tag:blogger.com,1999:blog-69336706318459390612024-03-21T03:10:46.411-03:00ArquiteArtBlog direcionado aos estudantes de Arquitetura e Urbanismo, o que aprendo vou postando aqui pra tentar ajudar quem ta começando agora, quem quiser acrescentar algo, pode deixar comentários...Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.comBlogger28125tag:blogger.com,1999:blog-6933670631845939061.post-33067312780230324172012-11-16T18:16:00.000-03:002012-11-16T18:16:45.383-03:00Relatório sobre mapas temáticos<!--[if gte mso 9]><xml>
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<h1 style="margin-left: 0cm; text-indent: 0cm;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Introdução<span style="background-color: #fce5cd;"><span><span style="background-color: #f9cb9c;"></span></span></span></h1>
<div class="MsoSubtitle" style="text-align: justify;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">1.1.
<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Conceitos
de mapas temáticos e impressão pessoal</div>
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O presente trabalho tem por objetivos apresentar conceitos
básicos sobre mapas temáticos e</div>
<div class="MsoNormal" style="text-align: justify;">
fazer uma analise através da correspondência dos mapas
temáticos feitos da Rua Jardim Alvorada e parte da Av. Dorival Caymmi, no
bairro de São Cristovão em Salvador na Bahia.</div>
<div class="MsoNormal" style="text-align: justify;">
O Mapa temático trata-se de uma forma de analisar dados de
determinado locais utilizando imagens aéreas da região analisada, e programas
criados exatamente para o mapeamento e reunião dessas informações. Estes podem
ser utilizados de diversas formas tanto para fornecer informações sobre
localizações particulares, quanto informações gerais sobre padrões espaciais, e
para a comparação desses padrões através do cruzamento das informações contidas
em dois ou mais mapas.</div>
<div class="MsoNormal" style="text-align: justify;">
Para a elaboração deste trabalho foram feitos, através de
imagens aeres, oito mapas com os seguintes temas: Uso do solo; Usos vitais
noturnos; Usos vitais diurnos; Iluminação pública; tipologia das fachadas; Percepção
de conforto e segurança diurnos, percepção de conforto e seguranças noturnos calçadas
e através dos cruzamentos dessas informações criou-se o seguinte relatório
contendo as conclusões analisadas nos mapas.</div>
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Para a melhor compreensão do trabalho, farei uma rápida
descrição do bairro segundo a minha impressão sobre o mesmo: </div>
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“<span style="mso-bidi-font-size: 12.0pt;">O bairro de São
Cristovão é um bairro que se encontra num momento de ascensão, apesar de ser um
bairro humilde, vem sofrendo grandes investimentos que estão favorecendo e
chamando a atenção para o mesmo; apresenta ainda poucos prédios, sendo que as
moradias ainda são casas grandes num estilo de cidades de interior, as ruas são
largas, possui um grande fluxo de carros, e muito comercio. Apesar de ainda ter
reputação de bairro violento, isso vem sendo derrubado pouco a pouco, pois depois
dos investimentos feitos, o policiamento triplicou em relação há tempos atrás,
permitindo o cidadão viver bem sem grandes preocupações. </span></div>
<div class="MsoQuote" style="text-align: justify;">
<br /></div>
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Após o cruzamento de informações entre os dados podem-se
constatar problemas, causas, fatores e até ser possível citar algumas soluções
para os mesmos</div>
<div class="MsoQuote" style="text-align: justify;">
<br /></div>
<h1 style="margin-left: 0cm; text-align: justify; text-indent: 0cm;">
<span lang="PT" style="mso-ansi-language: PT; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="PT" style="mso-ansi-language: PT;">Mapas
temáticos</span></h1>
<div class="MsoSubtitle" style="text-align: justify;">
<span lang="PT" style="mso-ansi-language: PT; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">2.1. <span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="PT" style="mso-ansi-language: PT;">Conceitos
iniciais</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="PT" style="mso-ansi-language: PT;">Para que o
trabalho possa ser entendido de uma melhor forma, sera apresentado os conceitos
básicos de mapas temáticos, assim como os de geoprocessamento, cartografia e
Sig que originaram a analise feita por mapa temático.</span></div>
<div class="MsoQuote" style="text-align: justify;">
<b>“Cartografia</b> (do grego <i>chartis</i> = mapa e <i>graphein</i>
= escrita) é a <a href="http://pt.wikipedia.org/wiki/Ci%C3%AAncia" title="Ciência">ciência</a> que trata da concepção, produção, difusão, utilização
e estudo dos <a href="http://pt.wikipedia.org/wiki/Mapa" title="Mapa">mapas</a>.”</div>
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<br /></div>
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O estudo dos mapas foi o pontapé inicial para analises
feitas com mapas temático, essa ciência sofreu bastantes modificações ao longo
do tempo, com a popularização de computadores, a introdução da <a href="http://pt.wikipedia.org/wiki/Fotografia_a%C3%A9rea" title="Fotografia aérea">fotografia aérea</a>, o avanço tecnológico nos métodos
de gravação e impressão foi possível fazer estudos muito mais detalhados.</div>
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Os mapas que antes e4ram feitos a mão, passarem a ser feitos
utilizando <a href="http://pt.wikipedia.org/wiki/Software" title="Software">softwares</a>
próprios chamados SIGs (<a href="http://pt.wikipedia.org/wiki/Sistemas_de_Informa%C3%A7%C3%A3o_Geogr%C3%A1fica" title="Sistemas de Informação Geográfica">Sistemas de Informação Geográfica</a>),
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">facilitou
ainda mais a coleta de dados e o geoprocessamento </span>tornando possível também
a formação de bases de dados; assim srge também o conceito de mapa temático</div>
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Mapa temático nada mais é que a utilização de mapas, que
possuem temas pré-definidos pela pessoa que vai fazer a analise, apartir desse
tema deve-se coletar dados precisos visando encontrar problemas e soluções para
os mais variados fenômenos sociais e ambientais</div>
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O mapa temático é um instrumento da cartografia que possui
função de facilitar o trabalho da compreensão do objeto de estudo. Uma das
funções do mapa é informar, por isso, este mapa deve ser claro do seu objetivo,
é preciso ter clareza do que esta sendo representado; pois muitas informações
contidas em um mapa dificultam a leitura.</div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Além de detectar problemas através do cruzamento das
informações, os mapas temáticos quando iguais feitos com certa periodicidade
também ajudam a constatar se as soluções tomadas para a resolução dos problemas
encontrados anteriormente estão apresentando resultados.</div>
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<br /></div>
<h1 style="margin-left: 0cm; text-align: justify; text-indent: 0cm;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Temas dos mapas</h1>
<h2 style="text-align: justify;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">1.1.1. <span style="font: 7.0pt "Times New Roman";"> </span></span></span>Mapa
de Uso do solo</h2>
<div class="MsoSubtitle" style="margin-left: 0cm; text-align: justify; text-indent: 0cm;">
Como
o próprio títulop sugere, esse mapa tem por objetivo caracterizar quais são as
funções destinadas em cada canto da área analisada.</div>
<h2 style="text-align: justify;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">2.1.1. <span style="font: 7.0pt "Times New Roman";"> </span></span></span>Mapa
de Uso Diurno</h2>
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Neste mapa encontra-se representado quais as atividades
vitais que acontecem durante o dia no bairro/ rua apresentado.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<h2 style="text-align: justify;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">3.1.1. <span style="font: 7.0pt "Times New Roman";"> </span></span></span>Mapa
de Uso Noturno</h2>
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Neste mapa esta representada as atividades que estão em
funcionamento a noite no bairro/ rua analisado.</div>
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<br /></div>
<h2 style="text-align: justify;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">4.1.1. <span style="font: 7.0pt "Times New Roman";"> </span></span></span>Mapa
de iluminação Pública</h2>
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Este mapa busca representar o estado da iluminação publica
no bairro/rua representado.</div>
<h2 style="text-align: justify;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">5.1.1. <span style="font: 7.0pt "Times New Roman";"> </span></span></span>Mapa
de calçadas</h2>
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Demonstra como eesta o estado atual das calaçads no
bairro/rua analisado, assim como constatar qual a tipologia das mesmas e seu
impacto na vida dos moradores locais.</div>
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<br /></div>
<h2 style="text-align: justify;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">6.1.1. <span style="font: 7.0pt "Times New Roman";"> </span></span></span>Mapa
de Tipologia das calçadas</h2>
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Busca detectar qual a tipologia de fachada predominante na
região analisada e seu impacto na vida dos moradores locais.</div>
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<br /></div>
<h2 style="text-align: justify;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">7.1.1. <span style="font: 7.0pt "Times New Roman";"> </span></span></span>Mapa
de percepção própria de conforto e segurança diurnos e mapa de percepção
própria de conforto e segurança noturnos</h2>
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Trata-se da percepção do autor do relatório sobre a área
analisada, tanto durante o dia, quanto durante a noite.</div>
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<br /></div>
<h1 style="margin-left: 0cm; text-align: justify; text-indent: 0cm;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Analise Cruzada</h1>
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A análise cruzada trata-se de pegar as informações de cada
mapa temático e fazer um cruzamento entre elas, no presente trabalho esse
cruzamento busca uma relação de causa e efeito entres eles.</div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoSubtitle" style="text-align: justify;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">3.1.
<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Uso
diurno x Percepção de Segurança Diurna</div>
<div class="MsoSubtitle" style="margin-left: 0cm; text-align: justify; text-indent: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">A
percepção de segurança diurna esta ligada ao tipo de uso diurno, pois
atividades comerciais e de lazer, por exemplo, atraem mais pessoas contribuindo
para a movimentação local.</span></div>
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<br /></div>
<div class="MsoSubtitle" style="text-align: justify;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">4.1.
