas cores, resolução, etc… Mas
veremos que podemos melhorar bastante a imagem, então o próximo passo
será duplicar a leyer, para isso click no atalho apertando Ctrl + J,
agora aplicaremos um filtro na nova leyer, vá em Filter > Sharpen
> Unsharp Mask irá abrir uma nova janela no seu photoshop<br />
<img alt="unsharp mask filtro photoshop" class="aligncenter size-full wp-image-1920" height="430" src="http://criarnet.net/wp-content/uploads/2011/10/unsharp-mask-filtro-photoshop.jpg" title="unsharp mask filtro photoshop" width="331" /><br />
Agora mecha nas propriedades do filtro, afim de conseguir melhorar a
visualização de detalhes da imagem, observe que em Amount coloquei 90%,
Radius: 54,3 px e Threshold 17 levels. Esses valores variam de acordo
com a sua imagem, use o seu bom senso.<br />
Agora crie novamente uma nova camada precisando o atalho no teclado
Ctrl + J, agora acesse a ferramenta Vibrance, essa ferramenta
encontra-se na lateral direita do Photoshop abaixo de onde se encontra
as leyer, click na bolinha preta e branca e logo depois em vibrance.<br />
<img alt="vibrance photoshop" class="aligncenter size-full wp-image-1921" height="290" src="http://criarnet.net/wp-content/uploads/2011/10/vibrance-photoshop.jpg" title="vibrance photoshop" width="226" /><br />
Logo acima irá abrir as propriedades da vibração da imagem, agora
iremos iremos alterar a vibração e saturação da imagem, usei os valores
+32 e +18 respectivamente. Esses valores também podem variar de acordo
com a sua imagem, use o bom senso.<br />
<img alt="photoshop" class="aligncenter size-full wp-image-1922" height="181" src="http://criarnet.net/wp-content/uploads/2011/10/photoshop.jpg" title="photoshop" width="227" /><br />
Agora criaremos uma nova leyer composta, precione o atalho Ctrl + Alt
+ Shift + E agora nessa nova camada aplique um novo filtro, navegue até
Filter > Other > High Pass irá abrir uma nova janela no
photoshop, coloque o valor de 3,0 px e click em OK<br />
<img alt="filtro high pass" class="aligncenter size-full wp-image-1923" height="343" src="http://criarnet.net/wp-content/uploads/2011/10/filtro-high-pass.jpg" title="filtro high pass" width="331" /><br />
Agora alteraremos a mesclagem da layer de Normal para Overlay, essa propriedade fica localizada logo acima das layers.<br />
<img alt="mesclagem photoshop" class="aligncenter size-full wp-image-1924" height="75" src="http://criarnet.net/wp-content/uploads/2011/10/mesclagem-photoshop.jpg" title="mesclagem photoshop" width="182" /><br />
Pronto, nosso efeito foi aplicado com sucesso, veja o resultado:<br />
<img alt="paisagem otimizada photoshop" class="aligncenter size-full wp-image-1925" height="406" src="http://criarnet.net/wp-content/uploads/2011/10/paisagem-otimizada-photoshop.jpg" title="paisagem otimizada photoshop" width="610" />D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com1tag:blogger.com,1999:blog-1572263702495497529.post-45951749615697104862012-01-05T14:20:00.000-08:002012-01-05T14:32:03.096-08:00Aprenda a Fotografar Gestantes...Bom galera hoje eu vou ensinar a vocês algumas dicas basicas de como fotografar gestantes.<br />
Para vocês,pode até parecer facil,mas esse trabalho exije muito do fotógrafo ou de quem está fotografando.<br />
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<a href="http://cordvida.files.wordpress.com/2011/03/cordvida_respiracao.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="267" src="http://cordvida.files.wordpress.com/2011/03/cordvida_respiracao.jpg" width="400" /></a></div>
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<b>Local</b><br />
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Primeiro de tudo para se fotografar é preciso escolher o local onde a gestante vai ser fotografada,por isso eu indico que esse local seja escolhido não só pelo fotografo como também pela própria gestante.<br />
Para fotografia de gestantes por ser um dos momentos mais importantes e especiais de sua vida indico que esse local seja o mais tranquilo e sereno possível,para que a gestante se sinta livre,leve e solta nas fotografias.<br />
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<a href="http://farm4.static.flickr.com/3435/3962169007_fb6663a13d_o.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="http://farm4.static.flickr.com/3435/3962169007_fb6663a13d_o.jpg" width="266" /></a></div>
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O local escolhido deve ser explorado ao maximo e quando eu digo ao maximo é ao maximo mesmo.em suas fotos explore cada pedaço,cada detalhe,às vezes um simples detalhe de uma folha caindo,o vento em seus cabelos ou um olhar para o infinito,deixam sua foto com um tom mais suave e descontraido por isso eu ja disse e vou repetir,explore ao maximo o local escolhido.<br />
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<b>Obs</b>.:Para ouzar em suas fotografias procure diversos pontos para se tirar uma foto,nunca fique só em um local,mas sempre ouze nas fotos ,tire elas embaixo de uma arvore,por trás das folhas,tire ela vista do chão enfim use e abuse do local.<br />
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<a href="http://farm3.static.flickr.com/2655/3962168207_056c5f9db7_o.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="http://farm3.static.flickr.com/2655/3962168207_056c5f9db7_o.jpg" width="400" /></a></div>
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<b>Iluminação</b><br />
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Geralmente indico para esse tipo de foto,ou seja,ao ar livre que sejam tiradas pela manhã,para que se possa pegar um nascer do sol e um clima mais agradavel para se trabalhar, mas também,pode ser tirada a tarde,mas eu particularmente acredito que seja melhor que a foto seja tirada no período da manhã pois o clima nos deixa trabalhar melhor,e também por que podemos ter muito mais detalhes do que teriamos em fotos tiradas a tarde.Mas como eu disse isso depende do gosto de cada fotografo.<br />
Recomendo também que,não confie tanto na iluminação do dia,se você é profissional (ou não é ainda mas possui equipamento) recomendo levar seus rebatedores,flashs dentre outros.<br />
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<b>Obs</b>.:Se suas fotos forem tiradas a tarde cuide para que ela não fique superexposta e estrague a foto.<br />
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<b>Vestuário</b><br />
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As roupas que vão ser usadas pela gestante é sempre recomendado que quem as escolha sejam a própria gestantes,mas também,pode ser escolhido pelo fotografo(se você é profissional e está fotografando com um pacote esclusivo digamos por exemplo com:Maquiagem,book,dvd e etc,pode estar incluindo este serviço no pacote).<br />
As roupas escolhidas para esse tipo de foto devem ser escolhidas as veze com a ajuda do fotografo,pois as vezes uma roupa que você acha feia e não gosta de jeito nenhum,muitas vezes vira no olhar do fotógrafo,uma peça que faz a diferença em sua foto.<br />
Também é recomendado para as futuras mamães que façam essas fotos,quando ja souberem ao serto o sexo do bebê,pois isso ajuda-rá também,na hora de tirar uma foto da mamãe preparando o berço do bebê,ou com o sapatinhos do bebê na barriga enfim,dentre outros detalhes que podem ser feitos apenas sabendo o sexo do bebê.<br />
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<a href="http://imgms.bebe.abril.com.br/6/galeria-de-fotos-r9.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="276" src="http://imgms.bebe.abril.com.br/6/galeria-de-fotos-r9.jpeg" width="400" /></a></div>
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<b>Outras dicas uteis...</b><br />
<br />
Muitas mamães,por ser o primeiro ensaio fotografico de sua vida,e por ser um ensaio de gestante ficam nervosas,mas diferente dos papais,que costumam acompanhar suas esposas nos ensaios,vão se soutando no decorrer do ensaio enquanto os papais vão ficando mais nervosos,mas,com o tempo,se acostumam.<br />
Dica para que eles fiquem mais avontade e mais descontraidos durante o ensaio é que o fotógrafo que está a registrar esse momento,vá conversando com o casal e deixando eles mais avontade e para que eles passem também essas informações para outros futuros clientes.<br />
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Bom galera é isso,espero ter ajudado e até a proxima dica!!<br />
Abraçosss!!<br />
<br />D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com2tag:blogger.com,1999:blog-1572263702495497529.post-23532017434620189652012-01-03T02:03:00.001-08:002012-01-03T09:13:13.070-08:00Tratamento de Fotos - Preto e Branco01. Pressione Ctrl+O e abra uma foto qualquer, no caso deste tutorial usaremos a foto abaixo.<br />
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<img alt="tutoriaisphotoshop.net" height="320" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem1.jpg" width="214" /><br />
<br />
02. Vá em Layer> New Adjustment Layer> Photo Filter e defina os valores abaixo.<br />
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<img alt="tutoriaisphotoshop.net" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem2.jpg" /><br />
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<img alt="tutoriaisphotoshop.net" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem3.jpg" /><br />
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<img alt="tutoriaisphotoshop.net" height="320" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem4.jpg" width="216" /><br />
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03. Vá em Layer> New Adjustment Layer> Hue/Saturation, defina o valor de Saturation em -90.<br />
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<img alt="tutoriaisphotoshop.net" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem5.jpg" /><br />
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<img alt="tutoriaisphotoshop.net" height="320" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem6.jpg" width="215" /><br />
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04. Vá em Layer> New Adjustment Layer> Curves.<br />
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<img alt="tutoriaisphotoshop.net" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem7.jpg" /><br />
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05. Defina a curva como na foto abaixo.<br />
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<img alt="tutoriaisphotoshop.net" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem8.jpg" /><br />
<br />
<img alt="tutoriaisphotoshop.net" height="320" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem9.jpg" width="215" /><br />
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06. Vá em Layer> New Adjustment Layer> Hue/Saturation, clique na máscara que está na adjustment layer de Hue/Saturation.<br />
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<img alt="tutoriaisphotoshop.net" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem10.jpg" /><br />
<br />
07. Pressione a letra D do teclado para resetar as cores de Foreground e
Background para preto e branco, pressione a letra B do teclado para
selecionar a Brush Tool, escolha um brush de pontas suaves, Hardness em 10% e Opacidade em 5%, pinte sobre toda a área onde a modelo está.<br />
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<img alt="tutoriaisphotoshop.net" height="320" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem11.jpg" width="320" /><br />
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08. Depois de terminar pinte novamente somente sobre o rosto da modelo.<br />
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<img alt="tutoriaisphotoshop.net" height="320" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem12.jpg" width="320" /><br />
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09. Pinte novamente, desta vez sobre cada um dos olhos.<br />
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<img alt="tutoriaisphotoshop.net" height="320" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem13.jpg" width="320" /><br />
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10. Reduza o tamanho do brush e pinte dentro de cada olho e ao redor dos olhos.<br />
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<img alt="tutoriaisphotoshop.net" height="319" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem14.jpg" width="320" /><br />
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11. Pinte os lábios.<br />
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<img alt="tutoriaisphotoshop.net" height="320" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem15.jpg" width="320" /><br />
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12. Diminua o tamanho do brush novamente, defina a opacidade em 30% e pinte sobre a íris de cada olho.<br />
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<img alt="tutoriaisphotoshop.net" height="320" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem16.jpg" width="320" /><br />
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13. Defina a opacidade do brush em 10% e pinte sobre as partes escuras de cada olho e lábios.<br />
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<img alt="tutoriaisphotoshop.net" height="320" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem17.jpg" width="320" /><br />
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14. Defina a opacidade do brush em 50% e pinte sobre o colar.<br />
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<img alt="tutoriaisphotoshop.net" height="320" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem18.jpg" width="320" /><br />
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15. Clique na máscara da Adjustment Layer de Curves.<br />
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<img alt="tutoriaisphotoshop.net" height="320" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem19.jpg" width="216" /><br />
<br />
<img alt="tutoriaisphotoshop.net" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem20.jpg" /><br />
<br />
16. Diminua o tamanho do brush e mude o modo de blend para Overlay.<br />
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<img alt="tutoriaisphotoshop.net" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem21.jpg" /><br />
<br />
17. Pinte sobre as sombrancelhas.<br />
<br />
<img alt="tutoriaisphotoshop.net" height="320" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem22.jpg" width="320" /><br />
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18. Diminua o brush e pinte sobre os cílios.<br />
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<img alt="tutoriaisphotoshop.net" height="319" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem23.jpg" width="320" /><br />
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19. No final sua imagem deverá ficar como a da foto abaixo.<br />
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<img alt="tutoriaisphotoshop.net" height="320" src="http://www.andresugai.org/Tutoriais/11.2011/T17/imagem24.jpg" width="215" />D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com3tag:blogger.com,1999:blog-1572263702495497529.post-19706518828693089672011-12-30T07:45:00.000-08:002011-12-30T07:48:47.362-08:00Mudando a cor dos olhos no Photoshop...1. Abra uma fotografia( CTRL+O) e aplique um zoom até chegar bem perto dos olhos. <br />
<br />
2. Faça uma seleção usando qualquer uma ferramenta de seleção.3.
Agora você pode colorir através do controle de matiz e saturação(
CTRL+U), marcando a caixa de seleção "colorir" e movendo os controles
deslizantes da janela "Matiz e Saturação".<br />
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<img alt="Matiz e Saturacao no Photoshop" src="http://2.bp.blogspot.com/_KPoHl9cEtAA/SHqOCE4FCUI/AAAAAAAAAOo/cqBQekUPjW0/s320-R/olho5.jpg" style="border: 0pt none;" title="Matiz e Saturacao no Photoshop" /></div>
ou...<br />
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4. Colorir através do equilíbrio de cores( CTRL+B), movendo os controles deslizantes e o equilíbrio de tons.<br />
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<img alt="Equilibrio de cores do Photoshop" src="http://4.bp.blogspot.com/_KPoHl9cEtAA/SHqM48gsXTI/AAAAAAAAAOI/Bw_oZtLyfUw/s320-R/olho2.jpg" style="border: 0pt none;" title="Equilibrio de cores do Photoshop" /></div>
5. Aí está o resultado, repare na cor dos olhos:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<img alt="Cor dos olhos" src="http://3.bp.blogspot.com/_KPoHl9cEtAA/SHqLZSpVXxI/AAAAAAAAANo/5qC3_6ad_3w/s320-R/olho.jpg" style="border: 0pt none;" title="Cor dos olhos" /></div>
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<img alt="Cor dos olhos" src="http://2.bp.blogspot.com/_KPoHl9cEtAA/SHqL1sJnf7I/AAAAAAAAANw/Dfxve57JmaE/s320-R/olho4.jpg" style="border: 0pt none;" title="Cor dos olhos" /></div>D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com1tag:blogger.com,1999:blog-1572263702495497529.post-49862033989835081052011-12-29T09:24:00.000-08:002011-12-29T09:32:01.514-08:00Como fazer um Book fotografico em casa...<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.arcadenoefilmagens.com.br/MyImages/studio1%20%20arca.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="http://www.arcadenoefilmagens.com.br/MyImages/studio1%20%20arca.jpg" width="320" /></a></div>
<div style="text-align: justify;">
Vejo que há uma grande procura por <i>como fazer um book fotográfico em casa</i>. Bem é muito simples, primeiro é preciso ter uma camera fotográfica né (lógico)…</div>
<div style="text-align: justify;">
Escolha um locação, ou seja, um lugar da
sua casa que agrade, um cômodo com paredes brancas, um jardim, uma
piscina, vai da preferência de cada um.</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.essaseoutras.com.br/wp-content/uploads/2011/05/book-fotografico.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="246" src="http://www.essaseoutras.com.br/wp-content/uploads/2011/05/book-fotografico.jpg" width="320" /></a></div>
<div style="text-align: justify;">
É muito importante que haja luz
sufuciente, melhor se for luz solar, caso contrário a foto ficará com
ruído. Exceto se a intenção é apenas a silhueta do modelo ou a
granulação for proposital.</div>
<div style="text-align: justify;">
E por fim, o figurino. Escolha um motivo
para as fotos, por exemplo uma estação do ano ou de acordo com o lugar
escolhido, bikini se for para piscina. Roupas que combinem com o tema
das fotos são essenciais!</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Bom galera é isso,qualquer duvida deixe um comentario que eu responderei o mais rapido possivel!!!</div>
<div style="text-align: justify;">
Abraçossss!!!!</div>D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com1tag:blogger.com,1999:blog-1572263702495497529.post-23974271215943732782011-12-27T05:25:00.000-08:002011-12-27T05:25:56.753-08:00Clareando os dentes...<div class="barra_texto">
<div class="addthis_toolbox addthis_default_style ">
<strong>1º</strong> Abra sua imagem.</div>
</div>
<div id="HOTWordsTxt" name="HOTWordsTxt">
<div id="texto">
<br /><img alt="" height="226" src="http://www.photoshoptotal.com.br/galeria/tutoriais/55/55_2.jpg" width="263" /><br /><br /><strong>2º </strong>Utilizando a ferramenta <strong>Laço Poligonal (L)</strong> com 2 px de difusão selecione os dentes. Para melhor seleção
aumente o zoom para 250%. Caso tenha dúvidas neste passo, observe a
imagem abaixo onde a seta vermelha indica a ferramenta laço poligonal e a
seta azul indica a difusão:<br />
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<br />
<img alt="" src="http://www.photoshoptotal.com.br/galeria/tutoriais/55/55_3.jpg" /><br />
<br />
<img alt="" src="http://www.photoshoptotal.com.br/galeria/tutoriais/55/55_4.jpg" /><br />
<strong>3º</strong> - Após a seleção estar completa. Pressione <strong>CTRL+U </strong>para entrar em Matiz/Saturação. Ou vá em Imagem > Ajustes > Matiz / Saturação e configure assim:<br />Editar: amarelo<br />Matiz: 0<br />Saturação: 0<br />Luminosidade: +100<br /><br /><img alt="" src="http://www.photoshoptotal.com.br/galeria/tutoriais/55/55_5.jpg" /><br /><br /><strong>4º</strong> Lembre-se de deixar a caixa EDITAR em amarelo e não marcar a caixa colorir.<br /><br /><strong>5º</strong> Dê o OK e pronto... Adeus aos dentes amarelados !<br /><br /><b>Antes:</b><br /><br /><img alt="" height="226" src="http://www.photoshoptotal.com.br/galeria/tutoriais/55/55_6.jpg" width="263" /><br /><br />
<b>Depois:</b><br /><br /><img alt="" height="226" src="http://www.photoshoptotal.com.br/galeria/tutoriais/55/55_1.jpg" width="263" /><br /></div>
</div>D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com0tag:blogger.com,1999:blog-1572263702495497529.post-65502192390368563492011-12-27T04:55:00.000-08:002011-12-27T05:14:29.433-08:00Dicas para se tirar boas fotografias...<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFSCDiuSEgmbzyPfFlFZpNIvKbfamA3zPg9ROJ2_5yMR0ECQLgtGfgJRXK0NnTZpM_Dai5T9ve46fptPktpgj_xPJ1K-SW0PULm3w0M5ZINAVwiDVaTc1GwPFtnJtX2rkC8DYzrjaHoEMQ/s1600/foto.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFSCDiuSEgmbzyPfFlFZpNIvKbfamA3zPg9ROJ2_5yMR0ECQLgtGfgJRXK0NnTZpM_Dai5T9ve46fptPktpgj_xPJ1K-SW0PULm3w0M5ZINAVwiDVaTc1GwPFtnJtX2rkC8DYzrjaHoEMQ/s320/foto.jpg" width="320" /></a></div>
<b>1) Enquadramento</b><br />
<br />
Tente fugir do clichê de colocar o assunto sempre no meio da <a href="http://www.photoshoptotal.com.br/#" rel="nofollow" style="border-bottom: dotted 1px; color: #006600; cursor: hand; text-decoration: underline;">foto</a>. Desclocar o objeto principal da imagem pode fazer toda a diferença para deixá-la mais interessante.<br />
<br />
Divida mentalmente o visor da câmera em três colunas e três linhas, como em um <a href="http://www.photoshoptotal.com.br/#" rel="nofollow" style="border-bottom: dotted 1px; color: #006600; cursor: hand; text-decoration: underline;">jogo</a>
da velha. As intersecções das linhas são os pontos mais interessenantes
da sua foto. As linhas em si também mostram pontos de destaque, para
colocar os olhos de uma pessoa ou o horizonte, por exemplo.<br />
<br />
<b>2) Flash desnecessário</b><br />
<br />
Uma
das coisas mais complicadas na fotografia é aprender a usar o flash de
forma correta. Usar o flash muito em cima pode deixar a foto toda clara,
e muito longe, escura.<br />
<br />
Lembre-se que o flash tem um alcance
limitado, de normalmente três a cinco metros, às vezes um pouco mais.
Não adianta deixar o flash ligado em uma foto onde o foco é um objeto a
30 metros.<br />
<br />
Um bom exemplo de mau uso do flash são shows. Em
linhas gerais, não é necessário luz extra alguma nesse caso. A luz do
palco é mais do que suficiente para sua foto. Usar flash só vai iluminar
as cabeças de quem está na sua frente, fazendo sumir o resto.<br />
<br />
<b>3) Flash necessário</b><br />
<br />
Um
ambiente escuro não é o único lugar onde o flash é um acessório
necessário. Em uma foto contra-luz, por exemplo, o flash pode ser usado
como preenchimento.<br />
<br />
Quando você for tirar uma fotografia de
alguém com uma fonte de luz ao fundo, como o sol, por exemplo, você pode
notar que o sol vai ficar brilhante e somente a silhueta da pessoa vai
aparecer. Neste caso o flash irá suprir a falta de luz, deixando ambos
visíveis.<br />
<br />
<b>4) Cuidado com o fundo</b><br />
<br />
Tenha
muito cuidado ao selecionar o local onde você vai tirar um retrato. A
escolha do que aparece ao fundo é tão importante quando o que vem em
primeiro plano.<br />
<br />
Cores vibrantes, linhas e outros objetos podem
interferir ou tirar a atenção do foco. Um erro engraçado, porém muito
comum, é tirar foto de uma pessoa em frente a uma árvore onde os galhos
parecem formar chifres sobre sua cabeça.<br />
<br />
<b>5) Retratos</b><br />
<br />
Aproxime-se.
Quando o assunto é uma pessoa, o que se quer mostrar é, oras, a pessoa.
Não tenha medo de chegar perto. Se quiser, pode até cortar um pouco da
parte de cima da cabeça. A esta distância é possível reparar em detalhes
como sardas e cílios. O que não pode acontecer é aquele monte de nada
na volta e um pequeno sujeito no meio.<br />
<br />
<b>6) Olhe nos olhos</b><br />
<br />
Tire
fotos na altura dos olhos da pessoa. Para tirar foto de criança fique
de joelhos, sente, atire-se no chão. Faça o necessário para ficar ao
nível dela.<br />
<br />
<b>7) Fotos verticais</b><br />
<br />
Muitos assuntos exigem uma foto vertical. Se o foco tiver mais linhas verticais, como um farol ou uma escada, vire a câmera.<br />
<br />
<b>8) Aproveite a luz</b><br />
<br />
Não
há luz mais bonita que a luz natural do sol. Sempre que puder,
aproveite-a. Posicione-se de forma a deixar a fonte de luz à suas
costas, aproveitando assim a iluminação. É impressionante quanta
diferença pode fazer um simples passo para o lado.<br />
<br />
A luz difusa de um dia nublado é excelente para realçar cores e suavisar contornos, sendo excelente para tirar retrados.<br />
<br />
É
preciso de muito cuidado ao usar o flash. A luz dele, além de forte,
tem uma cor diferente a do ambiente. Uma luz dura vai deixar rugas e
imperfeições muito mais aparente. Já notou como sempre se fica feio em
foto 3x4? Eis a resposta.<br />
<br />
<b>9) Cor</b><br />
<br />
A
maioria das câmeras digitais vêm com controle de cor, ou white balance.
Esse controle de cor faz com que o branco seja realmente branco sob
determinada fonte de luz. Mas as configurações pré-selecionadas da
câmera nem sempre são as mais indicadas para quem quer fidelidade.<br />
<br />
A
configuração para dias ensolarados, normalmente indicada por um pequeno
sol, dá um tom mais amarelado às fotos. Essa tonalidade dá uma sensação
de calor e afeto, tornando a foto mais interessante sob determinados
aspectos.<br />
<br />
Experimente bastante o controle de cor até acertar o que mais se adequa ao que você quer.<br />
<br />
<b>10) Experimente</b><br />
<br />
Não
há melhor dica do que esta: experimente. O segredo da fotografia está
na tentativa e erro. Leia de cabo a rabo o manual da sua câmera, para
saber tudo que ela é capaz, e tente todas as configurações possíveis.<br />
<br />
A
fotografia é muito subjetiva, não há regras. O mais importante é
aprender a dominar a luz e sua câmera, para depois fazer o que quiser. <i></i>D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com0tag:blogger.com,1999:blog-1572263702495497529.post-78209714924263448952011-12-26T09:41:00.000-08:002011-12-26T09:42:43.789-08:00Fazendo motagem nas fotos com Photoshop...01. Pressione Ctrl+O e abra a foto que será usada, neste tutorial iremos usar a imagem abaixo.<br />
<br />
<a href="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem1.jpg"><img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem1.jpg" title="para baixar esta foto clique com o botão direito e escolha Save Image As" /></a><br />
<br />
02. Sua paleta de layers deve estar como a da foto abaixo.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem2.jpg" /><br />
<br />
03. Pressione <b>Ctrl+J</b> para duplicar a layer.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem3.jpg" /><br />
<br />
04. Agora com a tecla Ctrl pressionada clique sobre o ícone <b>Add New Layer</b> no rodapé da paleta de layers, isso irá criar uma nova layer abaixo da Layer 1 e não acima como é de costume.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem4.jpg" /><br />
<br />
05. Sua paleta de layers deve estar como a da foto abaixo.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem5.jpg" /><br />
<br />
06. Pressione a letra<b> D</b> do teclado para resetar as cores de Foreground e Background para preto e branco.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem6.jpg" /><br />
<br />
07. Agora pressione a letra <b>G</b> do teclado para selecionar a <b>Paint Bucket Tool</b> e pinte a layer de preto.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem7.jpg" /><br />
<br />
08. Novamente clique no ícone <b>Create a New Layer</b> no rodapé da paleta de layers ou pressione <b>Ctrl+Shift+N</b> para criar uma nova layer.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem8.jpg" /><br />
<br />
09. Sua paleta de layers deve ficar como a da foto abaixo.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem9.jpg" /><br />
<br />
10. Agora pressione a letra <b>M</b> do teclado para selecionar a <b>Rectangular Marquee Tool</b>.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem10.jpg" /><br />
<br />
11. Crie uma seleção ao redor da imagem que você queira que seja a primeira fotografia.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem11.jpg" /><br />
<br />
12. Pressione a letra <b>G </b>do teclado para selecionar a <b>Paint Bucket Tool</b> e pinte a seleção de preto.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem12.jpg" /><br />
<br />
13. Clique na layer 1 e logo após na pequena seta que existe na no canto superior direito da paleta de layers, escolha a opção<b> Create Clipping Mask</b> ou pressione <b>Ctrl+Alt+G</b>, sua imagem irá ficar como a mostrada logo abaixo.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem13.jpg" /><br />
<br />
14. E sua paleta de layers deverá estar como a imagem abaixo.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem14.jpg" /><br />
<br />
15. Clique na layer 2 e logo após clique no ícone <b>Create a New Layer</b> no rodapé da paleta de layers ou pressione <b>Ctrl+Shift+N</b> para criar uma nova layer.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem15.jpg" /><br />
<br />
16. Sua paleta de layers deve ficar como a da imagem abaixo.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem16.jpg" /><br />
<br />
17. Pressione a letra <b>M </b>do teclado para selecionar a <b>Rectangular Marquee Tool</b> e crie uma seleção ao redor de onde a seleção antiga foi feita, esta seleção será a parte branca da foto.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem17.jpg" /><br />
<br />
18. Pressione a letra <b>G</b> do teclado para selecionar a <b>Paint Bucket Tool</b> e com a cor branca preencha a seleção, sua imagem irá ficar como a foto abaixo.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem18.jpg" /><br />
<br />
19. Com a layer 4 selecionada clique no ícone <b>Layer Styles</b> no rodapé da paleta de layers.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem19.jpg" /><br />
<br />
20. No menu que se abre escolha a opção Drop Shadow.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem20.jpg" /><br />
<br />
21. Defina os valores a seguir.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem21.jpg" /><br />
<br />
22.