<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Uso
Diurno x Calçadas</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Podemos cruzar o tema tipo de uso diurno também com
calçadas, pois locais que tenham comércio, barracas e oficinas como na área
analisada tendem a ter suas calçadas ocupadas<span style="mso-spacerun: yes;">
</span>causando desconforto aos pedestres; que perdem seu espaço passando a dividir
o espaço com os carros, isso ocorre também quando há falta de calçada.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<h2 style="text-align: justify;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">8.1.1. <span style="font: 7.0pt "Times New Roman";"> </span></span></span>Uso
Noturno x Percepção de segurança noturna</h2>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">A percepção de segurança noturna esta ligada ao tipo
de uso noturno, pois atividades comerciais e que propiciam algum lazer, como por
exemplo, restaurantes, bares e pontos de acarajés, contribuem para a
movimentação local aumentando a sensação de segurança, estas informações também
estão ligados ao mapa de uso do solo, pois locais de comercio atraem pessoas
durante o dia e locais de lazer e culto, por exemplo, atraem pessoas a noite.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<h2 style="text-align: justify;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">9.1.1. <span style="font: 7.0pt "Times New Roman";"> </span></span></span>Uso
Noturno x Tipologia das fachadas x Percepção de Segurança Noturno</h2>
<div class="MsoNormal" style="text-align: justify;">
As fachadas de locais de uso noturno geralmente são abertas
e isso favorece a sensação de segurança, <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pois muros muito altos
e com portões sólidos deixam os lugares com aspectos desérticos e essa sensação
piora a noite, pois sempre ouvimos falar em crimes que acontecem nos famosos
“paredões” em ruas que as casas e condomínios são extremamente protegidos por
muros altos e fechados. Muros com grades já diminuem a sensação de insegurança
e o aspecto desértico.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<h2 style="text-align: justify;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">10.1.1. <span style="font: 7.0pt "Times New Roman";">
</span></span></span>Uso noturno x Iluminação Publica x Percepção de
Segurança Noturno</h2>
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Locais de uso noturno necessitam de iluminação, isso
influencia no aumento da iluminação das ruas favorecendo também a sensação de
segurança, <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pois
é evidente que locais mais escuros conferem medo e desconforto ao cidadão,
principalmente aos pedestres, por propiciar a ação de marginais, locais assim acabam
ficando cada vez mais desérticos.</span></div>
<h2 style="text-align: justify;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">11.1.1. <span style="font: 7.0pt "Times New Roman";">
</span></span></span>Uso Noturno x Calçadas</h2>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Podemos cruzar o tema tipo de uso noturno também com
calçadas, pois locais que tenham restaurante, pizzarias, pontos de acarajés e
lanchas, por exemplo, na área analisada tendem a ter suas calçadas ocupadas
causando desconforto aos pedestres; que perdem seu espaço passando a dividir o
espaço com os carros.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<h2 style="text-align: justify;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">12.1.1. <span style="font: 7.0pt "Times New Roman";">
</span></span></span>Calçadas x Iluminação Pública</h2>
<div class="MsoNormal" style="text-align: justify;">
Calçadas em estado ruim de conservação ou estreitas demais
se tornam um tanto perigosas a noite para pedestres se não possuírem uma boa
iluminação publica, isso se torna ainda mais arriscado no caso de pessoas
idosas e crianças, que estão mais propicias a sofrerem quedas e escorregões.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<h2 style="text-align: justify;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">13.1.1. <span style="font: 7.0pt "Times New Roman";">
</span></span></span>Calçadas x Percepção de conforto</h2>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">A percepção de conforto e segurança tanto diurna
quanto noturna esta ligada também ao mapa de calçadas, se estas são largas, bem
pavimentadas e sem obstáculos causam mais conforto fazendo com que mais pessoas
caminhem naquele local, aumentando assim também a sensação de segurança, enquanto
que aquelas muito estreitas e com pavimentação ruim afastam os pedestres que
tendem a evitar tais situações.</span></div>
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<br /></div>
<h1 style="margin-left: 0cm; text-align: justify; text-indent: 0cm;">
<span style="mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Considerações Finais</h1>
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Podemos concluir após o cruzamento de todas as informações
dos mapas, que a formatação da cidade tem influencia muito importante na vida
dos cidadãos e que muitos problemas podem ser evitados se esta estiver na
formatação correta. Vimos também que locais que possuem comércio ou atividades
que atraiam pessoas durante o dia e durante a noite sofrem um pouco menos com alguns
dos problemas que já foram vistos anteriormente.</div>
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Iluminação publica, bom estado das calçadas, prédios e casa
com grades e janelas são pontos essenciais para o aumento da segurança do
cidadão, principalmente dos pedestres.Vale ressaltar que o arquiteto e
urbanista tem papel fundamental na formatação da cidade em si, ainda que não
possa se responsabilizar por tudo; portanto um estudo detalhado sobre o
funcionamento e o comportamento urbano, como o que foi feito com os mapas
temáticos é de extrema importância para este profissional na hora da tomada de
decisões.</div>
<h1 style="margin-left: 0cm; text-align: justify; text-indent: 0cm;">
<span lang="PT" style="mso-ansi-language: PT; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="PT" style="mso-ansi-language: PT;">Referências</span></h1>
<h1 style="margin-left: 18pt; text-align: justify;">
<a href="http://pt.wikipedia.org/wiki/Cartografia"><span lang="PT" style="mso-ansi-language: PT;">http://pt.wikipedia.org/wiki/Cartografia</span></a><span lang="PT" style="mso-ansi-language: PT;"></span></h1>
<h1 style="margin-left: 18pt; text-align: justify;">
<a href="http://www.artigonal.com/ciencia-artigos/mapas-tematicos-3705747.html"><span lang="PT" style="mso-ansi-language: PT;">http://www.artigonal.com/ciencia-artigos/mapas-tematicos-3705747.html</span></a><span lang="PT" style="mso-ansi-language: PT;"></span></h1>
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<br /></div>
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<br /></div>
Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com1tag:blogger.com,1999:blog-6933670631845939061.post-28042923037660529182012-09-13T19:28:00.001-03:002012-09-13T19:28:33.116-03:00<img alt="" height="179" 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width="320" />Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com0tag:blogger.com,1999:blog-6933670631845939061.post-29515264628567087192012-09-13T19:26:00.001-03:002012-09-13T19:26:06.397-03:00<img alt="" height="224" 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width="400" />Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com0tag:blogger.com,1999:blog-6933670631845939061.post-31667494950145516992012-09-13T19:01:00.000-03:002012-09-13T19:01:39.262-03:00<br />
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width="320" /> Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com0tag:blogger.com,1999:blog-6933670631845939061.post-27188995087523109032012-05-16T20:14:00.000-03:002012-05-16T20:14:32.517-03:00Manchas de sol<br />
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<span style="font-size: large;">Utilizando o programa Luz do sol simulei as manchas de sol que entram no quarto de um amigo.</span></div>
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<span style="font-size: large;">Dados:</span></div>
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<span style="font-size: large;">Orientação: 190º Sudoeste</span></div>
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<span style="font-size: large;">Latitude: - 13º</span></div>
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<span style="font-size: large;">Nebulosidade: 0,0</span></div>
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<span style="font-size: large;"><b>Carta solar de Salvador com transferidor auxiliar.</b></span></div>
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<span style="font-size: large;"><a href=""><img alt="" border="0" height="358" 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<b><span style="font-size: large;">Datas das simulações:</span></b></div>
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<b><span style="font-size: large;">Solstício de verão -21 de dezembro </span></b></div>
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<b><span style="font-size: large;">Solstício de inverno - 21 de Junho</span></b></div>
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<span style="font-size: large;"><b> Equinócio - 20 de Março</b></span></div>
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<span style="font-size: large;">Ao observarmos as manchas de sol, podemos facilmente concluir que este ambiente recebe muito sol no verão desde as 6 da manhã, até as 18 horas.Pra tentar resolver o problema, simulei um protetor superior (brise horizontal) com um 1 metro de comprimento; obtive um resultado bom, sendo que foi evitado o sol das 10 as 15 horas.</span></div>
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3DFCuC0x1UBjO2tt96aHnuwBWi/O03TnHueOZbSrnbOBwEAgE2pCuD93TPtHAufDttp9u1PbF/nFU7X776220QcpwLgKrbOzw8ep6972FYBAABAn2wF0N4K8Pijm98qcP8E+eSN5c++9vb9+7n3/QWb9795m/7T6OPD7L73MDz72rtPHv3Jg7TRJ+9x2DgPb/9W/mIO3OzAS3f30Fu3fFIm7L/hidd5sALYeLR7v795FZ94++4C7j68MXyZC+a8DlUA7S/8t94XsPv9Aod+ufXB3dvu/daDB78lYWYFcOjOty449R0QAAAwtHwFsPE32+++9onHR7p77w54+xMbh737p7z77yLY+NXmX5g/+Hb5I56cZbcvv13I5tn+8W+/+9qz8eyzd89luwLY/K2sdv7dPV0feekeDd87lD95LgdueOp17q0A7r2JYaOTuHfF77722uMKIDaufeMVvMgFc15HKoC7t/1vlgJ33zKw9x7uvq1g64N3t908cu9+68HWdyU8eLWHnsKh69x9RscfDgAAyshXAIf+wvjA4fX9e4fHndvePcaZ3ki++QBbd7n9N/L3/2J987K2K4ATz6mP/xr84P1sPN7+/zz04tzvO05878TOTwPc+sO6u4i9b224fwGXv2DOa+us/v7jt/rfHY93f2vzI5v/vXvzzYc4/su7uzr08bsP7jXnOrced87DAQBAGSe9C+D9rXf1PzlQ37vZkw/sOTzeHQof3dNJNcDWufL+L3fqh3sPvfV+gYcO33k773nf89Ldv8hD17fvhqde555eZ+sfCbjrBvZ/c8P9C3hwSfzsgBuz9Wb4Q0fivW+23/p7/t1j/5y72v3l7r1tDW858libH3mwU1ABAABQWNfPAth4u/eeA+vOEXFeBXA32t8D7P4rhnsvcOehF6kA3t88GB946bYu8tEvNq/h0A0vVAEc+Jv8RAVwqQvmvLYO1VsfP/TL9y9QAWy9UX/Oe/4ffKz3D1cAcx4OAADKyFYAW98Rvu/Qt/MW7ye32X33957H6H6L+J4b3vsJA1tH1/uXtUQFcPeQh//K/P5R/O1PbP00xYM3vEAFcOjPYf/HD1zZxS6Y8zp09M1WAEf+Nn5+BXDkGwRmfjBVATz4cAAAUEamAmh/yX7vZ/nd++F69w7bB34c4NufOHAXb39i/zF3vr1H042fQLd7IYfO+WerAN597dntN/Df/eCDgy/d9k8lePbZ+2+p33vDC1QAu39Yn9j489334wAPVAAXuWDOa2YF8P6+b/6/O1pv/ff7J1QAdx/sqwCOX+ehy/CNAAAAlPdQBbDzneD7B5597d2dn2B/d6Mj38q+9xZ9PyXuXu+wdY2Pf4pd+yv1nWdzuXcBbH0//f2H3PfS7ftRigf+Nb57N7xIBbD1BLa6ifsfPvrX/Re4YM5rfgXw/v1/bG/z3ftbZ+n3uyqArfvvrgD2XueDYyoAAABqO1YBAOtx6Oi79+O7PzXg0C+3PnjknndvvnsPD17Vg9f54JgKAACAwlQAAAAAsAoqAAAAAFgFFQAAAACsggoAAAAAVkEFAAAAAKugAgAAAIBVUAEAAADAKqgAAAAAYBVUAAAAALAKMU1/IyIiIiIiIiLlE1e/AhERERERERFZIHH1KxARERERERGRBRJXvwIRERERERERWSBx9SsQERERERERkQUSV78CEREREREREVkgcfUrEBEREREREZEFEle/AhERERERERFZIHH1KxARERERERGRBRJXvwIRERERERERWSBx9SsQERERERERkQUSV78CEREREREREVkgcfUrEBEREREREZEFEle/AhERERERERFZIHH1KxARERERERGRBRJXvwIRERERERERWSBx9SsQERERERERkQUSV78CEREREREREVkgcfUrEBEREREREZEFEle/AhERERERERFZIHH1KxARERERERGRBRJXvwIRERERERERWSBx9SsQERERERERkQUSV78CEREREREREVkgcfUrEBEREREREZEFEqnpTwIA1HXq11Ws0tW/oBcRmZ9ITX/yk5+cAAAqOksFcO0nwdJUACIyViI1rQIAAKpSAdBBBSAiYyVS0yoAAKAqFQAdVAAiMlYiNa0CAACqUgHQQQUgImMlUtMqAACgKhUAHVQAIjJWIjWtAgAAqlIB0EEFICJjJVLTKgAAoCoVAB1UACIyViI1rQIAAKpSAdBBBSAiYyVS0yoAAKAqFQAdVAAiMlYiNa0CAACq+uQnP/kvHzbr6yoVwPrEQ67+5b6IyGYiNa0CAACqUgHQISKOrI0KQERuLZGaVgEAAFWpAOigAhCRsRKpaRUAAFCVCoAOKgARGSuRmlYBAABVqQDooAIQkbESqWkVAABQlQqADioAERkrkZpWAQAAVakA6KACEJGxEqlpFQAAUJUKgA4qABEZK5GaVgEAAFVdqwJ4/K/HP/zBq1j+8ubf+S28SioAERkrkZpWAQAAVakA9nrw8s5+qbfz3OdQAYjIWInUtAoAAKhKBbArNux+fPe/L/eIN0sFICJjJVLTKgAAoKpbrgDivr0fPz7Z58EK4Own9uOPuPfJHhpYpkpQAYjIWInUtAoAAKjquhXAXpsDW/Nbt31wsvvCZl5D96PMfMQHZw4d/i/dAqgARGSsRGpaBQAAVHWz7wJIHb8P9QgnXtiNVAAzL+NCl3fomlUAIjJQIjWtAgAAqipQARz/ZcdVHSoULnHGPv6Iex9IBSAikk2kplUAAEBVKoDjV7VMBXDkIyoAEZHTE6lpFQAAUJUK4MEb3n387Gfs1CPuvZUKQERkTiI1rQIAAKq62Qrg7pd3jtw29jnLJU2HD+THD+pnfMStZ3TKf5+LCkBExkqkplUAAEBV16oAGJoKQETGSqSmVQAAQFUqADqoAERkrERqWgUAAFSlAqCDCkBExkqkplUAAEBVKgA6qABEZKxEaloFAABUpQKggwpARMZKpKZVAABAVSoAOqgARGSsRGpaBQAAVKUCoIMKQETGSqSmVQAAQFUqADqoAERkrERqWgUAAFSlAqCDCkBExkqkplUAAEBVKgA6qABEZKxEaloFAABUpQKggwpARMZKpKZVAABAVSoAOqgARGSsRGp6DRVARPj8DQC7yn+KVAHQQQUgImMlUtMqAABYrfKfIlUAdFABiMhYidS0CgAAVqv8p0gVAB1UACIyViI1rQIAgNUq/ylSBUAHFYCIjJVITasAAGC1yn+KVAHQQQUgImMlUtMqAABYrfKfIlUAdFABiMhYidS0CgAAVqv8p0gVAB1UACIyViI1rQIAgNUq/ylSBUAHFYCIjJVITasAAGC1yn+KvGIFEBvmfDw7k7pt7Dh+8+yDHr/t3o9f+nU4hQpARMZKpKZVAACwWuU/RV6rAth8Yef895zbnutxj9/2jL3Dgx8/fm2nvA4nUgGIyFiJ1LQKAABWq/ynyFuuALK3vfTj9j3inNuqAERELppITasAAGC1yn+KVAFk72eZCiB7KxWAiMiRRGpaBQAAq1X+U+RtVgB3Ure99OP2PeKc2858sod+a85ln5cKQETGSqSmVQAAsFrlP0XebAUwXeZvv48/7pz7XLICmNlHqABERI4nUtMqAABYrfKfIm+zAtj97zm3PeVxD81kf3f+oz/48dQDqQBERI4kUtMqAABYrfKfIlUAx2eyvzv/0Y9//JTntQAVgIiMlUhNqwAAYLXKf4pUAWTv83YqgFNehxOpAERkrERqWgUAAKtV/lPktSqA6f73sT/48b2/7PvTOeVx934k+9BzPh479k6e8jqcQgUgImMlUtMqAABYrfKfIq9YAcx3rT+FW/vTv53rUQGIyFiJ1LQKAABWq/ynyCEqAG6NCkBExkqkplUAALBa5T9FqgDooAIQkbESqWkVAACsVvlPkSoAOqgARGSsRGpaBQAAq1X+U6QKgA4qABEZK5GaVgEAwGqV/xSpAqCDCkBExkqkplUAALBa5T9FqgDooAIQkbESqWkVAACsVvlPkSoAOqgARGSsRGpaBQAAq1X+U6QKgA4qABEZK5GaVgEAwGqV/xSpAqCDCkBExkqkplUAALBa5T9FXrECiA17P3jkxX9wYM5DZ+9z5rVlH/eK19NNBSAiYyVS0yoAAFit8p8ir1UBbL6wqYPxzNsef9zdW2Xv87yPu/z1nEgFICJjJVLTKgAAWK3ynyLXVgEcutUyR+75z1QFICJyxkRqWgUAAKtV/lPkzVYAR175q1cA3VtxoQpg+S1VAYjIWInUtAoAAFar/KdIFcDWBy/6V+4qABGRqyRS0yoAAFit8p8ib7MCOP6yX6ICmH+fp6zEJSqAq6yoCkBExkqkplUAALBa5T9FqgCy96kCmFQAIjJaIjWtAgCA1Sr/KfIGK4AHX/MrVgAn7sPZK4Br7acKQETGSqSmVQAAsFrlP0WqAFL3qQK4e1wVgIgMlEhNqwAAYLXKf4q8VgUwHf7xe3tf8701QfefzpGHON5HLFYBLHM93VQAIjJWIjWtAgCA1Sr/KfKKFcB8Vzzo3tSf/u1cjwpARMZKpKZVAACwWuU/RQ5RAXBrVAAiMlYiNa0CAIDVKv8pUgVABxWAiIyVSE2rAABgtcp/ilQB0EEFICJjJVLTKgAAWK3ynyJVAHRQAYjIWInUtAoAAFar/KdIFQAdVAAiMlYiNa0CAIDVKv8pUgVABxWAiIyVSE2rAABgtcp/ilQB0EEFICJjJVLTKgAAWK3ynyJVAHRQAYjIWInUtAoAAFar/KdIFQAdVAAiMlYiNa0CAIDVKv8p8ooVQGyY8/HszCUed2u476HPdT2xI3s93VQAIjJWIjWtAgCA1Sr/KfJaFcDmCzvnv+fc9tKPu3UnHY976Jx/4vXMnDkjFYCIjJVITasAAGC1yn+KXFsFkL2GQ7fqe1wVgIjIVRKpaRUAAKxW+U+RKoD5H9/83ZuqAJbfUhWAiIyVSE2rAABgtcp/iry1CmCaccY+vQI4cv9zzv8nPu6hj+z97zl1gwpAROR4IjWtAgCA1Sr/KfLWKoA5x/vTK4BDt515/u9+3PkVwHS/Cpl5VYtRAYjIWInUtAoAAFar/KdIFcChXx6an3Msn/mIU/75Zn/3QlQAIjJWIjWtAgCA1Sr/KVIF0Hc/N1IBXGs/VQAiMlYiNa0CAIDVKv8pcm0VQPax5tzPKbc65XXovozTqQBEZKxEaloFAACrVf5T5LUqgOnwj/3b+/G9vzzlHH7kDrM1RPah51zP8es88TJOpwIQkbESqWkVAACsVvlPkVesAOa74kH3pv70b+d6VAAiMlYiNa0CAIDVKv8pcogKgFujAhCRsRKpaRUAAKxW+U+RKgA6qABEZKxEaloFAACrVf5TpAqADioAERkrkZpWAQDAapX/FKkCoIMKQETGSqSmVQAAsFrlP0WqAOigAhCRsRKpaRUAAKxW+U+RKgA6qABEZKxEaloFAACrVf5TpAqADioAERkrkZpWAQDAapX/FKkCoIMKQETGSqSmVQAAsFrlP0WqAOigAhCRsRKpaRUAAKxW+U+RV6wAYsOcj2dnZl7Ako976IZ7P556rIUXVQUgImMlUtOnVwAxiLN8Sijp2n8y3IRrr+HtuvafDOdx7T26Xdf+k8npeILXqgA2L3jOf8+5bccFLPa4h/6Yjn985mOdsgB9QgUgIkMlUtMnVgCJz9sAACfo+EJlnRXA7os2537O9bhzPj7/sU5cgD6hAhCRoRKpad8IgNenWe3rsNonPtO4r8+4V35eXofjyr8+KoC++1EBqABEZKBEaloFgNenWe3rsNonPtO4r8+4V35eXofjyr8+N1sBHDnWnlgBbD3E5gdnnqW7t+LsFcDe57IAFYCIjJVITasA8Po0q30dVvvEZxr39Rn3ys/L63Bc+dfn1iqAacZp/JQK4NBtNx/u+H2eshLnrQBOeR1OpAIQkbESqWkVAF6fZrWvw2qf+Ezjvj7jXvl5eR2OK//63GAFsHcme9vjj9ABbeUAACAASURBVLtbMcy8zxP34RIVwO5zWYAKQETGSqSmVQB4fZrVvg6rfeIzjfv6jHvl5+V1OK7867O2CmDO/WSvp+8Rj388+xxVACIiRxKpaRUAXp9mta/Dap/4TOO+PuNe+Xl5HY4r//rcWgWQPYqrAM51bSkqABEZK5GaVgHg9WlW+zqs9onPNO7rM+6Vn5fX4bjyr8+1KoDp/vvYH/z43l+e+Kcz5z53j+KnPPT8CmDO9cy55wsJFYCIDJVITasA8Po0q30dVvvEZxr39Rn3ys/L63Bc+dfnihXAfNf6U7i1P/3buR4VgIiMlUhNqwDw+jSrfR1W+8RnGvf1GffKz8vrcFz512eICoBbowIQkbESqWkVAF6fZrWvw2qf+Ezjvj7jXvl5eR2OK//6qADooAIQkbESqekTK4AYx7k+K9Rz7T8ZbsK11/B2XftPhvO49h7drmv/yST0PUEVAB1CBSAiQyVS06dUAFf9SgAAWJeOr1VUAHQIFYCIDJVITZ9eAZzx/3DhiuwzxVhpKlEBsCQVgIiMlUhNqwCgsc8UY6WpRAXAklQAIjJWIjWtAoDGPlOMlaYSFQBLUgGIyFiJ1LQKABr7TDFWmkpUACxJBSAiYyVS0yoAaOwzxVhpKlEBsCQVgIiMlUhNqwCgsc8UY6WpZNAKYPeyY8eRG574v+Ktm8+5z1Med+aTWux6TqECEJGxEqlpFQA09plirDSVDFcBHDq7znkimzPdT3zr0efc5ymP++BtF76eE6kARGSsRGpaBQCNfaYYK00lw1UAhy57mQpgt4C49OMev+3x65lTASxMBSAiYyVS0yoAaOwzxVhpKlEBdDzuuY70fY8+/3pUACIiJyZS0yoAaOwzxVhpKilWAWydh4/cquOJ391k936OP+6Ry+549DnXs3lhh+5q5jWflwpARMZKpKZVANDYZ4pZ7UrHDbj2a1BQ9wt7mxXA8Sc1Z2bOI+7+d+wcxedcc9+jH7+eacYJf/41n12oAERkqERqWgUAjX2mmPWs9PHTeA3Xfo2vr/t1uLUKYM7vbn48+8QPLc/M+zxl3/beds4yX+J1OFGoAERkqERqWgUAjX2mmDWsdOz8fePmfy//9C/0iOX/HOdQAZz46HPu8+zn/5kzKgARkRMTqWkVADT2mWLKr/Stnf+ny5zVa/8hzlemAsgexatWAEu+Dh1UACIyViI1rQKAxj5TTO2V3n1qwQxX+cM6i+7rv7UKYLq/q4cmz/KnNuc+N395ysLMuW32eg7NLCBUACIyVCI1rQKAxj5TTOGVPv68do8Ql7+iCzrj9Q/9UnTv83UrgJmu9b/WW/t/idu5HhWAiIyVSE2rAKCxzxRTdaVT5/8H52/ceS9+9JeicAXArVEBiMhYidS0CgAa+0wxJVd6573G2+bMjOW8r94Z721h3a+GCoAOoQIQkaESqWkVADT2mWKsdONFuDP0S6ECYEkqABEZK5GaVgFAY58pxkpPgx96z2v0l0IFwJJUACIyViI1rQKAxj5TjJWexj/3ntHoL4UKgCWpAERkrERqWgUAjX2mGCs9jX/uPaPRXwoVAEtSAYjIWInUtAoAGvtMMVZ6Gv/ce0ajvxQqAJakAhCRsRKpaRUANPaZYqz0NP6594xGfylUACxJBSAiYyVS0yoAaOwzxVjpqdw/EHiia/9pnKT7KagA6BAqABEZKpGaVgFAY58pxkpTyaAVwN7LntPLnNLdHLpt6j47Hnrv/R+poi79OpxCBSAiYyVS0yoAaOwzxVhpKhmuAjh+Dj/+pObMHH/c+f99/OLP+7hz5rMzF6ICEJGxEqlpFQA09plirDSVDFcBHLrsOU/kXEffvgrgUHlx3sfKPkcVgIjIkURqWgUAjX2mGCtNJSqAszz6nPvsqwAO3b8KQERkgURqWgUAjX2mGCtNJcUqgONn7NMrgCP3P+f83/24uzc89HznP8cT+4g+KgARGSuRmlYBQGOfKcZKU0m9CuDIkzq9Ajj+6HPmT6ke5txn9rEW/j80FYCIjJVITasAoLHPFGOlqaRYBXD8SV2oAnjwrmLHKQ93fEAFICJyxkRqWgUAjX2mGCtNJSqAEx89ez+XmFcBiIhcKJGaVgFAY58pxkpTiQqg4xFvoQKYcz2XrkI6qABEZKxEaloFAI19phgrTSVlKoC7D2791t5f9j3rI/e/+1tzjt/ZB535XC79OpwiVAAiMlQiNa0CgMY+U4yVppLufb5uBTDTtf7Xemv/L3E716MCEJGxEqlpFQA09plirDSV1K4AuDUqABEZK5GaVgFAY58pxkpTiQqAJakARGSsRGpaBQCNfaYYK00lKgCWpAIQkbESqWkVADT2mWKsNJWoAFiSCkBExkqkplUA0NhnirHSVKICYEkqABEZK5GaVgFAY58pxkpTiQqAJakARGSsRGpaBQCNfaYYK00lKgCWpAIQkbESqWkVADT2mWKsNJWoAFiSCkBExkqkplUA0NhnirHSVKICYEkqABEZK5GaVgFAY58pxkpTyaAVwO5lx44jN+x+1ntvmHrQjoeeef/z52fOXIIKQETGSqSmVQDQ2GeKsdJUMlwFMP98e/zj2Sd+6HGz99n3uEduu3VVc67nlNfhRCoAERkrkZpWAdQWN+Dar8FcY10tPMhKU0n3Pt/auwDm/O7mx/ue+O6tsveZfdzj97/7VcGlr+dEoQIQkaESqWkVwJKSZ+dbN/9Zn/KanOOFn3udSz4cXJqVppLufb7ZCmDmb/U98d1bpe7zxP/3OPToh65hzsMt/yWBCkBEBkqkplUAS7rKy3WhBz1XBfDgwGIvmn2mGCtNJSqA0x939xyeunn3Q999ZO/zevCSZl7zeakARGSsRGpaBbAwLUDHwDIvmn2mGCtNJcUqgDmH3jmT8x93/n1e6Py/+7txX/aeL0oFICJjJVLTKoCFXesVu8Tjpu7z9lsA+0wxVppKVAAnPu4CFcDeG8aOvkdUAYiIHEmkplUAC1MBdM9c+qWzzxRjpamkUgXw4HO5YgVw3vP/zBkVgIjIiYnUtArgzm5RvWbzX7TUK3ziTOrhslJPHG6flaaS7n1WAaTus/t1nnPDQ9dw6Lanvw7dQgUgIkMlUtMqgDuLPZdrvWiXONifvQJ4cOxyr16xfQYrTSXlK4CtD3aU8jMfYu8DHb/h/Ec8ftlznuN5X4duKgARGSuRmlYB3ClfAcx/6AtVAOe6gAu9gMX2Gaw0lQxaAcx0rf+13tr/S9zO9agARGSsRGpaBXBnyedy4y1A6vLKtADF9hmsNJXUrgC4NSoAERkrkZpWAdxRAaRm+oZT8wu3AMX2Gaw0lagAWJIKQETGSqSmVQB3VlIBzHn0i1YAqZss2QIU22ew0lSiAmBJKgARGSuRmlYBbNICzB/oHs7e5PianfFlrLfPrJyVphIVAEtSAYjIWInUtApgkwpg/kD3cN9NFmgB6u0zK2elqUQFwJJUACIyViI1rQLYtJ4K4MELuHQF0HGrS7cA9faZlbPSVKICYEkqABEZK5GaVgFsWvjpXP3VO+OhukALUG+fWTkrTSUqAJakAhCRsRKpaRXAJhXAnN86y3z3rS7XAtTbZ1bOSlOJCoAlqQBEZKxEaloFsGltFcCRa1imAui74YVagHr7zMpZaSpRAbAkFYCIjJVITasANi3/dG7hBdx7Dec9mZ/9hpdoAertMytnpalk0Apg72XHhuM37HvWe28bO1LX3P24h+55ges5hQpARMZKpKZVAJtUAMc/2HE/l7vh2b9cqLfPrJyVppLhKoBDh9vdY/DxJ5t94oduO+d+5hzIs4+7e+fHb3uu6zmRCkBExkqkplUAm9ZZAUz7LmPJCqD7tsdvlb3PevvMyllpKhmuAjh02bdcAfQ94pzHOn6YP/6IKgARkQcTqWkVwKarPJ1beA3PUgF03+pyN+z+sgkKsNJUogLoeMQlK4Dj93CkAnjw4VQAIiIPJlLTKoAtV/k0s/Aj7nWWFuDEr5MuccP5d1tyn1kzK00lZSqA6eh5ePdW560Ajj9u3yM+ePO7j6gAREQulEhNqwC2rLYCmHauZOEK4JSbn6UFKLnPrJmVppIyFcCc4/3lKoA593nK/3Vkn++cx1IBiIg8mEhNqwC2XOUZ3cjLeHoF0H2rS992zj2X3GfWzEpTiQqg4xHn3H/2d2c+9NYHN2UfSwUgIvJgIjWtAtiy5gpgun8ly1cAJ978xBag5D6zZlaaSlQAHY+4ZAXQcZif+UAqABGRBxOpaRXAlpVXANPGxVylAjjxHk5pAUruM2tmpalEBdDxiHP+e841Zx935owKQETkXInUtApgy7We0e28kidWAKfccIGbn/2LHrhZVppKylQAdx88fh7eO5N60EPtw4Pn8NMf9NA9zKkAznU9J1IBiMhYidS0CmCLCmB6fDHXqgBOv4e+FqDkPrNmVppKBq0AZrrW/1pv7f8lbud6VAAiMlYiNa0C2KICaE75wz3Lc1m+BSi5z6yZlaaS2hUAt0YFICJjJVLTKoAtV3xGN/VinviHe/U3Ajx4D3PefAhDs9JUogJgSSoAERkrkZpWAWxRAdy5bgVwljtJtQAl95k1s9JUogJgSSoAERkrkZpWAezyvQB3rvu9AGe5n/ktQNV9ZrWsNJWoAFiSCkBExkqkplUAu7wR4E6BNwI8eCd3v1t1n1ktK00lKgCWpAIQkbESqWkVwC4VwJ1T/ohv540A04x/A/nBGRiOlaYSFQBLUgGIyFiJ1LQKYJcK4E6ZCuDBu4rHzvVYcHVWmkpUACxJBSAiYyVS0yqAXdd9Ujf1kt799fgpNz/XZVz6rqruM6tlpalEBcCSVAAiMlYiNa0C2KUCuLP5ffKn3PyMV3K5u4qkc10PXIhFpRIVAEtSAYjIWInUtApglwrgTskK4NC9zd/nqptPMRaVSlQALEkFICJjJVLTKoBdV39SV7+AO5tXUr4FmLPPVXeekqwrlagAWJIKQETGSqSmVQC7rv6krn4Bd7aupOPCFvjb+3Pd2/F9rrrtFGZpqUQFwJJUACIyViI1rQLYdfUndfULuFO7Aph23uZw4jcIwE2xulSiAmBJKgARGSuRmlYB7HX153X1C7iz96/Kr+hyT3D3/i/0iLAMC0wl3fusAqBDqABEZKhEaloFsNfVn9fVL+DO6VdyO8/lkHj8bx8eqQNgONaYSlQALEkFICJjJVLTKoC9rv68rn4Bd9ZQAUw772649uXAGVhmKlEBsCQVgIiMlUhNqwD2uoXndQvXMJ3pMm7kuRxXeJ9ZJytNJSoAlqQCEJGxEqlpFcBet/C8opBrv5azDHSpMIeVppLufVYB0CFUACIyVCI1rQLYq+rz6rCel6LwPrNOVppKVAAsSQUgImMlUtMqgL2qPq8O63kpCu8z62SlqUQFwJJUACIyViI1rQLYq+rz6rCel6LwPrNOVppKVAAsSQUgImMlUtMqgL2qPq8O63kpCu8z62SlqUQFwJJUACIyViI1rQLYq+rz6rCel6LwPrNOVppKVAAsSQUgImMlUtMqgEMKP7WslbwUtfeZFbLSVKICYEkqABEZK5GaVgEcUvipZa3kpai9z6yQlaYSFQBLUgGIyFiJ1LQK4JDCTy1rJS9F7X1mhaw0lagAWJIKQETGSqSmVQCHFH5qWSt5KWrvMytkpalEBcCSVAAiMlYiNa0COCR47Np/FAtZ1ZNlDaw0lXTvswqADqECEJGhEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lSiAmBJKgARGSuRmlYBQGOfKcZKU4kKgCWpAERkrERqWgUAjX2mGCtNJSoAlqQCEJGxEqlpFQA09plirDSVqABYkgpARMZKpKZVANDYZ4qx0lRy3QqAFVIBiMhAidS0CgAa+0wxVppKuvf59Argga+6jp4VKUkFICK3lkhNn14BAAAsQAXALQgVgIjcWCI1rQIAAIagAuAWhApARG4skZo+pQKASrq/voTbZKVhUgFwASoAEbm1RGpaBQCN8xLFWGmYVABcgApARG4tkZpWAUDjvEQxVhomFQAXoAIQkVtLpKZVANA4L1GMlYZJBcAFqABE5NYSqWkVADTOSxRjpWFSAXABKgARubVEaloFAI3zEsVYaZhUAFyACkBEbi2RmlYBQOO8RDFWGqZFKgBW6Opf7ouIbCZS0yoAaB5/UocirDRMl68ARERErp5ITasAoHFeohgrDZMKQEREVpBITasAoHFeohgrDZMKQEREVpBITasAoHFeohgrDZMKQEREVpBITasAoHFeohgrDZMKQEREVpBITasAoHFeohgrDZMKQEREVpBITasAoHFeohgrDZMKQEREVpBITasAoHFeohgrDZMKQEREVpBITasAoHFeohgrDZMKQEREVpBITasAoHFeohgrDZMKQEREVpBITasAoHFeohgrDZMKQEREVpBITasAoHFeohgrDZMKQEREVpBITasAoHFeohgrDZMKQEREVpBITasAoHFeohgrDZMKQEREVpBITasAoHFeohgrDZMKQEREVpBITasAoHFeohgrDZMKQEREVpBITasAoHFeohgrDZMKQEREVpBITasAoHFeohgrDZMKQEREVpBITasAoHFeohgrDZMKQEREVpBITasAoHFeohgrDZMKQEREVpBITasAoHFeohgrDdM5KoBgra7+Nb2IyMxEaloFAM3jz/dQhJWG6UwVwLWfBFegAhCRgRKpaRUANM5LFGOlYVIB0EsFICIDJVLTKgBonJcoxkrDpAKglwpARAZKpKZVANA4L1GMlYZJBUAvFYCIDJRITasAoHFeohgrDZMKgF4qABEZKJGaVgFA47xEMVYaJhUAvVQAIjJQIjWtAoDGeYlirDRMKgB6qQBEZKBEaloFAI3zEsVYaZhUAPRSAYjIQInUtAoAGuclirHSMKkA6KUCEJGBEqlpFQA0zksUY6VhUgHQK466+pf7IiKbidS0CgAa5yWKsdIwqQDoFRGH1kYFICK3lkhNqwCgcV6iGCsNkwqAXioAERkokZpWAUDjvEQxVhomFQC9VAAiMlAiNa0CgMZ5iWKsNEwqAHqpAERkoERqWgUAjfMSxVhpmFQA9FIBiMhAidS0CgAa5yWKsdIwqQDopQIQkYESqWkVADTOSxRjpWFSAdBLBSAiAyVS0yoAaJyXKMZKw6QCoJcKQEQGSqSmVQDQOC9RjJWGSQVALxWAiAyUSE2rAKBxXqIYKw2TCoBeKgARGSiRmlYBQOO8RDFWGiYVAL1UACIyUCI1rQKAxnmJYqw0TCoAeqkARGSgRGpaBQCN8xLFWGmYVAD0UgGIyECJ1LQKABrnJYqx0jCpAOilAhCRgRKpaRUANM5LFGOlYVIB0EsFICIDJVLTKgBonJcoxkrDpAKglwpARAZKpKZVANA4L1GMlYZJBUAvFYCIDJRITasAoHFeohgrDZMKgF4qABEZKJGaVgFAx4/8cgAAIABJREFU47xEMVYaJhUAvVQAIjJQIjWtAoDGeYlirDRMKgB6qQBEZKBEaloFAI3zEsVYaZhUAPRSAYjIQInUtAoAGuclirHSMKkA6KUCEJGBEqlpFQA0zksUY6VhUgHQSwUgIgMlUtMqAGiclyjGSsOkAqCXCkBEBkqkplUA0DgvUYyVhkkFQC8VgIgMlEhNqwCgcV6iGCsNkwqAXioAERkokZpWAUDjvEQxVhomFQC9VAAiMlAiNa0CgMZ5iWKsNEwqAHqpAERkoERqWgUAjfMSxVhpmFQA9FIBiMhAidS0CgAa5yWKsdIwqQDopQIQkYESqWkVADTOSxRjpWFSAdBLBSAiAyVS0yoAaJyXKMZKw6QCoJcKQEQGSqSmVQDQOC9RjJWGSQVALxWAiAyUSE2rAKBxXqIYKw2TCoBeKgARGSiRmlYBQOO8RDFWGiYVAL1UACIyUCI1rQKAxnmJYqw0TCoAeqkARGSgRGpaBQCN8xLFWGmYVAD0UgGIyECJ1LQKABrnJYqx0jCpAOilAhCRgRKpaRUANM5LFGOlYVIB0EsFICIDJVLTKgBonJcoxkrDpAKglwpARAZKpKZVANA4L1GMlYZJBUAvFYCIDJRITasAoHFeohgrDZMKgF4qABEZKJGaVgFA47xEMVYaJhUAvVQAIjJQIjWtAoDGeYlirDRMKgB6qQBEZKBEaloFAI3zEsVYaZhUAPRSAYjIQInUtAoAGuclirHSMKkA6KUCEJGBEqlpFQA0zksUY6VhUgHQSwUgIgMlUtMqAGiclyjGSsOkAqCXCkBEBkqkplUA0DgvUYyVhkkFQC8VgIgMlEhNqwCgcV6iGCsNkwqAXioAERkokZpWAUDjvEQxVhomFQC9VAAiMlAiNa0CgMZ5iWKsNEwqAHqpAERkoERqWgUAjfMSxVhpmFQA9FIBiMhAidS0CgAa5yWKsdIwqQDopQIQkYESqWkVADTOSxRjpWFSAdBLBSAiAyVS0yoAaJyXKMZKw6QCoJcKQEQGSqSmVQDQOC9RjJWGSQVALxWAiAyUSE2rAKBxXqIYKw2TCoBeKgARGSiRmlYBQOO8RDFWGiYVAL1UACIyUCI1rQKAxnmJYqw0TCoAeqkARGSgRGpaBQCN8xLFWGmYVAD0UgGIyECJ1LQKABrnJYqx0jCpAOilAhCRgRKpaRUANM5LFGOlYVIB0EsFICIDJVLTKgBonJcoxkrDpAKglwpARAZKpKZVANA4L1GMlYZJBUAvFYCIDJRITasAoHFeohgrDZMKgF4qABEZKJGaVgFA47xEMVYaJhUAvVQAIjJQIjWtAoDGeYlirDRMKgB6qQBEZKBEaloFAI3zEsVYaZhUAPRSAYjIQInUtAoAGuclirHSMKkA6KUCEJGBEqlpFQA0zksUY6VhOlMFwDqpAERklERqWgUATft8f+2rgLOx0jCdowJ44KuuwwdFqlIBiMitJVLTKgBonJcoxkrDpALgAlQAInJridS0CgAa5yWKsdIwqQC4ABWAiNxaIjWtAoDGeYlirDRMKgAuQAUgIreWSE2rAKBxXqIYKw2TCoALUAGIyK0lUtMqAGiclyjGSsOkAuACVAAicmuJ1LQKABrnJYqx0jCpALgAFYCI3FoiNa0CgMZ5iWKsNEwqAC5ABSAit5ZITasAoHFeohgrDZMKgAtQAYjIrSVS0yoAaJyXKMZKw7RIBcAKXf3LfRGRzURqWgUAzeNP6lCElYbp8hWAiIjI1ROpaRUANM5LFGOlYVIBiIjIChKpaRUANM5LFGOlYVIBiIjIChKpaRUANM5LFGOlYVIBiIjIChKpaRUANM5LFGOlYVIBiIjIChKpaRUANM5LFGOlYVIBiIjIChKpaRUANM5LFGOlYVIBiIjIChKpaRUANM5LFGOlYVIBiIjIChKpaRUANM5LFGOlYVIBiIjIChKpaRUANM5LFGOlYVIBiIjIChKpaRUANM5LFGOlYVIBiIjIChKpaRUANM5LFGOlYVIBiIjIChKpaRUANM5LFGOlYVIBiIjIChKpaRUANM5LFGOlYVIBiIjIChKpaRUANM5LFGOlYVIBiIjIChKpaRUANM5LFGOlYVIBiIjIChKpaRUANM5LFGOlYVIBiIjIChKpaRUANM5LFGOlYVIBiIjIChKpaRUANM5LFGOlYVIBiIjIChKpaRUANM5LFGOlYVIBiIjIChKpaRUANM5LFGOlYTpHBRCs0tW/oBcRmZ9ITasAoHn8KR+KsNIwnakCuPaTYGkqABEZK5GaVgFA47xEMVYaJhUAXVQAIjJWIjWtAoDGeYlirDRMKgC6qABEZKxEaloFAI3zEsVYaZhUAHRRAYjIWInUtAoAGuclirHSMKkA6KICEJGxEqlpFQA0zksUY6VhUgHQRQUgImMlUtMqAGiclyjGSsOkAqCLCkBExkqkplUA0DgvUYyVhkkFQBcVgIiMlUhNqwCgcV6iGCsNkwqALioAERkrkZpWAUDjvEQxVhomFQBd4iFX/3JfRGQzkZpWAUDjvEQxVhomFQBdIuLI2qgAROTWEqlpFQA0zksUY6VhUgHQRQUgImMlUtMqAGiclyjGSsOkAqCLCkBExkqkplUA0DgvUYyVhkkFQBcVgIiMlUhNqwCgcV6iGCsNkwqALioAERkrkZpWAUDjvEQxVhomFQBdVAAiMlYiNa0CgMZ5iWKsNEwqALqoAERkrERqWgUAjfMSxVhpmFQAdFEBiMhYidS0CgAa5yWKsdIwqQDoogIQkbESqWkVADTOSxRjpWG6vQogHrvZO8w+RGzI3uEZ7/O8VAAiMlYiNa0CgMZ5iWKsNEwVK4Ctezj+y9MdOY3HATPvbe9NOu7zElQAIjJWIjWtAoDGeYlirDRMK6gAzn7/u3f1YAUw/6EfvEnHfV6CCkBExkqkplUA0DgvUYyVhkkFcILjFcD8D86/Scd9XogKQETGSqSmVQDQOC9RjJWGadgK4NDZe/fje/9781anH6FVACoAEbnxRGpaBQCN8xLFWGmYxqwAYp+9vzVdrwLoGFMBiIhcKJGaVgFA47xEMVYapgErgEMn/ENH+rMf+LPXHPdl70cFICJyeiI1rQKAxnmJYqw0TANWAA/e5MYrgCMPrQIQEblQIjWtAoDGeYlirDRMI1cAh47W560Adh9l97Yz71MFICJyrURqWgUAjfMSxVhpmMasALZO47dZAXQc11UAIiIXSqSmVQDQOC9RjJWGacAKYHfgohVA9zWrAEREbieRmlYBQOO8RDFWGqbxK4DYcHxg5v2f8Zo7HvrBmyzwdOZQAYjIWInUtAoAGuclirHSMN1wBbBXdmDKVwanXPPM53LkhvNvcmhgGaECEJGhEqlpFQA0V/kiAy7HSsM0YAWwOzMd/bvxBw/ep5+ij9/DkYP6gx/vuM9lhApARIZKpKZVANBc8UsNuAQrDdPtVQBrM+j/EakARGSsRGpaBQDNoF+mwCFWGiYVwFWN+/9CKgARGSuRmlYBQDPuVyqwl5WGSQVAFxWAiIyVSE2rAKBxXqIYKw2TCoAuKgARGSuRmlYBQOO8RDFWGiYVAF1UACIyViI1rQKAxnmJYqw0TCoAuqgARGSsRGpaBQCN8xLFWGmYVAB0UQGIyFiJ1LQKABrnJYqx0jCpAOiiAhCRsRKpaRUANM5LFGOlYVIB0EUFICJjJVLTKgBonJcoxkrDpAKgiwpARMZKpKZVANA4L1GMlYZJBUAXFYCIjJVITasAoHFeohgrDZMKgC4qABEZK5GaVgFA47xEMVYaJhUAXVQAIjJWIjWtAoDGeYlirDRMKgC6qABEZKxEaloFAI3zEsVYaZhUAHRRAYjIWInUtAoAGuclirHSMKkA6KICEJGxEqlpFQA0zksUY6VhUgHQRQUgImMlUtMqAGiclyjGSsOkAqCLCkBExkqkplUA0DgvUYyVhkkFQBcVgIiMlUhNqwCgcV6iGCsNkwqALioAERkrkZpWAUDjvEQxVhomFQBdVAAiMlYiNa0CgMZ5iWKsNEwqALqoAERkrERqWgUAjfMSxVhpmFQAdFEBiMhYidS0CgAa5yWKsdIwqQDoogIQkbESqWkVADTOSxRjpWFSAdBFBSAiYyVS0yoAaJyXKMZKw6QCoIsKQETGSqSmVQDQOC9RjJWG6XoVQOzI3rDjQS/n+FU9+DRPeR3OeJ/zqQBEZKxEaloFAM0NfskFp7DSMF2jAtg9/KcOqxc61p5yt0eu/8Gn2fE6XOI+O56yCkBEBkqkplUA0FziSy64IisN0+IVwKET6YVOqh0X1nerQzff+viR4/r8y7jEfWapAERkrERqWgUAjfMSxVhpmK5XAaR+awGXqAAe/OD8W130PjuoAERkrERqWgUAjfMSxVhpmJatAB48iG4N7D1gH7qTQ+fwvfdz6IS899G7n9qDH5x/q4veZ4dQAYjIUInUtAoAmvN+9QBXZ6VhKlEB7I7NHDj0QDOv9sGn9uAH59/qovfZIVQAIjJUIjWtAoDmvF89wNVZaZjGqQCO3MmDR/fd+5lztymHbn78GXUc1x+8Scd9dggVgIgMlUhNqwCgOe9XD3B1VhqmQSqAa83Md+jmcdjMC5vzQCfeZ4dQAYjIUInUtAoAmvN+9QBXZ6VhKlQBHDpmZ+9n5nNJPbVD1zbnwuY80In32SFUACIyVCI1rQKA5rxfPcDVWWmYVACLVACHJjuO6w/epOM+O4QKQESGSqSmVQDQnPerB7g6Kw3Tbf+jgOc6ul+rArjEcf0S99khVAAiMlQiNa0CgMZ5iWKsNEzXqwAOnVEjWQHM+cic+znxkHzo5g8+SsdlXOI+s0IFICJDJVLTKgBozv4FBFyXlYZp8QpgmvfW/a3J4x988K7m3M/uDVMn50PD869t/sWffp+nCxWAiAyVSE2rAKA5+xcQcF1WGqZrVADNnAPq3t86NH/krmbez9ZHUifn48MPnsOzF3/ifZ4uVAAiMlQiNa0CgOZCX0bAtVhpmK5XATDfDf6flQpARMZKpKZVANDc4JcgcAorDZMK4Obd5v9TqQBEZKxEaloFAM1tfhUC3aw0TCoAuqgARGSsRGpaBQCN8xLFWGmYVAB0UQGIyFiJ1LQKABrnJYqx0jCpAOiiAhCRsRKpaRUANM5LFGOlYVIB0EUFICJjJVLTKgBonJcoxkrDpAKgiwpARMZKpKZVANA4L1GMlYZJBUAXFYCIjJVITasAoHFeohgrDZMKgC4qABEZK5GaVgFA47xEMVYaJhUAXVQAIjJWIjWtAoDGeYlirDRMKgC6qABEZKxEaloFAI3zEsVYaZhUAHRRAYjIWInUtAoAGuclirHSMKkA6KICEJGxEqlpFQA0zksUY6VhUgHQRQUgImMlUtMqAGiclyjGSsOkAqCLCkBExkqkplUA0DgvUYyVhkkFQBcVgIiMlUhNqwCgcV6iGCsNkwqALioAERkrkZpWAUDjvEQxVhomFQBdVAAiMlYiNa0CgMZ5iWKsNEwqALqoAERkrERqWgUAjfMSxVhp+P/ZO++wpq+3D586umy14qi2Vm3ds1ar1lm34N7iFhUHyBIQQUDZUxmylSUIInvvvffKXoQQIEASQkIShsr7RzRaBwXUX4X3ua/78iLhZDzXCSc+n5PvNz0QAQADAiIAEAQHl6hfoyECAAAJ0C8BQwx4SQNAD0QAwICACAAEwcEl6tdoiAAAQAL0S8AQA17SANADEQAwICACAEFwcIn6NRoiAACQAP0SMMSAlzQA9EAEAAwIiABAEBxcon6NhggAACRAvwQMMeAlDQA9EAEAAwIiABAEB5eoX6MhAgAACdAvAUMMeEkDQA9EAMCAgAgABMHBJerXaIgAAEACAoChyH/9hwUA/zEQAQADAEEEAILgoBL1azREAAAg4T9t0wDgU/Ff/2EBwH/M5xkB9P0P9tP9LfdxuejjExhiSxCCCAAEwUEl6tdoiAAAAAAAABiqDK4I4O22+RP10n3s2PvezPe9okEBRAAgCA4uUb9GQwQAAAAAAMBQ5TOPAN555afumd9+oN6v6VcE0PsDDRYgAgBBcHCJ+jUaIgAAAAAAAIYqgygC6OX6/8Gjf4oIoJfrP3MgAgBBcHCJ+jUaIgAAAAAAAIYqgysCePtX/7q7/rG67g+8t75X9M4q3nd9f5OIjwVEACAIDi5Rv0ZDBAAAAAAAwFBl6EUA/9oYD6Bb7qXH/hQRQO/t/Xu7/34W9SEgiABAEBxUon6NhggAAAAAAIChyhCLAN5ohj9Kb9z7nXzSCKCPD/E/7v97IAIAQXCwifo1GiIAAAAAAACGKkMsAujXXfX9afRyDx89AnjnyA/PID4uEAGAIDi4RP0aDREAAAAAAABDlaEaAaC3GPBz6P22ny4CeCcDe/SPDkQAIAgOLlG/RkMEAAAAAADAUGXoRQBvNMwDa5L7nh38hxHAf9X/90AEAILgYBP1azREAAAAAAAADFUGVwTQS8PfxwEf+AQGPHLAFX34M/wUQAQAguDgEvVrNEQAAAAAAAAMVQZRBPDOzfDeI4B33mRgj/6Bg/te0TsH917m/x6IAEAQHFyifo2GCAAAAAAAgKHKZx4BvJN3juz7Df+1f+77o/fl3j7kPnt//n25q08EgggABMFBJerXaIgAAAAAAAAYqgyuCKCXke+77dtj/rVb7leP3cfeewAd+/uG9evpfSIQRAAgCA4qUb9GQwQAAAAAAMBQ5fOMAIDPHIgAQBAcXKJ+jYYIAAAAAACAoQpEAMAAgAgABMHBJerXaIgAAAAAAAAYqkAEAAwAiABAEBxcon6NhggAAAAAAIChCkQAwACACAAEwcEl6tdoiAAAAAAAABiqQAQADACIAEAQHFyifo2GCAAAAAAAgKEKRADAAIAIAATBwSXq12iIAAAAAAAAGKpABAAMAIgAQBAcXKJ+jYYIAAAAAACAoQpEAMAAgAgABMHBJerXaIgAAAAAAAAYqkAEAAwAiABAEBxcon6NhggAAAAAAIChCkQAwACACAAEwcEl6tdoiAAAAAAAABiqQAQADACIAEAQHFyifo2GCAAAAAAAgKEKRADAAIAIAATBwSXq12iIAAAAAAAAGKpABAAMAIgAQBAcXKJ+jYYIAAAAAACAoQpEAMAAgAgABMHBJerXaIgAAAAAAAAYqkAEAAwAiABAEBxcon6NhggAAAAAAIChCkQAwACACAAEwcEl6tdoiAAAAAAAABiqQAQADACIAEAQHFyifo2GCAAAAAAAgKEKRADAAIAIAATBwSXq12iIAAAAAAAAGKpABAAMAIgAQBAcXKJ+jYYIAAAAAACAoQpEAMAAgAgABMHBJdq8W37ouWHH4d/mLPxBZsL3Y2QG5ugfJI4b/cO4MWPHjRk7fozM+B9kxv8gM+GHcRN+GDdh7LiJY8dNHDv+R5nxP8pMmCQzYdK4iZPHTfxp/I8/jf/x5wmTfp4wacrEyb9MnPzLjz9N/fHnqZN+njZpyvRJU6ZPnjJ98i+//jT1t5+m/vbz1Bk/T5s5ZfrMKdNnTZ0xd8HSVRt3Hpk1f8msBX/MXvDH/CUr12ze/bEqem9d/yxNWtf7SntnddIC36zuXQX+5y+Pz/ZVB3MEgiAIgiAIgmB//X3F+t9XrP99xbrfV6z7ffm6xcvXLV6+dvHytYv+XLvozzWLlq1ZuGz1wqWrFy5d/fuK9aiI2Dz0VNbUN7a0a2QLhB3don4qfGm7WGqXQNwlEHXxRV18UVebUGJnm7CT197Ja+9sbe9sFXRyBR1cQQeX38Hhd3D4Hey2DnabuKVN3MITN/PEzTxxE0/UxBM1tYqaWkWsVhGLK2JxRY1cUSNX1MAR0hpa3R8GWzv51DYL6E0CakNbSn71bWvnD6/o9aLeUdebpb2q632lvbO6FwX+s7p3Fvifvzw+w1cdzBEIgiAIgiAIggPzjqtfaSXun2JLK7HFFZiisur8ksrcovLsgtKs/JLb1s7IyOnJR9TEJdjeN8Y7NO1xbE5YcmFCdnlSTkVSTkVCdnlYcuHj2Bzv0DQH31gTl+CP+7gSjZ2DjV1CTFxDZ8xdXFhBYDZxaMxmGrO5htlcw2ypqW+pbWDTG9j0eja9nl1Tz65pYNMbOPQGTs0ruTUNXNoLW6n1XEp9K4XJJTO5ZCaXWMclMLgEBpdQ14pncPG1XGwtF0PnVtdwKmmcShqnnMouo7BLyS0l5JZiUnMRsbmQ0FxAaMrHN+Xjm/JwrDwcKxfLysWycrCsbEyjxKzqxmxMYwmpJa+6Tv6iVnIZM6WcmY1pzMGyFLXMAjMogRmURcvW4Gqa2G3iRq6okStsfNm2Nb7q4oQNnFfWc4T1bCGT3c5saWe2tNe1tNe1tDOa2xnNAkazgN4koDcJalh8WiOf1sinNraR69tI9Twik0eoa8UzWrHvL+191UkKfLu6twuUVDT0hDkCQRAEQRD8DA1IJwekkR6lEf1Tif4pBL9k/MNknG8ixieh2ju+yiuu0jO2/EF06f2oEo/IYvfwQtewfNfQPOeQXKcn2feCMh0CM+wD0uwepd71S77zMNHWN9HGJ97aO87KM8bSM9rifpS5R6SZe7ipW5ipa6iJa6ixS4ix8ydpdkDwfR67qJ2ckefm/djZM+DefX87V987zt42Tp5Wjg8s7D1MbF2NrJ1vWd0LCInZd/LKR4sA7H1jAmOyYzPKbB/GK5j4blSxn3/SdIzc9a82X/tq87UxctfnnzTdqGJ/xsTH9mF8bEZZYEyOvW/Mx61cGgH8NHUGk8WhMFgkeiO5lkVhNFEYTdS6ZmpdM43ZQmO2UF+TxmRTX8mRSGFyKEwOmckhM7mkOknzzyEwuPhaLq6Wg6vlYms5GDoHQ+dU13CqajgVNPar/p/07v4/F8fKxbFyXuu+sjCNWdUvzMY0VtVwDimoJZcxJSlAAaHpko6lZOX6dfZCdpu4gSNkstvr2cJ/yHnpa/3kay2lgNEsqJUqbSxZfGojn9LQRml41Vvi61pxjFZJYynpLd8u7Z3VSQt8s7p3Ffifvw18ImGOQBAEQRAEP0MhAgCHvPIXNJMz8hzcH9q5+txx9rZyuG9h52F2183E1sXI2tnAwvGmmb2uyV2fwPA9xy99hAjgjldUSGK+R1jGHh23qYduLVCwPXcn1Ng/1SOuJCwPn1hOTSijxhRTHmdirIKytO7HL7/qMuuk2V4dd7fgtJDE/DteUR+r8tcjgCY2D0dl4qj1BFoDsaaRWNNIpLNIdBaptokskdFMZjSTGU2kGjqRjCdQsHgS5oVkLIGCw5GwErFELJaMw5DxGAoDW8PG1LBfdP40dhWNU0njVFDZZRR2GeX1rdcmSesl3fnPwbJysI052FebrlnVjZnVDZlVDRkvra7hyCtqJZXWSSwgNF3RtZGsXL/OXtja3ilpFBnNL1rHt5XuITNeayYl/aREGotPYnBLCfVJ+USbB0nnb/psPX/3j/1GM7boTFmvOXvbjb+OmO684njhlp+pW3x0Ji67glFCbHq9tHdWJy3wzereVeB//jbwiRzwHKGPDcwRCIIgCIKgVIgAwCHvkfMayRl51vc8LR3um9u5m9i6Gtk437K8Z2DucNPU/obxneu3bbUMrR/4Be+WV/ygCMDSIzwwJvt+WMaqS7bfbdeec9rS0Dc5PBdXSGDgalnYmgYMtaGKUl9FYVZT6zG0Riydha1tiiskuscVb71+f+xO3dWX73iEZQTG5Fh6hH945W9EANUkRjW5DkthYqlMHLUeT2vA1zQQahoJNY2EGhaBziLSm7DYYkKRKynXgJB1nZD5PrVJOTcoBbfwBfeq8VVVNHYVjV1JY1fS2BVUdjnltc3/tzrkXNw7Pvb/dvOfUdWQXtlQVcM5flmnlwhA0sZLuvpaqa/tHkt7fmnb//Jj5BLbUgpIRo5RcoqOy07brb/he/p+slkqxo/QmN7SnsvvyuWIkmvZDwrJN4JzDtuGr1B0krt4z9g5NjwNW0RokpT2zupe7Sq/p7rXC/zP3wY+kQOeI4QQun8fFRV9HLdvnz9//q5du2COQBAEQRAEAyECAP8feEhBLSk91/SOm7GNy21rJ31zh5um9romd3WMbLVv2VzTt1S/aaGqa+biGbDzyPmBRwB2PtERqcXyhp6j5XTmn7bQ8Ygl1DZVU+rKCPQCDDW7ipxRQUovI6aVEtJKCellhPQyYlYFJbeaVkakY6h15LqmsFzcOpV7o2V1jhl6RqQWf/hxAQOIADCZd+uxVmUlRurJ569EnaTUZnObqv8hq5rDqmwkP2ERbZiVJlXZToM0AijF19t7J68+ZPzrDpP1RlHXcugurM5wQU9JZw+++zm1u4f2tIfa3UPufk7o7qns6snu7NHOJh0x9Vh/8taqg0a3HKNTimkQAfTiB0UAe/eiS5c+jjNnrlixQkFBAeYIBEEQBEEwECIA8P+BB8+oxKdmG1reMzB3vGlmr2N0R/u2jaahtYa+pbqehcoNU+XrJle0jBzcH+44rDDACMA9KCkoIX/ZecufDhhetHmSUUGsptSmFmFj86oiM8tD04uDUoqCUoqepBY/SSsNTisNzigLzSwPzyqPyK6Izq2Kz8cmF+FK8LS6Jq7Vo5Q/L91dfsE6JKnQPSjpQyp/PQJgsXkVeHoFobaSyKgiMapJdRgKE0NhYqn1WGo9ltqAozViiCRM6s0WmkNeocGR+INb/OUoTTThSwQCHoOYXpFsVRZvWBh+uSDkSEHokQzfPRl+J6SmSww4lRd6qTJJpypZT2KlxCS9ikS90nT7/NLCrGrmG61XeqXE+rSXVtI4p5RvvjcCEHRSG9uojW2Srp7G4tNefrz/dV/8tpFPaeDSaDRKQxu5oS0uC3dS3XXc0suTt5j/bZqtU8yxr+sI4nZnC59XiJ9ViZ9hOl5YJX5WLn5WJHqWK37m09CuFpSYITR9AAAgAElEQVQcEB1g5eY6c6PqUVWXkFTMiw+W/1u08bK6dxT4n78NfCIHMEeSwQghhGYitBOhvQitROg0QmsR2oHQPoRWIHQSoXUIySK0H6E/ETqB0HqEtiN0EKFlCB1HaANC2xA6hNBShI4h9JskAoA5AkEQBEEQDIQIAPx/4P5TyjFJGTeM7+oY3dG+ZaOhb6mmZ66qa3ZVx+TStVvHL2kfvXDt8DkNGycv2YNnBhIB+Iane4RlTD1oOP+UuU9cAY7GSMirDEou9IvL9YxMdw1OvBcYb/8oxuFRrMPjBKfgFLfwjPtR2V4xud7xeT5x+Q/jCx8lFT9JLXmSXhqdXYml1mFqGnddd/t5302PsAzf8IwBVy6NAH6eNoPF5pVgaaXYmjIcvQxPryDUVhAZlURGJamuklRXRWZWk+urSmOpxabsGsfc/JurfXb84bCR3EiVRgB1pAxivlltpTml2IhSZEQpuk0pMqQUGlAKDSiFepRCPUqBHqVAt6ZEj1mtT8y8REg914LXayHotuButOCut+C1W3BaLViNhjLVimzHzArqy43Wl+1WxStTK+pTK+oraZyzqobvjAB+m7OIK+gg1fNI9TxyfRu5vk1ylrj3SW5oy3OyJrteINXzYrNwm46bj5qvMHmD0eILicceEnWKOWYUcXRHT5bwWaGgu0T4tEz0wmLh04L2p1mC7mR+d2Rbt0F18w6L4LiMIGFb6KZjqpcPXsgMCc6tqpPuKktPJpf5/ureKPA/fxv4RA5gjiQn+UMIIXQNoewxYwoXLgxYuLDj228jEMpCqAQhH4ToCIUglI5QGUJeCNEQCkMoFaEKhB4gREEoEqEkhKoQckeIhNB+SQQAcwSCIAiCIBgIEQD4/8C9J65ExKW+2Pa/aXFVx1RJ2/ic6k15Rc0j5zWkmtt5yB7ofwTgHZrmFJQ8bteNtcr28fnVmaWYh/G57uHpTkEJ1r4RJu5Bhvf89Ox8dO289ey8bzo+vOUSaPogzMYv9u7jZIfgNMfg9HuhmS7hWW6R2fejs73ich/G5ybmVRDo9cp3n4zbdcMpKHnAnwWQRgBTps9qbGktqCQXVlGKq6nFGFoJtqYURy/F0cvwtWX42nICoxRfU5ZqU1thUo+zpJUYEfP0pBJy9XCZ2kURZxoIVtQS44ads2lbfmmJfSIUCISv0cqub2kgNlDSqIXatWVaBcEHGKXqjFL1ulK1ulLVutKrdSVKdSVX6oovYRIUU/ILksvqUsqZvVhBZZ9TN3pnBDBj3u9cQQehrpVQ10pk8gh1PCLzTUkv/yUxeYVJWVmKm8T3ViUnpG84avrlrFMyy9Vn7vdcdin5qBdRPRrn4OWbfvt4oe35LEZtjvBpfvsLcwTdGfyueF5nRGunR71QD8M+HEFZePmRT5ANt9X6gZeB3QHZdN/7WaXYjKqGtMr61Ir63ot6u8CBLt/kR+mkgAyyXwb5USblYTrZN53sk0b0SSN5p5K800heqSSvFJJ3OskzlfQglXQ/heiRQvJIJXokEz2SSR6pRI9Uolsy0SWZeD+F+CiD/NHfXfo7R5IxhDpJBJCJUPzRo6FicbdY/Gz9+m6EEhF6glALQjYIERFKRSgQIS5CdxHCIpSOkB9CbQg5IFSJUDZCvggJEXJGaJEkAsisbvifzxEIgiAIguBnJ0QAYK8W4Ht6erhYt39eH0rpeUld6Nu3CsS2vPx1S3Hiu2/41n1+OvccuxQSnaSqa35Vx1T5uskFdUN5Ra2j56+9obGt6/YDp/sXATj5x/tGZf24V2/V5TspxdjozBLXkBT7wHgzr3B9R39dCxdTfUN3lXNeh+S8dm3yOrDN6YqCgZ7JNasHuvaPbrmHmXpHWzyMt/RPtHqUaBOQbBuQZB+U7BSc6h6WFpSYX0VmqDkET9h1wzsye2DnBZBGAFN/m9PY0ppbTswrJ+VXkAuqKAVVlMJqWlE1rQhTU4ytKcbS84vyiuJ1sRmquCy1t1Qn5mrSKwxbqHa0EmP6tmnE7RNZkY9fjwCaGNUlcbplcReLo84Vhp8tDD/z0tOFYacLw05JLAo7WRp9sjhcPjn4ekJOnuQL/95nBZV9/prxOyOA2QuXcgUdkq+CxzFapeLfsK4Vz2jF1LATDa7XKM4QXPkp4ejiWfP2TV92au3uG9tOOWxWClXTcg2TX1+8fUyW/Iwn6UmxrV3JvO60tu50QXdaW3cyryu2tdOnUehcJzAncRUyGHv9MWfcso8YhHj6qrNZmiEhBo57VucZHM/Izeq9nPcVOICF+0Eq0SEFb5WMt0rGmyfjLVKJlqlE8xSiaTLBPJVokUayTidZpZMt00m2WZQ72RTbLIplBsUig2KdRbPJpt3JrbmbQ7ubW2ObW2OaSbsaT9SJxelE41ySSR/x3aVfc4R/+StcbStCCCEdFZUsR8f8VauCV63q8PF5fuwY9++/m5886fr++zqEwhFKR6gYIT+EiAhFIpSKUClCvggREIpGKBmhMoS8EcIitFcSAfR3dj5wjkAQBEEQBD9PIQIA32NiFrenp4efVVz3RrseSnnVwL/+82sDpLlAAb6nB5/44nq3Yv7LwYlZ3J4eSsH/ppZdRy88Dou7om18WdPo4rVbRy9ovlNDy3vb95/qRwRg6REemVY854TJ3BOmwSmFjxNy7QLiLX2iDVwCr9l43rhp6XLmVPDO1Qnr5yUvn5a6ckr6mmmJW+cGHN5oqqmubOSobu113T5AzyXEwD3c0CPy1oOoW14xRt7RJt7RVn6xtv6xnuFp+VXEI/ru80+aRKQWD+A7AvoVAeRkRhAKTZqpdmz6vbd0ZNMd2DUO7Bo7RqU51UeB+OAUPduaifNh4iV6F0drYDNUWUTz0sI7SsHJ5/0jyTUlXFYFl1XBbSznsl7IZqQzyzVZVeqVcafjntz+30QAlRh6msqp2n0yjC1f0Q+Nijs7I155ab7O+mKTPenGp5P2zCvYOKrgwFgLFyfX5u7HnK5Ibld829NE/rOEtqcR3C43ZvuN6hbVEtalXOahCOpml6otWkEhCZFRce6k3JPCBuW4cI17KxaVOJ1NLar437SXd5Lw9jnUsOqGaFxjPKEpltiUSGpJoXJSKJxkCjuJykmicpKpnBQaN4XGTaVy0mjcNCo3jcZNo3DSaNx0Gjedxk2jcVOo3AwGXy29TiECY5RRs9uvRDmq2jQBF5RN+/B3lw+LANzt7Or9/JoQykEofv/+lj/+wM+YUXbmTPtXXyUjlIVQGkLJCOUiFI9QJkJpCCUhlItQAkKZCKW/dnEDRAAgCIIgCIJSIQIA/8XENyKAxCzuq67eKBDb8s4PArw0lCJt9f8RB/zrDT+iO4+c93sSpahheF7N4NSVG++LAHRN7foXAQTF5cobek7ap28XmOQblWHhG3n7fpiOfYCyuYeinvWTLWsSZ0xO+31K9upp+Zt/LdrxW/Ge30r2zije/Wv+rt+eKO2/pG+jaOSsZP7gqrWvqq2/ul2AhsPjaw6PrzkEaNk/0nX0N3QKuBcQnVxY/vtp0yP694PicvtbuTQCmD5rfmNLa2YxLruUkF1KyCkj5paT8iooeRWU/EpqfiU1r7QqLcKoOFwRm6iKTXrNRIkqmISrmISrmPir1XFKlTFXKmMuV8Zcqoy+WBF9sTTifNYj+WSvPXXVt5vJ5tk59mu9sQvtcokNHOFbtHFqmGUabNy12uLLsd4KSWXMXiynsi9omr4zApj3+3KuoKOqhlNN51bXcKrpXMz7LSnEJRyTLfvrS/rx75puTGQqy9DO/UA9P5amNBF39qf8LWMqd48KvLhOrYDh3NLp2dL5iNMV2vY0UvAstO3pI26XDV2gXt6imFMvH1ez9zFF1pO0RCdv+TFbEtFK1KgtrDworr/gb3M04PDvJbleSWW1vRf1doEDWLiNY6vv5ZLjMI1x2MZ4LCuosiGe0JJM4SSTOZH4ljgSJ47EjiOxYyncODInjsROIHMSyNwEMieWxIklcWKInBgiJ5rAiSZwkmp4F+PJimFVD0rr/7pfoJJSczGjPryY+fiD3136NUevixBCyMfOrsnPj4NQEUJhmzax5s2r/OWX/D17BCNHRiOUh5AdQlcQ8kBIHiErhPQQuojQA4SOI2SBkD5Cigh5IXQKoZ9/++23devW9X1ePsocgSAIgiAIfp5CBAD+i29GAE9CKa8+3v9qYz8Q29LDzwp88+avBr/Z8/8zEfiUyh1S8HoUpqBy85TSDfkLmu/z+u07/TgQwNEvzi047bvt2qdMfLwj04zcQ244Barf8b9oev+Urt21y2qJK+dmrZxasPXXkr0zKo7Oqj41B3tuLu7CXJziPIzCrJILW09r3T5nYnjypvVxXbuT+o5nbjmfve2qcNtFwdDprIHDOX2Hy0ZO6pauLoHR7qHJMrJarsGpTv7x/apcGgH8NmdRQzM3tQCTVohNL8JlFOMzi/FZpcSsUmJ2GTmnnJxTkF+eZMCuy+W31vJ5de+Swecx+LxaPo/O59H5PBq/lcpvpfJbKW3s6tpy19qSm81k8xayWUbmnSmmaRN0o/FM9rsjgFI1NlaNVakc9+BYYmldL0q6L+nFfHzTVf27kpVrwdJVHH5HBZX9QtoLK2kciVU1HOnPRUWEyMNyuNNj2YaTas/JkI+MJsqPIcj/QDg2pnzfmOJdY3DHRocfWqCVTTDn99jxetwFPb785368pw9bux+wu5yaxFb1Ih0i72xW4+nc5pNF3M3e5J9PPla9ca6nXVlMVRbk7BTUnLyvvK468VpKYVnvRb1d4AAWbuPYasdscnRVQ0x1fXR1o18pMxrXlEjkRBNaHpYxA/PwIcEPC/xu1DrJlj/UjI15ElxEDsWzwnGseDInhsSJIbKjCewoAjucwE6s4SnGkS5HYP0rGlbfL3DIYVxOpDtnUgMzP/TdpV9z9LoIIYTUdXSyXV2LZs/2mz27IyjouYKCYNs2XnJy95gxLQg9QWgbGjUKzZ7db0eP7vsEfcgcgSAIgiAIfp5CBAD+i29FAC9OEEApcCvm90jb/ndGAIl1r04W0PunCT6lsgfPuPs+OaWke/yitryi1vvUNLTuRwQQnly49sqdGUeN3EKSb7sGqdn4Xjb3VLjtfuyG/X41U+sTh7PXzSiQ/bXs8Ezs2TlEpflkjQVUnYVUvYVUvQU0nXlumudPX9c1jzqs7X7qpL7WfnXjvapm+9Qs9qqa7VU23qt8c9dVlT3XTlwwVVU2vhcQk7ZPx2nVRZuIlKJ+VS6NAGbO+53J4iTlViXnVSfnY1ILsGmFuLQifHoxPqOEmFFCzCrIqyn1EvLyOnhBHa2P3ivP/4Xch2Kur5jjI+b4iLlBbc3pzCrHhmpDFtaQXqxDztWi5GhScq9RcjUoORrkbDVytio5W5WcfZWcrVxXotxYrlRfein2vnxCSV0vSrov6cV8fJOqoYNk5Vq8fC27TVxKbpFYRmFLLaewy6kv/6Wyy6nsknJi4c39DdoTa46PIu39hrjvO/y+73D7v8ceHFN1YEzVkbH4s+MzV4+IPbAgwtskLtA6KMzrTnaxU3OHM7vbrrnTqlFszBTpMoTq1PbzGP6RfN7O5LYltzPn7NSpzD31nH+Fl3dYlL2DkLCLknMsKycpvpjRe11vFDiAhds4ttopjxxT3RCPYcViGh+VM6PxzWGVzKCMrHxf1ecu0567Tn/u+ttzl5nPnX977jT1ufNvtCCt+NzcgHJ6OL45isCOILDDCOxQQks8lacYS1KOwgdWsdY8KHTMq1OIIjimkx998LtLv+boxUUKu5zCRgghlP7ll/GnToW1tXW0tT3btu35iBEpw4eHfvut5Px/BIR0kJwcamvrtydP9nF2PnCOQBAEQRAEP08hAgD/xXdEAE/civkvzur37uP5C/Bvn/PvXRHAGycL/ERuP3DayTPg+EXtY72qoW/V128EsPeNcQtOG7VN67Sxt7VX+EVTj7O3XY/pOx3Usd+tarFTUe/RwQ0F238tPzoLrziXojm/xnAh3Wwhw2YR4+6iWrsFLOsl51Q0FK21nVPlzCL/0g/cePXeoeNGJ/frnNl57YSs5v71mlsWa/61ynj1IYOz8tfMb9h5eUWlyshddw1O7dd5AaURwJyFy+oa2bGZ5fHZlQk5lYm5VUl51cn5mOR8bEoBLrUQl5mfW1vpL+Yl/Xv/3+onlvT/XO8OrlcH11PMfSBiP25jxdVjfRiVHowKd0aFK6PCmVHuXFvuVFt2j15qTy+1o5fcoZfY0ottaoot6cUW9AL9JM+D8cWMXnwjAsjDsdSNnCQr1x9/bWzhiYuIzcXE5mJSczGpuYTU8oal5JYSUksJsRmXFdJkvph+chRp50i83Eic3DcYuW+rdnxbteu7qn2jMUfH4s+MT1/3df5yRN/5Rd1uVHdmnMa5A+oVbF2qSJso0MALrmL4FyvbzpTyDufwtjyiLTPLW3qnZPpJDxc7hW7agU7GQU7y0Y7i3QK8bH6Gd3wBrfe63ihwAAu3SWyVcx4ltroxHsOKxTb6lzED8vHZwWZi1yXdrrM7nOaLnRaI780X35svdpwvdpgvdpjbbT+j2+X3ihj7gELso6rGMAI7hMAOwjbHkFsvxJKuxhJDsOyPGwH0Y46kkluKSc0IIYT0EMqaODF/w4awDRs6xoyRHOFfgFAgQgSEIhDahWRk0IYN/XbSpFmzZu3YseNTzxEIgiAIguDnKUQA4L/4rgMBej8d4CsDsS3SLwX47z4FsH3/KTu3h733/8cuaqvqWcge7FsEEBiTvfu660/7blr4RFw2cT+m63Dg+t09mnfkVG02XTY5ckY1dd+SskMz8IpzqdcX0E0X1dktrndd3OC5uNFncaP/AqLthh2KWrqeqj7ZB13TZO8k/H0rbJWG32oF19UH7v61yXzl0lsrZun9udVs6w6lK7uv3JLXtnUOit2iardTyyUwJrvvlfc9AsjIlUQAif9s+x93tAa8c/O/g+vdwfUScx6IOffFbHdRi7uoxVvYEtDeEtDe/EjY/FDY5NPO8mpnPWhneQgaXAUNzu3199qZ9gKmnaDOVlB3t7U2MOPh0b50X9KLeTjWNRMXycrVj/YSX0v3V6tXGkfe8xV+2wic7NfVW7+u3PJNxdZvy2VHVez+vurQD/gz4wv2TMBf28R9dEngJU/yUpa/fvd4auOFIt7ZPO7JbM7RdM7++KZdsS2bgxsXG6T/esp7rkHq1IuBSurnW3PkumnbRJgjHZhDYsK64gSLhHzSp48Aql1yKXGYxngcKwHL8szCFz1W73BZ0OkwU2T7i9huhthhrthhnthhvth+ntjupXfniBz/qIyw9MzG+FU0BhPYAZjmUALnXCxJJZYYhmevuV/gmMv4PCIAF4RSEUpFKBOhJIQyEEpDKAWhrJcXT8+bN8+y/yxbtmzZsmUXLlyACAAEQRAEwf+fQgQA/otvtO79PaRfeizA6wcF9OWGH8/t+09ZO3kdv3S9d1V0zeUOnf33CMDEJTg6vWT8bt1Vl2yMXAMPXLPZo2GzTdVq21XrDVfMVp8zUD5+quDgPMzZOWTNBTUmC5mOixs9FzcFLG4JXcyOWMSNWeB388jWi9puSerBBecfZh/1SN9tl7jxdvgadb81Z1zX7L6zer3pX3/cWrHDcN/aUyqbz93crWquaulh4Rsps0M7Mq3YxKWvf0LSCGD+kpW1DS3R6aUxGeUxmeVx2RVx2ZXxOVUJudWJeZikPExqVlZtxZsRQGdbREfr439s/r9s/ju4nmLOAzHbQ8R2F7W4ippdhE1OQpajqMle2HhX2Gjb3mjVXm/ZzjQTME3amUbtDIP22psCup6gRkdA0+LTtHnMgEy/I3HFjF6UdF/Si7k4lqaZm2TlWr5uWzNPVEBoklj4yuZCQlMRsbmI2FxIaC4iNpeVV7Gs1jFOfo/fOgK//Uvs1m8qt3xdvvmbsi3flm0fVbbr+6rDY/EKE2k3V3Fj7bsqHiQE3pM9Z7XCMOFIcrN8KvtQCntfHGuTa+VfFrl/OVau8KAusK345azfz0fcJux12H3iPCNys7hgfTdJtptxSlS+vCRYOz4X13tdbxQ4gIXbNK7aOZcSj21MxDUlYBuzouyFLos67GeKXZd3lDzsjFUTuywX2y8Q350tvjtXfHee6M48ke1cke1ckc0cofPKvJQn+klV98sbfCtZIQTu+ViSahw5BNuy5n6B9FMAH34ugL7P0esWEiQRgB9CKQglIFSCUDBCBQilIBSPUBlCIQjlI3Rx9+7dPb3S2dkZFxcX9JLg4GAul6ugoCCJAD71HIEgCIIgCH6efp4RQAm98Z//lWt++CjqPb/q6ekRxkXF/fet8lD1jQjgzU7+3zbzX40vwL9+soD/4TcCfOQIwME31u5R4mi564rmPgoG93aqWGxRMl9/xXztZYuVisZLT+s5ysuWH59DuDqPZriAYbeowXtxc/BidtRiTsIibvoCfsrv6kqKezWuRZXpRZeoBedd8Ms+