Depois de aplicado o efeito, clique na layer 4 e logo em seguida com a
tecla <b>Shift</b> pressionada clique na layer 3, isto irá selecionar as duas
layers como é mostrado na imagem abaixo.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem22.jpg" /><br />
<br />
23. Com as duas layers selecionadas pressione <b>Ctrl+T</b> para aplicar a<b> Free Transform Tool</b> e rotaciona a foto livremente, para isso aproxime o mouse de um dos quadrados que está na diagonal da caixa de Free Transfom,
quando o ícone do mouse se transformar em uma seta dupla em curva
clique e arraste para rotacionar, deixe na posição que desejar.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem23.jpg" /><br />
<br />
24.
Caso queira você pode clicar e arrastar a foto para outro ponto da
imagem, quando achar o local desejado pressione Enter, esta será a
primeira foto, que será usada para criar as outras, a partir desta foto
você poderá criar quantas fotos quiser, agora clique na Layer1, 3 e 4
com o Shift pressionado para selecionar as 3 layers.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem24.jpg" /><br />
<br />
25.
Pressione <b>Ctrl+G </b>para agrupar as layers, as 3 layers irão desaparecer
dando lugar a uma pasta chamada Group 1, clique na pasta para ver as
layers que agora estão dentro dela.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem25.jpg" /><br />
<br />
26. Clique novamente no triângulo a frente da pasta para fechá-la, clique e arraste a para cima do ícone <b>Create a New Layer</b> no rodapé da paleta de layers, isto irá criar uma cópia da pasta com todo seu conteúdo.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem26.jpg" /><br />
<br />
27. Sua paleta de layers irá ficar assim.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem27.jpg" /><br />
<br />
28.
Clique na seta que existe na frente da pasta que acabou de ser criada
para revelar as layers dentro dela, clique em uma das layers e com o
<b>Shift</b> pressionado clique sobre outra layer afim de selecionar as layers
com as bordas da foto.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem28.jpg" /><br />
<br />
29. Com as duas layers selecionadas pressione <b>Ctrl+T</b> para chamar a <b>Free Transform Tool</b>, clique sobre a foto e arraste a cópia para outra posição, gire e posicione a cópia conforme achar melhor.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem29.jpg" /><br />
<br />
30. Assim que achar a posição ideal pressione <b>Enter</b> para aplicar a transformação.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem30.jpg" /><br />
<br />
31.
O processo para as outras fotos é o mesmo, repita os procedimentos a
partir do passo 26 para criar outras cópias da foto e ir completando a
imagem, ao final sua imagem ficará assim.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/08.2007/T18/imagem31.jpg" />D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com1tag:blogger.com,1999:blog-1572263702495497529.post-61426907187296445002011-12-21T03:24:00.000-08:002011-12-21T03:25:40.197-08:00Imagem colorida,em preto e branco...<span style="color: black; font-size: x-small;">Este é um tutorial
simples, onde você verá como transformar qualquer foto colorida em uma
imagem em preto e branco, com determinadas áreas coloridas. A idéia básica desta
técnica é usar o "History Brush" para reverter o preto e branco que aplicaremos.
Para este tutorial, a seguinte imagem será utilizada:</span>
<br />
<div align="center">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtZCVkuEQWqSkoeIqgblNpawq0ypA_U_18bIkzL6sC-2DXA8u5N0Qjo-wGjnqXdmDyiqmUewIjmS09tvrAcC47p3mb16pNqdYqxkRspkB2VElFmlj0ex5JEIBzFVY4NewUqKSupm_D9PA/s1600/dk_Boca_com_morango.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtZCVkuEQWqSkoeIqgblNpawq0ypA_U_18bIkzL6sC-2DXA8u5N0Qjo-wGjnqXdmDyiqmUewIjmS09tvrAcC47p3mb16pNqdYqxkRspkB2VElFmlj0ex5JEIBzFVY4NewUqKSupm_D9PA/s320/dk_Boca_com_morango.jpg" width="320" /></a></div>
<span style="color: black; font-size: x-small;">Bem, após abrir sua imagem o primeiro passo será
clicar no menu Image > Adjustments > Black and White. Então a imagem
se tornará preto e branco.</span><br />
<div align="center">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimmcvSF_7FlzBz3yen4xp2qvxBTcu9z4vFRIdzbf4jZjHtWKPo242mGdCaWZGBEHfuWbfTTKjouLL2ToRQGaiWQKX-TWgma5PEqa_Z2Tqbb7ASH2sNuF2zwiyk1JhrwuHQk771GY6JGpU/s1600/dk_Boca_com_morango.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimmcvSF_7FlzBz3yen4xp2qvxBTcu9z4vFRIdzbf4jZjHtWKPo242mGdCaWZGBEHfuWbfTTKjouLL2ToRQGaiWQKX-TWgma5PEqa_Z2Tqbb7ASH2sNuF2zwiyk1JhrwuHQk771GY6JGpU/s320/dk_Boca_com_morango.jpg" width="320" /></a></div>
<span style="color: black; font-size: x-small;">É agora que usaremos o "History Brush".
Selecione-o na paleta de ferramentes, ou simplesmente pressione Y, e passe
o pincel sobre as áreas onde você deseja que fiquem coloridas. Caso erre, você
pode desfazer (Ctrl+Z) para voltar e passar novamente.</span><br />
<div align="center">
<img src="http://www.fotografiaonline.xpg.com.br/images/colorpb3.jpg" /></div>
<div align="left">
<span style="color: black; font-size: x-small;">Após passar sobre todas as áreas
desejadas, sua imagem estará pronta. Esta é uma técnica muito simples e que
consome pouquíssimo tempo. Confira a imagem depois de estar
pronta:</span></div>
<div align="center">
<span style="color: black; font-size: x-small;"></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKNbHHCQENP-XA9P0oTc5X6nwE3ejDmHaSAy_qbALXvmZmO7J2EJExyAj146hopntnfZaI8JlB20ijhY6OTLVFHi77kBGmBP889vhVN4VjaL9ARu2AAoXDk_np0Aj6EXRp9-hnXzKJe3k/s1600/dk_Boca_com_morango.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKNbHHCQENP-XA9P0oTc5X6nwE3ejDmHaSAy_qbALXvmZmO7J2EJExyAj146hopntnfZaI8JlB20ijhY6OTLVFHi77kBGmBP889vhVN4VjaL9ARu2AAoXDk_np0Aj6EXRp9-hnXzKJe3k/s320/dk_Boca_com_morango.jpg" width="320" /></a></div>
<br />D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com0tag:blogger.com,1999:blog-1572263702495497529.post-47142740201377500542011-12-20T10:52:00.000-08:002011-12-20T10:52:18.701-08:00Transformando foto em Desenho...<strong>Passo 1</strong>- Abra a imagem que você quer transformar em desenho.<br />
<strong>Passo 2</strong> - Para começar, dê Ctrl + Shift + U para
deixar a foto em preto e branco e em seguida com o botão direito do
mouse, clique na camada principal para duplicar ou aperte Ctrl + J.<br />
<div class="foto componente_materia midia-largura-620">
<img alt="Primeiro passo é colocar a foto em preto em branco (Foto: Reprodução/Isabela Catão)" height="374" src="http://s.glbimg.com/po/tt/f/original/2011/12/12/desenho.jpg" title="Primeiro passo é colocar a foto em preto em branco (Foto: Reprodução/Isabela Catão)" width="620" /><strong>Primeiro passo é colocar a foto em preto em branco </strong></div>
<strong>Passo 3</strong> - Pressione Ctrl + I para deixar a foto parecida com um negativo e inverter as cores.<br />
<div class="foto componente_materia midia-largura-620">
<img alt="Função Duplicat Layer para ver o antes e o depois (Foto: Reprodução/Isabela Catão)" height="373" src="http://s.glbimg.com/po/tt/f/original/2011/12/12/desenho2.jpg" title="Função Duplicat Layer para ver o antes e o depois (Foto: Reprodução/Isabela Catão)" width="620" /><strong>Função Duplicat Layer para ver o antes e o depois</strong></div>
<strong>Passo 4</strong> - Do lado direito, clique na janelinha que
está escrito “normal” e selecione a opção color dodge. Note que a imagem
vai sumir e vai ficar quase tudo branco.<br />
<div class="foto componente_materia midia-largura-620">
<img alt="Tutorial Photoshop (Foto: Reprodução/Isabela Catão)" height="371" src="http://s.glbimg.com/po/tt/f/original/2011/12/12/desenho3.jpg" title="Tutorial Photoshop (Foto: Reprodução/Isabela Catão)" width="620" /><strong></strong></div>
<strong>Passo 5</strong>- Em seguida, vá em Filter e clique em Blur e depois Gaussian Blur.<br />
<div class="foto componente_materia midia-largura-620">
<img alt="Tutorial Photoshop (Foto: Reprodução/Isabela Catão)" height="372" src="http://s.glbimg.com/po/tt/f/original/2011/12/12/desenho4.jpg" title="Tutorial Photoshop (Foto: Reprodução/Isabela Catão)" width="620" /><strong></strong></div>
<strong>Passo 6</strong> - Quando abrir a janela do gaussian glur, deixe o radius em 6,5 e clique em OK.<br />
<div class="foto componente_materia midia-largura-620">
<img alt="Tutorial Photoshop (Foto: Reprodução/Isabela Catão)" height="375" src="http://s.glbimg.com/po/tt/f/original/2011/12/12/desenho5.jpg" title="Tutorial Photoshop (Foto: Reprodução/Isabela Catão)" width="620" /><strong></strong></div>
<strong>Passo 7</strong> - Com o botão direito do mouse, clique na camada background copy e selecione a opção flatten image.<br />
<div class="foto componente_materia midia-largura-620">
<img alt="Tutorial Photoshop (Foto: Reprodução/Isabela Catão)" height="373" src="http://s.glbimg.com/po/tt/f/original/2011/12/12/desenho6.jpg" title="Tutorial Photoshop (Foto: Reprodução/Isabela Catão)" width="620" /><strong></strong></div>
<strong>Passo 8</strong> - Selecione o ícone da borracha na palheta do lado esquerdo e apague os restos que não vão fazer parte do desenho.<br />
<div class="foto componente_materia midia-largura-620">
<img alt="Tutorial Photoshop (Foto: Reprodução/Isabela Catão)" height="373" src="http://s.glbimg.com/po/tt/f/original/2011/12/12/desenho7.jpg" title="Tutorial Photoshop (Foto: Reprodução/Isabela Catão)" width="620" /><strong>Eliminação de objetos e detalhes que não fazem parte do desenho é a principal etapa da edição. </strong></div>
<strong>Passo 9</strong> - Para obter um pouco mais de contraste no desenho, clique com o botão direito no layer e selecione a opção levels.<br />
<div class="foto componente_materia midia-largura-620">
<img alt="Tutorial Photoshop (Foto: Reprodução/Isabela Catão)" height="373" src="http://s.glbimg.com/po/tt/f/original/2011/12/12/desenho8.jpg" title="Tutorial Photoshop (Foto: Reprodução/Isabela Catão)" width="620" /><strong>Acentue o contraste usando a opção levels. </strong></div>
<strong>Passo 10</strong> - Mova a setinha para o lado direito até que você ache o ponto certo do contraste que quer, mas tome cuidado para não exagerar.<br />
<div class="foto componente_materia midia-largura-620">
<img alt="Tutorial Photoshop (Foto: Reprodução/Isabela Catão)" height="373" src="http://s.glbimg.com/po/tt/f/original/2011/12/12/desenho9.jpg" title="Tutorial Photoshop (Foto: Reprodução/Isabela Catão)" width="620" /><strong>Dosagem na hora de aplicar o contraste.</strong></div>
Pronto! Agora você já sabe como deixar uma foto sua igual a um desenho. Abaixo, o antes e o depois da imagem editada.<br />
<ul class="toolbar">
<li class="remove">
</li>
</ul>
<img alt="Tutorial Photoshop (Foto: Reprodução/Isabela Catão)" height="215" src="http://s.glbimg.com/po/tt/f/original/2011/12/12/desenho10.jpg" title="Tutorial Photoshop (Foto: Reprodução/Isabela Catão)" width="620" /><strong>Antes e depois mostram as alterações.</strong>D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com0tag:blogger.com,1999:blog-1572263702495497529.post-43721154586660911162011-12-19T02:19:00.000-08:002011-12-19T02:19:17.831-08:00Dê mais vida às suas fotos no Photoshop...Às vezes você olha para a foto daquela paisagem que você registrou e
sente que a imagem está perfeita – afinal, o céu azulzinho está
enfeitado por um brilhante sol que, por sua vez, é refletido nas águas
de um lago margeado por uma grama bem verde... Mas acredite: ela pode
ficar ainda melhor...<br />
Passo 1. Inicie o Photoshop e abra a fotografia cujas cores você deseja
realçar. Neste caso, usaremos esta do Parque do Ibirapuera, em São
Paulo;<br />
<div class="foto componente_materia midia-largura-620">
<img alt="Veja como realçar as cores da imagem (Foto: Felipe Held)" height="388" src="http://s.glbimg.com/po/tt/f/original/2011/03/17/photoshop1.jpg" title="Veja como realçar as cores da imagem (Foto: Felipe Held)" width="620" /><strong></strong></div>
<br />
Passo 2. Primeiramente nós vamos mexer no nível de luz da imagem.
Acesse "Image" > "Adjustments" > "Levels" (ou utilize o atalho
"Ctrl + L" em seu teclado) e clique em "Options", à direita. Em seguida,
selecione a caixa “Snap Neutral Midtones” e dê OK;<br />
Passo 3: Ainda na janela de "Levels", selecione a caixa “Preview” e
altere, como quiser, as pequenas setas pretas (sombra) e brancas (luz)
do gráfico. Arraste-as para esquerda ou direita e veja como fica a
imagem. Tome cuidado para não deixar sua foto com muita luz ou sombras
exageradas;<br />
<div class="foto componente_materia midia-largura-620">
<img alt="Não exagere na hora de alterar os níveis (Foto: Reprodução/Felipe Held)" height="388" src="http://s.glbimg.com/po/tt/f/original/2011/03/17/photoshop2.jpg" title="Não exagere na hora de alterar os níveis (Foto: Reprodução/Felipe Held)" width="620" /><strong></strong></div>
Passo 4. As cores da imagem certamente já estarão bem melhores, mas
você ainda pode conseguir um resultado melhor. Agora, acesse as curvas
("Image" > "Adjustments" > "Curves"; ou o simples atalho "Ctrl +
M") e, assim como feito no Passo 2, procure por "Options" e marque a
caixa “Snap Neutral Midtones”;<br />
Passo 5. No gráfico, selecione dois pontos a fim de deixar a curva com
um formato de “S”. Novamente, fique atento para não exagerar nas sombras
ou na luz. Duas curvas suaves podem ser o bastante para não deformar a
imagem. Experimente à vontade e descubra a melhor configuração;<br />
<div class="foto componente_materia midia-largura-620">
<img alt="Em algumas ocasiões, um S de curvas poucas acentuadas basta (Foto: Reprodução/Felipe Held)" height="388" src="http://s.glbimg.com/po/tt/f/original/2011/03/17/photoshop3.jpg" title="Em algumas ocasiões, um S de curvas poucas acentuadas basta (Foto: Reprodução/Felipe Held)" width="620" /><strong></strong></div>
Passo 6. Duplique a atual camada da imagem, acessando "Layers" > "Duplicate Layers". Na cópia duplicada, selecione o <em>blend</em>
(aquela caixa de rolagem onde, por padrão, aparece a opção "Normal")
para “Soft Light”. Depois, ajuste como preferir o campo “Opacity”;<br />
<div class="foto componente_materia midia-largura-620">
<img alt="Blend com Soft Light não precisa ter um nível de Opacity muito forte (Foto: Reprodução/Felipe Held)" height="388" src="http://s.glbimg.com/po/tt/f/original/2011/03/17/photoshop4.jpg" title="Blend com Soft Light não precisa ter um nível de Opacity muito forte (Foto: Reprodução/Felipe Held)" width="620" /><strong></strong></div>
Passo 7. Duplique novamente a camada. Desta vez, vá em "Filter" >
"Blur" > "Gaussian Blur" e mude para 10,0 pixels o nível do "Radius".
No blend desta camada, selecione “Overlay” e ajuste o “Opacity” para
20%;<br />
Passo 8. Duplique mais uma vez a camada e apenas altere o <em>blend</em>
para “Color Dodge” e o “Opacity” como preferir (geralmente, um valor
baixo). E pronto! Sua imagem já possui cores muito mais realçadas.<br />
<div class="foto componente_materia midia-largura-620">
<img alt="Imagem final, com cores muito mais intensas (Foto: Reprodução/Felipe Held)" height="388" src="http://s.glbimg.com/po/tt/f/original/2011/03/17/photoshop5.jpg" title="Imagem final, com cores muito mais intensas (Foto: Reprodução/Felipe Held)" width="620" /><strong></strong></div>
Veja e compare a diferença entre a imagem antes da alteração no Photoshop e depois:<br />
<div class="foto componente_materia midia-largura-620">
<img alt="Alterações permitem que luzes, sombras e cores da imagem ganhem mais intensidade (Foto: Reprodução/Felipe Held)" height="388" src="http://s.glbimg.com/po/tt/f/original/2011/03/17/photoshop6.jpg" title="Alterações permitem que luzes, sombras e cores da imagem ganhem mais intensidade (Foto: Reprodução/Felipe Held)" width="620" /><strong></strong></div>
Outra dica: Para salvar suas imagens após alteradas no Photoshop,
recomenda-se sempre optar por “Save As”. Assim, você não perde a sua
imagem original e nem corre o risco de errar alguma alteração e
“estragar” a fotografia.D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com0tag:blogger.com,1999:blog-1572263702495497529.post-83087940290113319142011-12-19T02:08:00.000-08:002011-12-19T02:08:31.597-08:00Limpando a pele em 4 passos...Mudar a cor dos olhos, dos cabelos, fazer maquiagens, aumentar os
músculos....A lista de mudanças que o Photoshop consegue aplicar em uma
foto é pra lá de extensa. Nela, a vaidade é o motivo mais comum para
usar os milagrosos recursos do software, capaz de mudar quase tudo no
rosto ou corpo de alguém.<br />
Acompanhe o passo a passo que vai ensinar a tirar manchas de pele recorrendo ao <em>band-aid</em> do programa, que faz uma espécie de limpeza de pele <em>tech</em>.<br />
<strong>Passo 1</strong>- Abra uma foto com a qual você deseja fazer a limpeza de pele.<br />
<strong>Passo 2</strong> - Vá na janela <em>Layers</em>, localizada à direta da tela, e com o botão direito do mouse, clique em cima da foto para encontrar a opção <em>duplicate layer. </em>Clique nela para duplicar a camada. Isso vai permitir que mais tarde você consiga ver o antes e o depois da imagem editada.<br />
<div class="foto componente_materia midia-largura-620">
<img alt="Duplicate Layer, recurso permite ver o antes e o depois. (Foto: Isabela Catão)" height="374" src="http://s.glbimg.com/po/tt/f/original/2011/12/09/duplicate-layer1.jpg" title="Duplicate Layer, recurso permite ver o antes e o depois. (Foto: Isabela Catão)" width="620" /><strong>Duplicate Layer, recurso permite ver o antes e o depois. </strong></div>
<strong>Passo 3</strong> - Selecione a ferramenta <em>spot healing brush tool</em> (band-aid) do lado esquerdo.<br />
<div class="foto componente_materia midia-largura-620">
<img alt="Spot Healing Brush Tool (Foto: Reprodução/Isabela Catão)" height="375" src="http://s.glbimg.com/po/tt/f/original/2011/12/09/ferramentaspot3.jpg" title="Spot Healing Brush Tool (Foto: Reprodução/Isabela Catão)" width="620" /><strong> </strong></div>
<div class="foto componente_materia midia-largura-620">
<strong>Spot Healing Brush Tool </strong></div>
<strong>Passo 4</strong> - Com a ferramenta selecionada, clique nos
lugares onde você quer tirar manchas de pele ou "defeitinhos" que não
são bem-vindos na imagem. Pronto! O resultado você confere na foto
abaixo:<br />
<div class="foto componente_materia midia-largura-620">
<img alt="Resultado 'Band Aid', que faz desaparecer manchas na pele (Foto: Reprodução/Isabela Catão)" height="650" src="http://s.glbimg.com/po/tt/f/original/2011/12/11/pronto2.jpg" title="Resultado 'Band Aid', que faz desaparecer manchas na pele (Foto: Reprodução/Isabela Catão)" width="620" /><strong>Resultado 'Band Aid', que faz desaparecer manchas na pele.</strong></div>
Você também pode ver o antes e depois clicando no “olho” que o seu layer está selecionado do lado direito.<br />
<div class="foto componente_materia midia-largura-620">
<img alt="Processo rápido e fácil para tirar manchas no Photoshop (Foto: Reprodução/Isabela Catão)" height="235" src="http://s.glbimg.com/po/tt/f/original/2011/12/11/tuto2.jpg" title="Processo rápido e fácil para tirar manchas no Photoshop (Foto: Reprodução/Isabela Catão)" width="620" /><strong>Processo rápido e fácil para tirar manchas no Photoshop.</strong></div>D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com0tag:blogger.com,1999:blog-1572263702495497529.post-20074356427868864012011-12-18T06:05:00.000-08:002011-12-18T06:05:33.045-08:00Como ser um fotógrafo profissional...<h2>
Amor é essencial</h2>
Não me entenda mal: <strong>acho essencial que o nosso trabalho seja gostoso</strong>.
E acho super válido chutar o pau da barraca quando não aguentamos mais
(eu também fiz isso.) Sempre digo que se você vive esperando pelo fim de
semana ou pelas férias, você está no trabalho errado.<br />
E isso não vale só para a fotografia, mas para todas as profissões.
Existem fotógrafos infelizes pois eles não gostam realmente do que fazem
e estão nessa só pelo dinheiro tanto quanto existem pessoas que fazem
carreira em multi-nacionais e estão muito felizes assim.<br />
<a href="http://www.flickr.com/photos/camdiluv/4373811197/in/photostream/"><img alt="Love, amor, aimer, amore by Camdiluv ♥" class="alignnone" height="462" src="http://dl.dropbox.com/u/16348214/DDF/111021-amorcapricho/love-by-camdiluv.jpg" title="Love, amor, aimer, amore" width="728" /></a><br />
<strong>Ser fotógrafo não é uma solução mágica.</strong> E é preciso
amar muito, muito mesmo! É preciso amar o suficiente para que as
burocracias, as partes chatas (pois elas existem) e os problemas pareçam
irrelevantes.<br />
Mas não adianta só amar.<br />
<h2>
É preciso ter capricho</h2>
E capricho quer dizer <strong>considerar e cuidar de todos os detalhes</strong>.
Lembrar que ser fotógrafo é doce mas não é mole não! É saber que é
preciso estudar muito Fotografia antes de sair vendendo seu peixe. É
saber que é preciso estudar Administração, Marketing e Economia para
conseguir gerir seu negócio. É saber que se você quer oferecer algo de
qualidade é preciso estudar Arte, Semiótica e História. É saber que tudo
isso não se aprende do dia pra noite. É saber que você vai passar mais
tempo gerenciando do que fotografando.<br />
<strong>É saber se preparar para ser um profissional</strong>.<br />
<a href="http://www.celalteber.com/"><img alt="Business, by CELALTEBER" class="alignnone" height="391" src="http://dl.dropbox.com/u/16348214/DDF/111021-amorcapricho/business.jpg" title="Business, by CELALTEBER" width="728" /></a><br />
É saber de tudo isso e realmente se importar com cada etapa. Tem hora
para estudar o básico, tem hora para analisar o mercado, tem hora para
trabalhar de graça, tem hora para investir e, depois de todas essas
horas, é que vai ser a hora de vender.<br />
<h2>
Trabalho é trabalho, diversão é diversão</h2>
Por mais que a gente ame o que faz aquela importante diferença entre trabalho e diversão ainda existe: a <strong>responsabilidade</strong>. Não queira vender fotografia se não estiver disposto a fazer o que é preciso.D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com0tag:blogger.com,1999:blog-1572263702495497529.post-5546848205717389672011-12-18T05:58:00.000-08:002011-12-18T05:59:52.988-08:00O que é resolução...<h2>
O que é resolução?</h2>
Imagine que uma foto é feita de vários pontinhos. Cada pontinho tem
uma cor e juntando muuuuitos pontinhos chegamos a uma imagem completa.<br />
<img alt="" class="alignnone size-full wp-image-3377" height="379" src="http://www.dicasdefotografia.com.br/article-images/pontinho.jpg" title="pontinho" width="728" /><br />
A resolução é, bem resumidamente, a quantidade de pontinhos em um determinado espaço. Quanto <b>mais pontinhos</b> em um espaço, <b>mais detalhes</b> teremos na imagem.<br />
Simples assim! Mas existem alguns outros detalhes, é claro:<br />
<b>1. Pixels ou pontos reais?</b><br />
Pixels são diferentes de pontos reais. Pixels são os pontos em uma
tela (de computador ou da televisão, por exemplo), mas uma imagem com
vários pixels não é necessariamente uma imagem com resolução adequada.
Por exemplo:<br />
<img alt="" class="alignnone size-full wp-image-3378" height="243" src="http://www.dicasdefotografia.com.br/article-images/pixels-pontos.jpg" title="pixels-pontos" width="728" /><br />
Embora as duas imagens ocupem a mesma quantidade de pixels da tela do
seu computador dá para ver que a primeira tem uma qualdiade maior. Isso
acontece porque a imagem da esquerda tem 360px de largura e 360
pontinhos de informação. Já a segunda imagem tem 360px de largura e
apenas 160 pontinhos de informação nessa largura.<br />
É por isso que não dá para aumentar imagens e manter a qualidade delas como acontece nos seriados de investigação :-)<br />
<b>2. Qual resolução usar?</b><br />
Dependendo do meio aonde está a foto é necessário ter mais ou menos
pontos por polegada. É isso que chamamos casualmente de “Resolução”.<br />
Ao fazer uma imagem para mostrar na tela do computador (a imagem que
vai para o flickr, por exemplo) usamos uma resolução de 72 pontos por
polegada, pois isso é o que, no geral, as telas mostram.<br />
Ao fazer uma imagem para uma ampliação (em 15x21cm para um álbum, por
exemplo) é preciso usar uma resolução maior, pois os pontinhos são
impressos mais “apertadinhos” e assim garantimos mais qualidade. A
resolução indicada nesse caso é de 300 pontos por polegada.<br />
Ao fazer um Outdoor a resolução é bem menor, pois vemos Outdoors bem
de longe, normalmente fica em torno de 30 pontos por polegada. Se você
chegar perto de um Outdoor vai notar que dá pra ver os “quadradinhos” da
imagem!<br />
<i>O nome certinho disso que chamamos casualmente de resolução é <b>DPI</b> (Dots per Inch, ou pontos por polegada.)</i><br />
<b>3. E os Mega Pixels?</b><br />
Uma câmera com mais Mega Pixels não é necessariamente uma câmera melhor, e isso continua sendo verdade! O que importa é a qualidade do Sensor.
A quantidade de Mega Pixels, conforme vimos acima, vai definir o
tamanho máximo de ampliação de uma imagem sem diminuir a sua qualidade.
Se uma câmera tem um sensor muito ruim e vários Mega Pixels ela vai
simplesmente fazer fotos horríveis e enormes ;-)<br />
—<br />
É claro que o assunto Resolução de Imagem tem vários detalhes e
nerdices – mas aqui eu quis explicar para todos que não conhecem nada
sobre o assunto e ficam em dúvida em “visualizar” a Resolução no dia a
dia de Fotógrafo.Espero que seja útil!D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com0tag:blogger.com,1999:blog-1572263702495497529.post-28040657920310275362011-12-14T11:37:00.000-08:002011-12-14T11:37:54.784-08:00Dentes ao estilo Vampiro...O Dia das Bruxas já passou, mas se você ainda quer saber como aprender a deixar seus dentes igual a de um vampiro, basta seguir o tutorial de hoje, que vai te ensinar a deixar seus dentes pontudos. São 6 passos rápidos e simples de aprender no Photoshop. Confira!<br />
1- Abra o Photoshop e escolha uma foto para deixar os dentes pontudos.<br />
2- Dê um zoom na área em que vai mexer e selecione a ferramenta <em>Polygonal Lasso Tool</em> e faça a seleção ao redor do dente.<br />
<img alt="Polygonal Lasso Tool seleciona o dente que você quer alterar (Foto: Reprodução/Isabela Catão)" height="373" src="http://s.glbimg.com/po/tt/f/original/2011/12/12/dentes1.jpg" title="Polygonal Lasso Tool seleciona o dente que você quer alterar (Foto: Reprodução/Isabela Catão)" width="620" /><br />
3- Depois de selecionado o dente, vá em <em>Select > Modify > Feather </em>e digite 1 na caixa que abrir.<br />
4- Crie uma camada de cópia clicando em <em>Layer via copy</em> com o botão direito na camada existente da sua foto.<br />
5- Em seguida vá no menu <em>Edit</em>, clique em <em>Transform</em> e selecione a opção <em>Warp</em>. Automaticamente vai aparecer uma caixa de transformação ao redor do dente que você selecionou anteriormente. Clique nas extremidades desta caixa para fazer o efeito de vampiro.<br />
<img alt="Feather é o próximo passo para prosseguir na edição (Foto: Reprodução/Isabela Catão)" height="373" src="http://s.glbimg.com/po/tt/f/original/2011/12/12/dentes2.jpg" title="Feather é o próximo passo para prosseguir na edição (Foto: Reprodução/Isabela Catão)" width="620" /><br />
<br />
6- Para fazer o mesmo do outro lado, crie um Background copy clicando com o botão direito na camada de Background e siga os mesmos passos.<br />
<img alt="Resultado como a ferramenta do Photoshop cria dentes de vampiros em fotos (Foto: Reprodução/Isabela Catão)" height="412" src="http://s.glbimg.com/po/tt/f/original/2011/12/12/dentes3.jpg" title="Resultado como a ferramenta do Photoshop cria dentes de vampiros em fotos (Foto: Reprodução/Isabela Catão)" width="620" /><br />
<br />
<br />D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com3tag:blogger.com,1999:blog-1572263702495497529.post-39497599589585305052011-12-14T04:55:00.000-08:002011-12-14T04:56:53.397-08:00Maquiagem no Phothoshop...Muitas pessoa se perguntam.Como fazer sua maquiagem no photoshop?Pensando nelas escrevi este texto <br />
ensinando a fazer maquiagem no photoshop...Faça bom proveito!!<br />
<br />
01. Pressione Ctrl+O e abra uma foto para ser trabalhada, no caso
escolhemos uma foto que possui um close dos olhos. Agora pressione a letra J do teclado para selecionar a ferramenta Color Replacement Tool. Esta ferramenta só está disponível nas versões do Photoshop CS em diante.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem1.jpg" /><br />
<br />
02.
Basicamente esta ferramenta tem como função captar a luminosidade de
certas áreas e transferi-las para outras áreas como veremos a seguir.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem2.jpg" /><br />
<br />
03. Copie sua layer original pressionando Ctrl+J.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem3.jpg" /><br />
<br />
04. Com a ferramenta Color Replacement Tool
selecionada escolha uma área clara da pele como foi feita nas fotos
abaixo e logo após aplique sobre a íris para clarear as partes mais
escuras.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem4.jpg" /><br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem5.jpg" /><br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem6.jpg" /><br />
<br />
05. Outro uso da Color Replacement Tool
é este, você pode pegar uma amostra de cor e repetir esta amostra em
outros lugares, como foi usado na foto abaixo para clarear o branco dos
olhos.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem7.jpg" /><br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem8.jpg" /><br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem9.jpg" /><br />
<br />
06. Caso queira deixar os olhos mais brancos use a Magic Wand Tool (Letra W do teclado) para selecionar as partes brancas do olho.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem10.jpg" /><br />
<br />
07. Adicione um pouco de Feather indo em Select> Feather para deixar as bordas da área branca suavizadas.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem11.jpg" /><br />
<br />
08. Agora crie um Custom Adjustment Layer indo em Layer> New Adjustment Layer> Levels
e arraste lentamente a seta branca no gráfico, ela é responsável pelas
áreas brancas da foto, mas no caso só irá influenciar na área
selecionada.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem12.jpg" /><br />
<br />
09.
Esta Custom Adjustment Layer irá funcionar como uma máscara funcionando
apenas na área em que foi aplicada, podendo ser alterada, regulada
posteriormente e até retirada caso seja necessário, caso você ache que o
efeito tenha ficado muito artificial você pode alterar a opacidade da
layer para conseguir um resultado melhor.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem13.jpg" /><br />
<br />
10. Agora pressione Ctrl+Shift+N para criar uma nova layer.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem14.jpg" /><br />
<br />
Escolha Gray como color, Overlay como modo de blend e deixe a opção Fill With Neutral Color marcada.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem15.jpg" /><br />
<br />
11. Pressione a letra B do teclado para selecionar a Brush Tool e selecione um Brush de tamanho médio e pontas suaves.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem16.jpg" /><br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem17.jpg" /><br />
<br />
12.
Deixe a opacidade de seu Brush por volta de 3 a 5% mas isto fica por
conta de sua preferencia e defina o modo de blend (do Brush) para Color
Dodge. Use a cor branca como sua cor de foreground. Isto irá funcionar
mais ou menos como a Dodge Tool funciona, aumentando a claridade das
áreas trabalhadas.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem18.jpg" /><br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem19.jpg" /><br />
<br />
13. Trabalhe as áreas ao redor dos olhos, esta técnica deixa os olhos em destaque dando um brilho extra a esta área.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem20.jpg" /><br />
<br />
14.
Agora mude a cor de Foreground para preta e mude o modo de blend do
Brush para Color Burn, seu Brush irá agir como a Burn Tool queimando e
deixando as áreas trabalhadas mais escuras.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem21.jpg" /><br />
<br />
Caso você desabilite a visualização das outras layers verá algo assim.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem22.jpg" /><br />
<br />
Usando apenas o branco e o preto você poderá dar um realce nas fotos com o auxilio do modo de blend do Brush.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem23.jpg" /><br />
<br />
15. Agora mude a opacidade do Brush para 100%.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem24.jpg" /><br />
<br />
Com a opacidade em 100% você terá um realce maior das cores, usando a cor branca como foreground ou a cor preta facilmente você poderá criar o efeito de lápis no olho.<br />
<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem25.jpg" /> <br />
Na foto abaixo você pode ver o resultado se o Brush for usado com 100% de opacidade. <br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem26.jpg" /><br />
<br />
Usando-se o Brush com diferentes níveis de opacidade temos o resultado abaixo.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem27.jpg" /><br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem28.jpg" /><br />
<br />
Caso queira recomeçar o trabalho o jeito mais fácil é indo em Edit> Fill e escolher a opção 50% gray.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem29.jpg" /><br />
<br />
Aqui foi feito um escurecimento ao redor dos olhos usando-se os métodos descritos anteriormente.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem30.jpg" /><br />
<br />
16. Aqui deixamos a pele mais clara usando a mesma técnica.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem31.jpg" /><br />
<br />
Defina as áreas a serem clareadas evitando a parte dos olhos.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem32.jpg" /><br />
<br />
Copie
a layer pressionando Ctrl+J, retire a visualização da layer copiada e
adicione uma layer mask na layer original como mostrado na foto a
seguir. <br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem33.jpg" /><br />
<br />
Agora
use um Brush de tamanho grande e pontas suaves (Use as teclas [ e ]
para aumentar e diminuir o tamanho do Brush) selecione a cor preta como
foreground color e vá mascarando as áreas e preservando o olhos.<br />
<br />
<img src="http://www.andresugai.org/Tutoriais/02.2007/T10/imagem34.jpg" /><br />
<br />
<br />D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com0tag:blogger.com,1999:blog-1572263702495497529.post-89119098470503453712011-12-11T04:36:00.001-08:002011-12-11T04:40:27.571-08:006 truques para fontes no photoshop...Temos certeza que este tutorial – ou melhor – coleção de tutoriais se
tornará bem popular: 6 truques para fontes no Photoshop que são
imprescindíveis para o seu repertório, seja você um amador, entusiasta
ou profissional!
<br />
Nesta pequena coleção de tutoriais você aprenderá a criar fontes
feitas de ouro em poucos minutos, criar um texto metálico
tridimensional, combinar uma fonte com estilos com outra sem de uma
maneira harmoniosa, usar gradient overlay com seu texto, criar um fino
texto metálico e também criar um texto de plástico. Tudo isso da maneira
mais fácil possível, o que é ideal para principiantes no Photoshop.<span id="more-329"></span>
Mas o que nos chamou mais atenção nestes tutoriais é o fato de que
todos eles usam apenas estilos de camadas (layer styles) para chegar ao
resultado final. Isto significa que os efeitos não são destrutivos e
podem ser ajustados a qualquer momento. Quando digo “não destrutivo” me
refiro ao fato de que várias ferramentas e filtros no Photoshop
distorcem a imagem de uma maneira irreversível, “destruindo” a
informação sobre os píxeis originais da imagem. Isso nos trás a três
regras importantíssimas quando se trabalha com o Photoshop:<br />
<ul class="ok">
<li>Sempre faça um backup da sua imagem original antes de trabalhar com o Photoshop</li>
<li>Na medida do possível, use ferramentas ou filtros não-destrutivos
(ex.: layer masks, layer styles e alguns filtros disponíveis no CS3 e
CS4).</li>
<li>Durante o trabalho no Photoshop, faça backups de camadas que já
obtiveram efeitos definitivos mas que ainda receberão mais tratamento
destrutivo, para que você possa voltar àquela(s) camada(s) mesmo depois
de ter fechado o documento.</li>
</ul>
Dito isto, vamos aos tutoriais…<br />
<h5>
Tutorial nr. 1: Texto dourado ou “banhado a ouro”</h5>
<img alt="" class="alignnone" height="450" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_1_1.jpg" style="margin-left: 10px; margin-right: 10px;" width="600" /><br />
Existem várias maneiras de fazer um texto de ouro / dourado. Este
método utiliza duas camadas com exatamente o mesmo texto em cada camada
(layer). Essas camadas estão sobrepostas com a camada de baixo alguns
píxeis mais abaixo para que pareça que temos um texto em 3D.<br />
A fonte que usei aqui se chama “Trajan”, uma fonte muito elegante que é perfeita para um texto dourado.<br />
<img alt="" class="alignnone" height="450" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_1_2.jpg" style="margin-left: 10px; margin-right: 10px;" width="600" /><br />
Primeiramente a camada de cima, que é feita com os estilos usuais –
um “Bevel and Emboss”, um “Gradient Overlay” e poraí vai. Note o sutil
“Drop Shadow” que é aplicado à camada de cima, que por sua vez cai na
camada de baixo (a camada de baixo também tem seu próprio drop shadow).<br />
<img alt="" class="alignnone" height="450" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_1_3.jpg" style="margin-left: 10px; margin-right: 10px;" width="600" /><br />
<img alt="" class="alignnone" height="2700" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_1_4.jpg" style="margin-left: 10px; margin-right: 10px;" width="596" /><br />
Esta é a camada que dá a profundidade às nossas letras. Note que o
interior não é importante já que ele será coberto pela camada de cima,
que é banhada a ouro. Esta camada usa um “Outer Bevel” em cima de um
grosso “Stroke” para criar os destaques. Assim que quando colocamos a
outra camada por cima teremos um ótimo efeito de texto banhado a ouro.<br />
<img alt="" class="alignnone" height="450" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_1_5.jpg" style="margin-left: 10px; margin-right: 10px;" width="600" /><br />
<img alt="" class="alignnone" height="1350" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_1_6.jpg" style="margin-left: 10px; margin-right: 10px;" width="597" /><br />
Existem várias maneiras de fazer um texto dourado. Este método utiliza duas camadas.<br />
<h5>
Tutorial nr. 2: Texto metálico em 3D</h5>
<img alt="" class="alignnone" height="450" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_2_1.jpg" style="margin-left: 10px; margin-right: 10px;" width="600" /><br />
Na verdade este efeito é somente uma variação do texto dourado. Como
você pode ver abaixo, utilizei novamente as duas cópias do mesmo texto,
cada camada com seus próprios estilos aplicados. Aqui usei um diferente
“Gloss Contour” no texto de baixo, e é claro que em todos os lugares que
usei uma nuance amarelada no tutorial anterior, usei nuances cinzentas
aqui.<br />
<img alt="" class="alignnone" height="450" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_2_2.jpg" style="margin-left: 10px; margin-right: 10px;" width="600" /><br />
Para tentar algo levemente diferente, também apliquei um “text warp”
com o “Warp Tool”. Você poderá fazê-lo clicando na camada do texto,
selecionando a ferramenta “Horizontal Type Tool” (T) e então um ícone
aparecerá no topo (como mostrado abaixo), no qual você deverá clicar.
Isso lhe dará o diálogo do “Warp Text”.<br />
Agora você poderá aplicar um efeito “Bulge” em somente uma das
camadas, e você obterá um efeito bem sutil que incrementará o resultado.<br />
<img alt="" class="alignnone" height="266" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_2_3.jpg" style="margin-left: 10px; margin-right: 10px;" width="600" /><br />
<img alt="" class="alignnone" height="450" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_2_4.jpg" style="margin-left: 10px; margin-right: 10px;" width="600" /><br />
<h5>
Tutorial nr. 3: Dupla tipografia</h5>
<img alt="" class="alignnone" height="450" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_3_1.jpg" style="margin-left: 10px; margin-right: 10px;" width="600" /><br />
Este efeito é <i>muito mais simples</i> e se baseia em duas versões
do texto, um com estilos e outro não. Usei “Futura” como fonte aqui.
Acredito ter visto este efeito num poster cinematográfico uma vez daí
que usei o vermelho da mesma maneira que eles o fizeram, mas isso
funciona muito bem com outras combinações de cores.<br />
Tudo que há a fazer é aplicar dois truques em estilos de camadas:<br />
<ol>
<li>Adicione 1px “Outer Stroke” usando um gradiente ao invés de uma cor.
Eu usei um dos gradientes metálicos do Photoshop (veja os estilos do
“Fino metal” mais abaixo para maiores detalhes). Isso dá uma qualidade
brilhante às bordas, que é legal.</li>
<li>Daí a gente aplica um “Gradient Overlay” do negro ao branco ao
texto, que por sua vez a gente coloca como “Overlay” à 50%. Isso
significa que quando você muda a cor do texto isso se ajustará
automaticamente, proporcionando uma sombra no topo.</li>
</ol>
<img alt="" class="alignnone" height="450" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_3_2.jpg" style="margin-left: 10px; margin-right: 10px;" width="600" /><br />
<h5>
Tutorial nr. 4: Gradient Overlay</h5>
<img alt="" class="alignnone" height="450" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_4_1.jpg" style="margin-left: 10px; margin-right: 10px;" width="600" /><br />
Este efeito é realmente muito simples, você usa um texto (neste caso
com a fonte “Din”) e lhe dá o efeito “Gradient Overlay”. Photoshop tem
vários gradientes pré-definidos “Color Harmony” que você pode adicionar
clicando naquela setinha que aponta pra direita no diálogo do “Gradient
Editor” [edição: na imagem abaixo, na mesma linha do "Presets" à
direita, perto do botão "OK"]. Os gradientes adicionados aparecerão no
final da lista de gradientes. Se você escolhe um deles e o coloca a 59%
num texto branco, use um fundo escuro.<br />
<img alt="" class="alignnone" height="757" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_4_2.jpg" style="margin-left: 10px; margin-right: 10px;" width="600" /><br />
<h5>
Tutorial nr. 5: Metal fino</h5>
<img alt="" class="alignnone" height="450" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_5_1.jpg" style="margin-left: 10px; margin-right: 10px;" width="600" /><br />
Esta é a maneira mais simples de fazer um efeito metálico. Ela se
baseia no fato de que quando você vê um metal na vida real, geralmente o
metal terá várias partes com reflexos, brilhos e sombras, especialmente
no caso de metais brilhantes com uma textura parecida ao cromo. Usando
duas cópias do mesmo gradiente em diferentes ângulos você poderá recriar
este efeito de uma maneira bem fácil e dar ao seu texto um efeito
metálico.<br />
Este efeito é ideal para fontes finas (literalmente), pois de outra
maneira o interior da fonte não terá uma boa aparência (a não ser que
usemos outros estilos, mas se o fizéssemos este tutorial não seria super
rápido!).<br />
<img alt="" class="alignnone" height="450" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_5_2.jpg" style="margin-left: 10px; margin-right: 10px;" width="600" /><br />
Decidi
fazer com que o meu texto realmente “ficasse de pé” neste exemplo. Para
fazê-lo, crie uma camada logo abaixo do texto e crie bolinhas negras
nos pés de cada letra. Daí faça com que eles fiquem embaçados usando o
“Filters > Blur > Gaussian Blur” e o defina a aproximadamente 2px.
Então clique “Ctrl+T” e os “amasse” verticalmente. Finalmente os dê 30%
“Opacity” para que eles fiquem mais sutis.<br />
Para letras como o <i>“a”</i> e o <i>“e”</i> há uma área maior da
letra “tocando o chão”, por isso dupliquei uma delas e a estiquei com a
ferramenta Free Transform (Ctrl+T) para que ela ocupasse mais espaço
debaixo da letra.<br />
Finalmente dupliquei dupliquei outra bolinha e a estiquei para dar uma sobra ao longo de todo o texto.<br />
Experimente e você poderá criar várias variações de sombra abaixo das letras.<br />
<img alt="" class="alignnone" height="450" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_5_3.jpg" style="margin-left: 10px; margin-right: 10px;" width="600" /><br />
Agora o texto é só uma combinação de um “Gradient Overlay” e um “Stroke” de 1px que usa o <i>mesmo</i>
gradiente. O gradiente que usamos (o mesmo do quarto tutorial acima) é
um gradiente metálico que já vem com o Photoshop. Você poderá
adicioná-lo à pallete de gradientes, usando aquela setinha [edição: a
mesma que mencionamos no tutorial anterior] no “Gradient Editor”, daí
escolha “Metals” e você a verá aparecer.<br />
O ponto chave aqui é se assegurar que o “Angle” (ângulo) do “Gradient
Overlay” e do “Stroke” são diferentes. Isso é o que criará os brilhos
no texto assim como você pode ver na imagem acima.<br />
Também regulei o “Gradient Overlay” principal para apenas 14%
“Opacity” no topo de um texto cinza para que ele aparecesse mais sutil,
mas isso é opcional.<br />
<img alt="" class="alignnone" height="725" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_5_4.jpg" style="margin-left: 10px; margin-right: 10px;" width="599" /><br />
<h5>
Tutorial nr. 6: Plástico Fantástico</h5>
<img alt="" class="alignnone" height="450" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_6_1.jpg" style="margin-left: 10px; margin-right: 10px;" width="600" /><br />
Eu adoro estes estilos tipo gel, apesar de que eu devo admitir que
não creio ter usado para nenhum projeto profissional. Mas quem se
importa, eles são bem divertidos de fazer. Este aqui usa duas cópias do
texto e dois estilos de camadas (layer styles) diferentes (similares aos
dois primeiros tutoriais desta lista).<br />
Abaixo você pode ver as duas camadas. O estilo principal é feito na
camada inferior, já o segundo na camada superior é aquele que dá o
efeito de brilho..<br />
<img alt="" class="alignnone" height="450" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_6_2.jpg" style="margin-left: 10px; margin-right: 10px;" width="600" /><br />
Na camada de baixo usei um bocado de efeitos “Glow”, “Drop Shadows” e
“Gradient Overlay”. Você poderá ver os parâmetros na imagem abaixo.<br />
<img alt="" class="alignnone" height="450" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_6_3.jpg" style="margin-left: 10px; margin-right: 10px;" width="600" /><br />
<img alt="" class="alignnone" height="1800" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_6_4.jpg" style="margin-left: 10px; margin-right: 10px;" width="598" /><br />
Nesta camada eu alterei drasticamente um estilo “Bevel and Emboss”
para criar aquele brilho com bordas bem definidas. Você poderá ver os
parâmetros exatos logo abaixo, incluindo o contorno do gradiente.<br />
<img alt="" class="alignnone" height="450" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_6_5.jpg" style="margin-left: 10px; margin-right: 10px;" width="600" /><br />
<br />
<br />
<br />
<br />
<br />
<img alt="" class="alignnone" height="1800" src="http://www.photoshopus.com/wp-content/uploads/tutorials/03-6-fonts/fontes_para_photoshop_6_6.jpg" style="margin-left: 10px; margin-right: 10px;" width="597" /><br />
<br />
Fonte:Photoshopus.comD'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com0tag:blogger.com,1999:blog-1572263702495497529.post-87124951848259195602011-12-11T04:06:00.001-08:002011-12-11T04:15:22.540-08:00Que camera comprar?<div id="HOTWordsTxt" name="HOTWordsTxt">
<span style="color: black; font-size: x-small;"></span> <span style="color: #2b67ba; font-size: small;"><strong>Muitos pessoas possuem uma mesma duvida,que camera comprar?</strong></span></div>
<div id="HOTWordsTxt" name="HOTWordsTxt">
<span style="color: #2b67ba; font-size: small;"><strong><span style="color: black; font-weight: normal;">Pensando nelas resolvi escrever essas dicas,para orientalos a que camera comprar e quais funções ela deve possuir...</span></strong></span></div>
<div id="HOTWordsTxt" name="HOTWordsTxt">
<span style="color: #2b67ba; font-size: small;"><strong> </strong></span></div>
<div id="HOTWordsTxt" name="HOTWordsTxt">
<span style="color: #2b67ba; font-size: small;"><strong>Qual o seu objetivo com a
máquina?</strong></span>
<div style="color: black;">
<span style="font-size: small;">Se você deseja usar sua câmera somente para
fotografar viagens, festas de família ou outros
casos em que você não precisa do controle controle manual e deseja apenas
apontar e disparar, procure por um equipamento mais simples, como as
compactas.</span></div>
<div style="color: black;">
<span style="font-size: small;">Já se você for um amante da fotografia
ou está começando a aprender, e busca ter o controle total sobre o
resultado final da imagem, procure por câmera mais avançadas, como as DSLR, que
possibilitam a troca das lentes, ou até mesmo uma
câmera intermediária, as Bridge, que falaremos logo abaixo.</span></div>
<div style="color: black;">
<br /></div>
<span style="color: #2b67ba; font-size: small;"><strong>Quanto dinheiro você está disposto
a gastar?</strong></span><br />
<span style="color: black; font-size: small;">Este é um dos fatores que mais deve ser levado em
consideração. Para quem procura uma DSLR, a compra de novas lentes é muito
importante - e dificilmente você vai se contentar em utilizar para sempre
somente a lente do kit (que acompanha a máquina). Estas costumam ser lentes
bacanas, mas que deixam a desejar quando o assunto é nitidez. Por isso, além de
gastar dinheiro com sua câmera, você terá que prever outros gastos futuros, não
apenas com lentes, mas com outros acessórios como filtros, flashs, etc.
</span><br />
<span style="color: black; font-size: small;">No mercado existem diversas linhas, desde as DSLR
mais simples e baratas (chamadas de entrada), até as mais avançadas e caras. Se
você está começando agora e não tiver condições muito boas, mas mesmo assim
deseja comprar uma DSLR, procure pelos modelos mais baratos (como Canon
T1i, Canon XSi, Nikon D60, Nikon D5000, etc). </span><br />
<div align="center">
<img src="http://www.fotografiaonline.xpg.com.br/images/canonxsi.jpg" />
<img src="http://www.fotografiaonline.xpg.com.br/images/nikond60.jpg" /><br />Canon EOS Rebel XSi e Nikon D60,
dois modelos de entrada</div>
<span style="color: black; font-size: small;">Assim você economizará na compra da câmera
e terá mais condições de comprar uma lente melhor. Estas são a alma da
fotografia, ou seja, são os componentes que mais influenciam na qualidade
de uma foto (desta forma, uma câmera de R$2.000,00 com lentes de boa
qualidade conseguiria melhores imagens que uma de R$30.000,00 com lentes
ruins). Mas atenção: quando falo em "melhores imagens", me refiro à nitidez,
cor, distorções e outros aspectos como este. A verdadeira qualidade
estética de uma foto só depende do fotógrafo por trás da máquina!</span><br />
<div align="center">
<img src="http://www.fotografiaonline.xpg.com.br/images/tras_camera.jpg" /></div>
<span style="color: black; font-size: small;">Não hesite: se você deseja se profissionalizar, a
não ser que você tenha dinheiro sobrando, comece pelos modelos mais simples e/ou
usadas e vá evoluindo com o tempo na compra de equipamentos melhores.
Comece com o equipamento que caiba em seu orçamento e permita fazer o
que você precisa: para trabalhar em eventos, por exemplo, você vai
necessitar de lentes 'claras' e de um flash externo. </span><br />
<span style="color: black; font-size: small;">Se dinheiro não é problema... aí é com
você... compre modelos super avançados e profissionais, como uma Canon
1D Mark III e seja feliz! </span></div>
<span style="font-size: small;">
</span><span style="font-size: small;"><br /></span><span style="color: black; font-size: small;"><strong>Ainda na dúvida?</strong></span><br />
<span style="font-size: small;">
</span><span style="color: black; font-size: small;">Então confira alguns pontos positivos e negativos
das DSLR e das compactas:</span><br />
<span style="font-size: small;">
</span><span style="color: black; font-size: small;"><u>DSLR: Pontos positivos</u></span><br />
<span style="font-size: small;">
</span><span style="color: black; font-size: small;">Qualidade de imagem - Devido às grandes
dimensões dos sensores de imagem das DSLR, estas geram muito menos
ruído nas fotos se comparadas às compactas. Assim, somos capazes de utilizar
altos valores de ISO sem haver tanto comprometimento à
qualidade final da foto, possibilitando também o uso de tempos de exposição
menores.</span><br />
<span style="font-size: small;">
</span><span style="color: black; font-size: small;">Adaptabilidade - A capacidade de troca de lentes abre um mundo de possibilidades:
dependendo do que estou fotografando, posso utilizar lentes que vão desde uma
grande angular até uma tele de longo alcance. Adicione a isto um grande leque de
outros acessórios (flashes, filtros, etc) e você verá que uma DSLR pode ser
adaptativa a diversas situações.</span><br />
<span style="font-size: small;">
</span><span style="color: black; font-size: small;">Velocidade - DSLR são máquinas muito rápidas
quando se trata de assuntos como inicialização, foco, atraso do obturador, etc.</span><br />
<span style="font-size: small;">
</span><span style="color: black; font-size: small;">Controles manuais - Embora alguns modelos
compactos também ofereçam algum tipo de controle manual, as DSLR lhe dão o total
controle sobre o resultado final da foto.</span><br />
<span style="font-size: small;">
</span><span style="color: black; font-size: small;">Mantém seu valor - As DSLR mantém seu valor no
mercado por muito mais tempo, pois não são atualizadas tão frequentemente quanto
as compactas (que às vezes podem ser atualizadas duas vezes por ano). Além
disso, as lentes que você comprar para câmera atual serão compatíveis com
outros modelos, caso você faça um upgrade futuramente (desde que sejam da mesma
marca). Ou seja, seu investimeno em lentes não é um desperdício ao longo dos
anos.</span><br />
<span style="font-size: small;">
</span><span style="color: black; font-size: small;"><u>DSLR: Pontos negativos</u></span><br />
<span style="font-size: small;">
</span><span style="color: black; font-size: small;">Preço - Geralmente são muito mais caras que as
compactas, até mesmo os modelos de entrada (como Canon T2i, Nikon
D5000), que são as mais baratas.</span><br />
<span style="font-size: small;">
</span><span style="color: black; font-size: small;">Tamanho e peso - Por terem tamanhos maiores,
chamam muita atenção das pessoas em volta. Por este motivo, pode ser mais
vantajoso utilizar uma compacta em determinadas situações. Além
disto, por serem mais pesadas, carregá-las por muito tempo incomodar,
principalmente para quem anda com outras lentes na mochila.</span><br />
<span style="font-size: small;">
</span><span style="color: black; font-size: small;">Complexibilidade - Como são projetadas para o uso
manual, isto significa que você deve saber como usar as ferramentas que lhe
oferecem. À primeira vista, para quem nunca teve contato com este tipo de
câmera, tirar uma simples foto pode parecer uma tarefa impossível. Mas com a
prática e o aprendizado, este fator deixa de ser um ponto negativo.</span><br />
<span style="font-size: small;">
</span><span style="color: black; font-size: small;">LCD sem "Live View" - Em muitas DSLR, o único meio
de enquadrar a foto é através do viewfinder. Algumas pessoas preferem usar o LCD
para esta tarefa, como nas compactas. Mas ultimamente os
novos modelos estão incorporando este fator, de modo que você pode
escolher entre enquadrar pelo viewfinder ou pelo LCD. Mas lembre-se: ao tirar
uma foto utilizando-se o viewfinder, o modo com que seguramos a câmera
naturalmente nos permite mantê-la mais firme, diminuindo muito as chances
de se obter fotos tremidas.</span><br />
<div align="center">
<img src="http://www.fotografiaonline.xpg.com.br/images/camera.jpg" /></div>
<div align="left">
<span style="color: black; font-size: small;"><u>Compactas: Pontos
positivos</u></span></div>
<span style="font-size: small;">
</span><div align="left">
<span style="color: black; font-size: small;">Tamanho e peso - Ser capaz de esconder
uma câmera no bolso é uma característica muito boa! Com modelos cada vez mais
finos e pequenos, isso é ótimo para diversas situações.</span></div>
<span style="font-size: small;">
</span><div align="left">
<span style="color: black; font-size: small;">Operação silenciosa - Ao contrário das
DSLR, que fazem bastante barulho ao tirar uma foto devido ao funcionamento de
seu mecanismo interno, as compactas são extremamante silenciosas, de forma que
as pessoas ao seu redor nem percebam que uma foto foi tirada.</span></div>
<span style="font-size: small;">
</span><div align="left">
<span style="color: black; font-size: small;">Preço - Em termos gerais, as compactas
são as câmeras mais baratas. Claro, você pode obter tops de linha por um preço
tão alto quanto de uma DSLR, mas a maioria está numa faixa de preço muito
mais acessível.</span></div>
<span style="font-size: small;">
</span><div align="left">
<span style="color: black; font-size: small;"><u>Comptactas: Pontos
negativos</u></span></div>
<span style="font-size: small;">
</span><div align="left">
<span style="color: black; font-size: small;">Qualidade de imagem - As compactas têm
sensores de imagem pequenos, o que significa que a qualidade do que produzem é
geralmente mais baixa. Isso está mudando lentamente em alguns pontos, mas em
comparação com as DSLR, elas ainda têm um longo caminho a percorrer. Entretanto,
vale a pena dizer que se você não deseja fazer grandes ampliações importantes ou
aplicações profissionais, a qualidade de imagem das compactas pode
ser o suficiente.</span></div>
<span style="font-size: small;">
</span><div align="left">
<span style="color: black; font-size: small;">Velocidade - As compactas sempre foram
conhecidas pela sua lentidão, especialmente seu atraso do obturador (o tempo
entre pressionar o botão e o momento em que a foto é tirada) e sua focalizaçao.
Isto também está mudando com seu avanço, mas ainda não há aquela rapidez de uma
DSLR.</span></div>
<span style="font-size: small;">
</span><div align="left">
<span style="color: black; font-size: small;">A dependência do LCD - A maioria das
compactas depende exclusivamente do LCD para o enquadramento da foto, enquanto
alguns preferem usar um viewfinder. Alguns modelos possuem um pequeno
viewfinder, mas que por não captarem a luz diretamente da lente, mostram um
enquadramento totalmente diferente ao da foto.</span></div>
<span style="font-size: small;">
</span><div align="left">
<span style="color: black; font-size: small;">Controles manuais limitados - A maioria
dos modelos somente operam de forma totalmente automática, enquanto
alguns trazem a possibilidade de se controlar alguns fatores, como tempo de
exposição ou abertura do diafragma. Mas estes ajustes são muito
limitados.</span></div>
<span style="font-size: small;">
</span><div align="left">
<span style="color: black; font-size: small;">Menos adaptáveis - O que você compra
hoje é o que você estará preso a usar por anos. Alguns modelos dão suporte a
adaptadores de lentes para maiores ângulos ou zooms maiores, mas a grande
maioria das pessoas nem fazem uso destes acessórios.</span></div>
<div align="left">
<br /></div>
<div align="left">
<span style="color: #2b67ba; font-size: small;"><strong>Então qual tipo de câmera devo
comprar?</strong></span></div>
<span style="font-size: small;">
</span><div align="left">
<span style="color: black; font-size: small;">Esta é basicamente uma questão que você
deve responder para si mesmo. O ideal é que você tenha tanto uma compacta quanto
uma DSLR (se tiver condições), uma para cada tipo de situação. Uma outra
alternativa seriam as câmera Bridge..</span></div>
<div align="left">
<br /></div>
<span style="font-size: small;">
</span><div align="left">
<span style="color: #2b67ba; font-size: small;"><strong>As câmera Bridge - modelos
intermediários</strong></span></div>
<span style="font-size: small;">
</span><span style="color: black; font-size: small;">Se você é um entusiasta e procura uma boa câmera
que te permita ter controle manual sobre as fotos, mas não deseja gastar
dinheiro mais futuramente na compra de lentes e outros acessórios, esta pode ser
uma ótima opção.</span><br />
<span style="font-size: small;">
</span><span style="color: black; font-size: small;">As câmera Bridge representam uma transição entre
as compactas e as DSLR. Elas não permitem a troca de lentes, mas normalmente sua
lente fixa dispõe de um zoom incrível, com modelos de até 20X, sendo muito
versáteis! Geralmente oferecem controles manuais completos, similares às DSLR,
exceto um range menor de sensibilidade ISO devido ao menor
tamanho de seu sensor de imagem. Em tamanho e peso, são comparáveis às
menores DSLR.</span><br />
<span style="font-size: small;">
</span><span style="color: black; font-size: small;">Um modelo bastante conhecido é a Canon PowerShot
SX20IS sucessora da SX10IS. Com recursos bacanas, e com um super-zoom de 20X,
ela pode ser encontrada na média de R$1.300,00. </span><br />
<span style="color: black; font-size: small;">
<span style="color: black;">Outros modelos populares são a Sony
Cybershot H50, a Sony DSC-HX1, Fufifilm Hs10, Fujifilm S200, entre diversos
outros, incluinda da Kodak e Olimpus.</span></span>
<div align="center">
<img src="http://www.fotografiaonline.xpg.com.br/images/promo1.jpg" /> <img src="http://www.fotografiaonline.xpg.com.br/images/sonyh50.jpg" /></div>
<div align="center">
<span style="color: black; font-size: xx-small;">Canon SX10IS e
</span><span style="color: black; font-size: xx-small;">Sony H50</span></div>D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com0tag:blogger.com,1999:blog-1572263702495497529.post-31035793652021768122011-12-11T04:00:00.001-08:002011-12-11T04:06:27.419-08:0010 Dicas para se tirar fotos perfeitas...<span style="font-family: arial;"><span style="font-weight: bold;">Galera escrevi aqui 10 dicas super bacanas para se tirar fotos perfeitas expero que possam ajudar vocês. </span></span><br />
<br />
<span style="font-family: arial;"><span style="font-weight: bold;">- </span></span><span style="font-family: arial;"><span style="font-weight: bold;">O que é o fator "WOW"?</span><br />Essa
admiração vem quando você muda as perspectivas da fotografia, assim a
pessoa que vê fica espantada. Existem muitas boas fotos que seguem essas
regras, mas as mais populares "saem da caixa".Então vamos as dicas...<br /><br /><span style="font-weight: bold;">1. Mude sua perspectiva</span><br />Maioria das fotos que têm a câmera em volta o olho do assunto tem o fator "WOW"<br /><a href="http://flickr.com/photos/striatic/241843728/" title="workstation (by striatic)"><img alt="workstation (by striatic)" height="500" src="http://farm1.static.flickr.com/92/241843728_4216155e68.jpg" title="workstation (by striatic)" width="500" /></a><br />Fique no chão e chegue bem perto do assunto.<br /><a href="http://flickr.com/photos/trishabrunner/1943335705/" title="in the mirror again | day 306 (by TeeRish)"><img alt="in the mirror again | day 306 (by TeeRish)" height="364" src="http://farm3.static.flickr.com/2077/1943335705_d7fa640f43.jpg" title="in the mirror again | day 306 (by TeeRish)" width="500" /></a><br /><br /><span style="font-weight: bold;">2. Brinque com o contato visual com a lente</span><br />É
incrivel como os olhos da pessoa fotografada podem mudar um retrato. A
maioria das fotos você tem o assunto olhando para sua lente, mas existem
outros ótimos exemplos também.<br /><br /><span style="font-size: 85%; font-weight: bold;">A.Não olhando para a câmera</span><br />O
olhar desviado da câmera dá um ar mais real da fotografia. E faz quem
vê pensar e se perguntar "o que ele/ela olha que é tão surpreendente?"
ou "do que ele/ela está rindo?". Mas cuidado para não mostrar ou
direcionar o olhar de quem vê do centro da sua foto.<br /><a href="http://flickr.com/photos/monicasemergiu/234796471/" title="florina"><img alt="florina" height="421" src="http://farm1.static.flickr.com/84/234796471_12068e2cbe.jpg" title="florina" width="500" /></a><br /><br /><span style="font-size: 85%;"><span style="font-weight: bold;">B. Olhando dentro da moldura.</span></span><br />Você
ode ter o assunto olhando para outro objeto ou pessoa na dentro da
foto. Como um amigo, crianças, brincar com algum objeto. As veze cria um
senso de história da foto.<br /><a href="http://flickr.com/photos/paulbence/2607145774/" title="Hannah & Me"><img alt="Hannah & Me" height="482" src="http://farm4.static.flickr.com/3109/2607145774_b2a98e5841.jpg" title="Hannah & Me" width="500" /></a><br /><br /><span style="font-weight: bold;">3. Quebre as regras de composição.</span><br />Existem muitas regras de composição da foto, e sempre uma relação amor/ódio entre elas e o fotografo. Como a <a href="http://digital-photography-school.com/blog/rule-of-thirds/">regras dos três/terços</a>, na qual você arruma o assunto centralizado na foto e sem ela se dão fotos bem legais.<br /><a href="http://flickr.com/photos/zanotti/324894615/" title="Sight"><img alt="Sight" height="333" src="http://farm1.static.flickr.com/91/324894615_507aa3f2be.jpg" title="Sight" width="500" /></a><br />E outra regra também é, sempre dê espaço ao seu assunto espaço para olhar para a câmera. Isso também pode ser mudado.<br /><a href="http://flickr.com/photos/bukutgirl/135855897/" title="purple"><img alt="purple" height="370" src="http://farm1.static.flickr.com/48/135855897_83e8cb8fc9.jpg" title="purple" width="500" /></a><br /><br /><span style="font-weight: bold;">4. Brinque com a luz</span><br />Existem ilimitadas possibilidades com a luz, um fator super importante na fotografia.<br />Algumas mudanças podem ser bem poderosas.<br /><a href="http://flickr.com/photos/bukutgirl/127075934/" title="outlined"><img alt="outlined" height="500" src="http://farm1.static.flickr.com/46/127075934_0e5b1d2a5e.jpg" title="outlined" width="403" /></a><br /><a href="http://flickr.com/photos/22570135@N04/2428216904/" title="disco house"><img alt="disco house" height="332" src="http://farm4.static.flickr.com/3245/2428216904_ea562d691d.jpg" title="disco house" width="500" /></a><br /><br /><span style="font-weight: bold;">5. Faça seu assunto da zona de comforto</span><br />Um
amigo fotografo estava fazendo umas fotos de um administrador e ele
estava de terno, tirou muitas fotos na mesa de trabalho, mas não tinha o
"Uau" ou alguma coisa que se destacasse. Então ele começou a pular de
terno! As fotos sairam super legais e engraçadas.<br />As vezes parecem um pouco bobo, mas as fotos não ficam assim de jeito algum.<br /><a href="http://flickr.com/photos/trishabrunner/2247534887/" title="jumping all night long...day 26 / year 2"><img alt="jumping all night long...day 26 / year 2" height="499" src="http://farm3.static.flickr.com/2097/2247534887_f3ccd72757.jpg" title="jumping all night long...day 26 / year 2" width="500" /></a><br /><br /><span style="font-weight: bold;">6. Fotografe naturalmente</span><br />É
ótimo quando você não tem pessoas posando, ou querendo que a foto fique
boa. Familias fazendo o que gostam, por exemplo, e um fotografo
marcando esse momento dão ótimos retratos.<br />Mas as crianças são que ficam melhor nesse estilo.<br /><a href="http://flickr.com/photos/phitar/152462547/" title="startup"><img alt="startup" height="333" src="http://farm1.static.flickr.com/55/152462547_f134d41eed.jpg" title="startup" width="500" /></a><br /><br /><span style="font-weight: bold;">7. Introduza um instrumento</span><br />Inclua
na foto algo/objeto interessante para a composição e que atraia
atenção. Mas tal não pode virar o assunto, a não ser que você queira
isso.<br /><a href="http://flickr.com/photos/kmtucker/527180843/" title="Day 131: Sphere"><img alt="Day 131: Sphere" height="500" src="http://farm2.static.flickr.com/1207/527180843_bf387a1f0a.jpg" title="Day 131: Sphere" width="328" /></a><br /><br /><span style="font-weight: bold;">8. Focalize uma parte do corpo</span><br />Com
isso as vezes a imagem fala mais. Fotografe parte separadas, mãos, pés,
boca ou olhos. Pode deixar quem ver a imaginar muito.<br /><a href="http://flickr.com/photos/bukutgirl/206733063/" title="corner"><img alt="corner" height="345" src="http://farm1.static.flickr.com/92/206733063_a7f2a9d89f.jpg" title="corner" width="500" /></a><br /><br /><span style="font-weight: bold;">9. Deixe obscura alguma parte do assunto</span><br />Varie o zoom da imagem. E deixe o espectador com um pouco a imaginar, mas sempre foque o que você quer realmente mostrar.<br /><a href="http://flickr.com/photos/bigblonde/312435398/" title="My Blue Eyes"><img alt="My Blue Eyes" height="334" src="http://farm1.static.flickr.com/114/312435398_231ccb6b65.jpg" title="My Blue Eyes" width="500" /></a><br /><br /><span style="font-weight: bold;">10. Tire uma série de fotografias</span><br />Faça isso apertando continuamente o botão da câmera. Uma série dá movimento e uma história em lugar de um só foto.<br />É bem legal fazer com crianças.<br /><a href="http://flickr.com/photos/36425193@N00/131246453/" title="In under 1 minute!"><img alt="In under 1 minute!" height="188" src="http://farm1.static.flickr.com/52/131246453_6ef7874e04.jpg" title="In under 1 minute!" width="500" /></a></span>D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com6tag:blogger.com,1999:blog-1572263702495497529.post-86676348957174621512011-12-11T03:25:00.001-08:002011-12-11T03:38:41.748-08:00Ganhando dinheiro com Fotografia...<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAFi-GnCHy7IsYmRw5t4PApMedi2lfmOfwN8Txa-CYDRRfUZBTnD5AOeiNKcCWvbCoSJR77F1G1ykb6cSABHXz6lG6gcszP-xQ50eLOa5qP_cKiMXNti5MbtmhUdt1sl7e25ohiq3uDrSL/s400/ganhar-dinheiro-na-fotografia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAFi-GnCHy7IsYmRw5t4PApMedi2lfmOfwN8Txa-CYDRRfUZBTnD5AOeiNKcCWvbCoSJR77F1G1ykb6cSABHXz6lG6gcszP-xQ50eLOa5qP_cKiMXNti5MbtmhUdt1sl7e25ohiq3uDrSL/s400/ganhar-dinheiro-na-fotografia.jpg" width="400" /></a></div>
<br />
Apostila De Como Ganhar Dinheiro Com Fotografia<br />
<br />
Formato:PDF<br />
<br />
<br />
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<b><a href="http://www.ziddu.com/download/15840923/Ganhar-Dinheiro-Fotografia.pdf.html">Download Aqui!</a></b>D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com0tag:blogger.com,1999:blog-1572263702495497529.post-31903079349774503962011-12-10T04:34:00.001-08:002011-12-10T05:01:43.984-08:00Montando seu Estudio Fotografico...<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcO2Rtvf_QaJ76KVSdFnDcmiK94_EpxrzIB3Q2VqpwRHdqsrd3HUfGIY5zpIIcZ6RVWsal1qDpoP2R01kEv1JnpQDUWiPG0AJPn6FqdwKgoFwMMkDVmf-InklYDoO6Tyn1DkGqxkD12YRZ/s1600/studio7.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcO2Rtvf_QaJ76KVSdFnDcmiK94_EpxrzIB3Q2VqpwRHdqsrd3HUfGIY5zpIIcZ6RVWsal1qDpoP2R01kEv1JnpQDUWiPG0AJPn6FqdwKgoFwMMkDVmf-InklYDoO6Tyn1DkGqxkD12YRZ/s320/studio7.jpg" width="320" /></a>Muitas pessoas concluem seus cursos de Fotografia Digital e Profissional,e buscam a montagem de seu próprio negocio.<br />
Muitos nos quais, buscam montar seu próprio Estúdio Fotográfico.Dai vem a pergunta.Por onde começar?<br />
Bom aqui no DFDicas Fotográficas, direi por onde começar,o Investimento Necessário e o Local adequado para montar seu Estúdio Fotográfico...<br />
<br />
<b>Iluminação</b><br />
<br />
A iluminação básica consiste em iluminar o fundo e o assunto.Para o básico(básico mesmo) recomenda-se usar uma luz principal,uma luz de fundo e uma luz de preenchimento.<br />
<br />
<b>Local</b><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.tramacomunicacao.com.br/imagens/gde/EstudioFoto04_20087221664.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="212" src="http://www.tramacomunicacao.com.br/imagens/gde/EstudioFoto04_20087221664.JPG" width="320" /></a></div>
<br />
Para saber o local ideal você precisa saber o que ira fotografar.Se for fotografar produtos, uma sala pequena,com uma mesa para fotografar produtos já basta.<br />
Se for fotografar pessoas precisa de um local mais amplo para poder se movimentar e que caiba um corpo inteiro,alem de seus equipamentos precisa ter um certo espaço entre a pessoa e o fundo.<br />
Para saber como funcionara seu novo negocio indico a você,ir visitar outros estúdios para ver como funciona.<br />
<br />
<b>O Fundo</b><br />
<br />
O fundo infinito é a caracteristica principal do estúdio.Para o fundo infinito pode ser usado varias coisas (como tnt,lona,borracha ou até mesmo na própria parede do estudio).So que não é muito recomendado se usar tecidos porque pode se fazer dobras.Você pode visitar lojas de fotografia e buscar o fundo próprio para o seu espaço.<br />
<br />
<b>Investimento Necessário</b><br />
<br />
Bom eu não vou dizer ao certo o seu investimento para montar seu estúdio.<br />
Para saber quanto ira investir no seu negocio você precisa fazer as contas.<br />
Calculadora na mão então,some +ou- o valor de todo seu equipamento(incluindo cameras,iluminação,fundos,lentes,tripés etc).Some também o custo do cómodo onde você ira montar seu estúdio(se for alugado).<br />
Fazendo essas contas você obterá +ou- o que você terá de investir no seu estúdio.<br />
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<b>Locais para montar seu Estúdio</b><br />
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Bom o local ideal para se montar um estúdio fotográfico seria num local bastante movimentado.Geralmente, o centro da cidade.<br />
Alem do local ideal você precisa de chamar a atenção de seus futuros clientes.Por isso procure ousar no visual do seu estabelecimento.<br />
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Bom galera é isso, espero ter ajudado e até a próxima dica aqui no DFDicas Fotográficas!D'allecciohttp://www.blogger.com/profile/14794330130042111063noreply@blogger.com12