6pa6wzbub73gNZc91xy9t3qTxcq/LVZvUjnxp7zG2rN6clfNDmnbWPtETN6ra+0b7+Ab28fKpRHAomWra5jN4SlF4SklEWmlURll0Rll0ZkVMVkVsdlVcdlVSRmZtRX+ojciAH5UB+9xB+9RR6t/R2uAmOv7YvOf6/ly899V1OIi7f+FLDth411hg217g1V7g4WAaSqoM26vu93O0BfU6gnoNwQ11/lULT71Gp9yjVf3MMPvSExRbS+WU9kXrpnEFjEk5mJZ2uYekpXrr407WFxRLpaVi2Xl4lh57zIf35SPb6rMiW25OY12+Dv8li9xst9Ubf2mYsvL/n/H9+V7x2BOTCQrT2PeXsh2OXRXTWPWMdc/zPNkg+t2RzfvjGqSi2jaFsJada9yoUbk7ItB80zyZxnmTD7q8cN2m78V7x1RuIrxXd8W/VdX6bpn9af5OUtzjTfGuZnH5FN7L+31AgewcJvFVbvkUROwrGR8c2xRBcd9a6fjPJHljx2FXs+fP+vpEnZXPBZ7bBI7/CGynS22nSOymSuymSuyniuyniu2mMH3OuCdnKeTgPWpZAXjW87HElXjyCG4ljUPCu/l1SlEERxSP0IE0Pc5kii5mIdjIYQQOoRQCEKxCN1GCI+QDUJPEEpA6CZCGITuILR806ZN1PdTX18vEAg2btw47SUzZ87E4XDSCKAvE/QhcwSCIAiCIPh5+rlGADWvd/UO/kk9QrqDZ1gvYwa7G3YclvqfP5l/+OYH+AvwPf/8RgBJJ//qdIAF+FcnCPjH4NeOGvjfnQjAyOnJ9v2nzOw8jl/S6V1VPQu5Qwr/HgF4h6adMfH5ce9Nfdcne9WttiqZrVE0/uuC2fILpkvOGC0/ph1xdFWVwtya63OZVvOaHizghCziJc5vy13YWrC4tXR+XfCKLRc0rzpeT8eZJlboRZWoB+Wf98485Jy0zTRyrYb/mjOua2StV8pabfjztOLio5orTuttvGSyU9XqplPABpW7B3RcvUPT+li5NAJYsmI9lcEKSSwISSoMSykOSy0OTy2JSCuLyiiPyqiIzqxITM94MwLg+XcKYjp4QR1cPzHXv4MX2sH17eB6iVsfiDn3Ra/6f2dhk6OQ5SBk2Qkb7wgbbdobrNqZ5oI6k3amUXudYTtDX0DXE9B1BDRtPlWLT9UQUFQFFDUewyvj4eGYwtperKCyz2kYSS/mYFnaFi8igLVb9zZwhNmYxmxMYw72xb8vZUnMxbJysI3EKJuW65PJ+77DbfsaI/tt1dZvKrZ8Wy73Xfmu7yv2jcGcmEi6Mo2hO59rt7zqztZpJz3+cMKt92f8/Yjx9yPG3/61y60L/zBM/90oc9bloKnHH/x8wnvSQZcfd939boOZvJJ+cqgOLXJHa9Tfwvg/n7OO8VJWpF+YE3lpQ0wOuffSXi9wAAu3eTzGLY+WiGtOwDWlRnp1O8wU280XmU3srI5+9jIafVqb3xmlJnZaLbKdL7KaI7KaI7KaK7KcI7KY02U9tybO4Vp00Z1caiiBfT6GII0AHHIZHysC6PscoXfwJUKjERqN0LcIjUVoFEKjERqD0DcvLw4fMWKEzPvZs2fPs2fPOBxO82t0dXW9igD6MEEfMkcgCIIgCIKfp4MiAjByesLkNb9xzdCLACT/b/98IoBQyhuftpDu4b88219Pz6tPBLyKABKzuK9+/Uaf/+o+330ewU/i9gOnjW3dTly+0btqNy13HO5DBBAUl7tO6e68s+baDv5yKuZ/XzJefu72Hwomi8+azD9pqHj0BFn+17rzvxCuzklQXhGktC5UZXW+/u88zx8FOb8IGfOSHGTnnLhuF3srn2ybhjFOqLgRVqzsn3PSI22XTdx63aA1F9zX7Hf4a/vtnfMOqy6Q1/njtP6aCyayVy2vWnmeNPddcsY0KC63j5VLI4BlqzeR6I2P4/KC4gueJBQEJxaGJBWFppSEpZaGp5WFp5XFpWTUVj4S8xJeRgD+Ha3+nfzYDt4TMde3ozWwk/dEzPUSc+6LOR6iFrcXzX/zPWGTo5Al+fD/3fYGq/Z6C0H9q83/9tqbArquoOY6n6bFp1wTUNUFZBU+WYlPVubRPTIeHoouqO3FChpbQe32OyOADTsO17OFGVUNmVKrGzKrG7KqG6VKrqEFqrHUJxF2jsJs+6ZadlTltlEVst9V7h1dfXhs5bHxpccml52ZVq6xGGO1ke4lt+p6wEJ77B+OmGXOuGXOuGXO2EVGWb8p+E2Vv//zIZdJex0m7rwzQc5m/Dar79ebbjum1IY/K67aKczZwo9a9qxuFzthqef+OY+PLo7KJvVe2usFDmDhtojHuBfQknBNYVV17U7rOu7OFd+ZJzKZ2FkZ/uy1P9nn3Z3dlaEdASdFtktEFnNFZrNE5nNEZnOExjO6XTaEJiRdirBdRhYAACAASURBVC4LxDadiX4RAay+X2CfQ1eI/jgRQN/nCCGEHBxQXNxHU0Hhzz//LCoqOnHixLaX7Nixg0qlSiOAvkzQh8wRCIIgCILg5+ngiQBqpccCvG/MYPT1zf/PLQIYMsoeOGNg6XTyim7vqt202nnk/L9HABEpRTOPGq3XdL5q7blL3WqTkvmKCyaLz5rOPnV7+hE9xcPy945t37n/7Gx5vV+PGU47qj/9mMHU4/rLLxo7KW1t9ZXRVT86/7RGRKlNMdUxG2+ZUnUruvRaUN55r4wDDombDEPWXPFcfdR5zUpV+d8Oas07fnOpgtG6K+Y71W0umngcMXs4Vd64718N2PcIICEtux4XLuYlSI/87+A+7OTHdfCCOrjenW3hHa3+Ys6DV0f+NzsJmxxFTZLNfwchy0HYaCOoNxfUmbbXGbXXGbQz9AV0XUHNDX6NNp+mKaBqCCiqfLIyn3SFT7rURrzEq3HOeHiwL92X9OLAIgD8EyOm4gSc3KiqLaOqdnxXKfdd5d7RmKNjC3aPebzwmwdTv/T45aujyzb9KaumdOHM7+ddZhgWzDUtnGdeNM+8eJ550WzD7F8U/Cfvu/fjHvsJstbjt1mO22wms8Hku9W31+8704bd85SwsTN/eUf+ymfUDdQn87W3LPE7sSgq55NHAB6FNUm4prDM4me200W2c0U280S3J3RVhD9/I7l79vRpI6Yz0Vh0d5XIYoHQZJbQZLbQZE6XwRRqvJtmdLl3BfNMFP7lpwAK7HNqzkbj/4MIQEEB6el9NDduXLJkSUpKio2NjfFLzMzMWCwWRAAgCIIgCP4/d1BEAA/jSv7HBwKo3nJWUDNXveX8qbvT1zt/iAA+kR85AojLLBu368YUedN9mja7NGxXnDOaedTgxwO6Y3ZpfbtdfdR2NZmDBpPO2c+6HbvuftXRYKpifO3xgPy/jHxljt5af+bGtMNaxy21Khq8ymgueUSbdKxxXPn1kIKLvllHnJK3GYevVfFddcxlw7RjZ7+XVZ2w9/r0IwZ/nL29Tc3qsM7duWctv92pH5dZ1sfKpRHA8nXbCLT6RzE5AbG5gbF5jxMKghIKgpOKgpOKQ5JLQlJKopPTmJhgMT+lg/eog/via/86+QkdvEAx17uTHydmPxC1uIlaXEXNzsImpxeb/00OoiY3Icu5vd5awDQT1Jn8c/NfR3Lkv4CiJiBf5ZOV+aTLfOLFNuKFNuIFHs0h3fdAVAG9Fyto7LOqhtKLua9FAJv3HKtraU+rrJeY/tKMqoaMqob0yob0ygbJz4T712qOjsXIjarcMqpyx3cVct9hDv9QfnhswNwvncd94Tn5C/fp3/659dpEhZAfT/pPuRg6TSt1+vX0X3UyJE6/nj7tWtIvSlE/HnCR2Wgis8Fk7HrDH9be/Hal7tpd8rxSue6ydcKkBV1lfz6r/CPfYY7y/g2BKiujckm9l/Z6gQNYuC3iMR4FtfG4ppLHd5/Z/CqyniuymicyGP+OCKCnp+f58+cdgq6SQLHbLpHVH8Lbs4S3Zwlv/Cx4omqXUHKvoOZM9IsIYO2DQkkEYJdK+vB3l77PEUJo3bp1uz8e8+bNW7JkSVpaWmRkZPhLIiMjeTyeNALoywR9yByBIAiCIAh+nn6uEcA/z/n3Vv9v9CkjANVbzqeVTXp6ek4rm3yiFOCdm/8QAXwiZQ+e0TNzPKmk27vq+tZ9igASsstHbdMatlFr4taL0/ZeG71FecQG5WGbVL7YqPKlrPZ3VwO/tir82a16+0Ps5VCiURLdo5AViuFGU9t8yxlr9TxHHDBcoXHGO8OwnO5STHPIJ1qkVupGFV8JyJV3T99mHLVG5dGaPTZy3+25jDarfbFFfcQmtVFblH/eozFlp/IXG9SHbbuZkF3ex8qlEcBfG3dgKXW+kVl+UTn+0TmPYnMDYvMD4goeJxQ+TigKSiwKj0+iV/h1tBd28ILE3Idijm8H16dTkChufdzBe9LJixCxPUTNLqJmJ2HTPSHLQdTkIGpyE7d4CZsc2hvMBUzT9jrj9jrDdsZNSf/Pp11/ufmvJqBc5ZOU+KRLbURFPvE8H6/QRlDg0e6m++6PzKf3YiWNc/rqTenF1yOA7QdO1zYLksuZKS+sT62oT62ol/4g/bna4hxp5/dVW0eVbx5VIfd9xY7vscfG5siN9v5lmN8vw0JnfpH411dn5BXHX4z9SSluinL8lKvxv6gk/KKa+LNq8mSVlJ9Vkn5Rif9FLWni4fs/rNH7Yc3NMat1R6+8/tUSzbVy+3lFch35W/jRc55WLurMmhVlPMfbckWw7s7IbHLvpb1e4AAWbot4jEcBLY7Q0uYg12E5S2Q5R2Q5V3RzfFdF6DsigBdBwLNnAnZH1E3RvW3C2/MEN3596rzFP6PYIpv8dgRgn0r+8HeXvs8RQqioqEjyNDs7O5lMZl1dXV1dHYfDkT791tbWupeIRCLJlU+fPuXz+Twer7m5uaWlRTrYyspqyZIl8fHxS5cunfySqVOnYrFYaQTQlwn6kDkCQRAEQRD8PP1cI4B/b+8/UQQg6f87u7olfqIU4J2dP0QAn0jZg2dumDicUr7Zu5q37uySV+xrBPDFthto6VG0/CRafQH9rTR8k8rwzSrjj5lPNsscfbdwhnvFDj/sxTDS7aRaj6KmcCw3mcLLq+9SCykbe9p0/Knbs6/o7LJQdIjXCSzQf1yo7Zl10TH1sG7IdnnHLUtV5WadVfhyz/URO28Ml9X5YrMaWncJ/XUWLT2KNmkO22U0gAhg7ZY91SSGd3iGb2TWw8hsv+gcv+gc/5i8R3H5AXGFgfGFYXGJ9HIfES+li5/c0Rrc0erX0erXJUjr4AV38hPFHP8Xp/1vchSy7omaXEQt3sIm9/Z6q3amuYAp2fw3aK+9KaiVnvnvmoCiLqCoCshX+aQrfOLFNsIFPvF8G16hDXeGhz/TSrFJ99nXe/dVVcM5eUX3VQSAY2mZuUtWrp1Hz9ObBEllzOSXJpUxX78oteT6CdyWUUVrvi3ZOKpc7vuKXWMwx2Wyto4KnvVF9Pxhyb9/UbJ1ZJHSzMMX9CaffTJRIXzi+YhJFyKnKYasvOSxQ9Vxtar3NMXQiaeCxm4yG71Se/QK7e+XaX67RP3bhUr7D2xtz/lLnLlOEDuzs2iWIPqXhoCfaz3Hh5qrhudQ+tJeSgocwMJtEY9xz6+JJ3Cemi8WW8wWWcwRmc0V3hjfVeDz3ghAkgN0CjvTnYWWq/k3ZvSYzo/LSL+TT5UeCPBxI4C+z9HrEQAWi506deqkSZMmTZqkpKQkfeYmJiaTXpKWlia5ks/nu7q62tjYHDx4UF5e/o0IICMjg0qlMl+js7OzvxHAgOcIBEEQBEHw8xQigNeV9P9tAuHrfsQUoPfNf4gAPpFyh85qG909rXyzd7WN7Hb3JQKQHAgwXM5g2OqzX6xRGL7hyvDNV0dsVh2xVWWaksd4k8wxtvm/uJZveYg5F0LST6Dfy20MquImknkJtGfrbnuvv6ZTUOR12sZ50lnjOVduL1XXWqZx9U/1y3MuKU0/c3XZWaV5x658d0h3+P5bI/bdHrHLYLis1vBNV79Yf3HYqtPD5G6O3Gs8gAMB1m/fX0Gge4ame4Vleodn+kZmP4zMeRid6xed5x9b8Ci2ICw+hVH1WNQa08F70iVI7WyL6eCFdgkLOvnJnYIsEdtb2OQsbHIWt3iKWx6Kmr2ELPtXX/vHMGxn6LdLvvaPdp1PfbX5LyAr8UmX+ETFNsL5NrxCG/5sG+40D3eChz3ZSjZP89kXkU/vxaoazvFL1yPyaiTm4ViaZm6SlWvv8cu0Rn5CSV1iaW9GF9Sm25iWb5mQs+zr/LXflMqOLt89BnNcpnj39ylLv8j+84viNQi7c2St8njStal+yluULiidOKeto6jw5Or6qhsLau/+SQ4+9uiR4R8KLt9vtR+1VOPb31W+WaT8xW8XZffsz3D5XRg7uyt7fnvM9Pa4qa2PfuR4/FCu/3Owz8PwXFrvpb1e4AAWbot4jGs+LZbEeWq6WGQ2W2g6R2g6R3h9XEeBb68JQE9PT09nVZzAci3/+owe/RlJafH2BbR/RgC0jxUB9H2OXo8AKisrR44caWFhsXPnzuPHj0uftpaWFpoyBe3ciUaOjI+Pl1zZ1tZma2u7cWOyjIzKtm3b3ogAEhMTT58+LT06YP/+/TQaTRoB9GWCPmSOQBAEQRAEP08hApAq6f+xpNq3/VgpQO+dP0QAn8iPHAFITgc4fOftYesUh605N3yj0vDNKsM3q3wtp/GrZuDYW2k/WOf+6FS2yrv6+GOCZjTNKr3Oq6Q5ktDmWsBZoGx6z+VId0vM0+aw3CJPA487x42Mt2rp7dDSPqilomqgEOe0tfz+X3+p3RpxyHTEIbMR+24N36EzfLPasL8vD1tzbtge09EHzQZwOsCNOw6X4WruB6c+CEn3DM3wCs/0Ds/yiczxjcp9GJ3nE5kbEB7HxIV28LM7ecGdbeHdwsKu9pwuYWmXILezLVXMfSJqdheyHEXNbsJml/aGO+31lu1M0/Y6o3aG4asj/2lagheb/yoCsjKfdLlNsvmPl/T/Z3i4kzzsiVaMfGu1fCvROM17X0QevRcxdK68olZ4Xo3EPBzrmomLZOU6cPoqpaEtvpghMaGk7g1jixiR+fSIPHpMaEre7oUZi79OX/JV8bbvy3aNqZKXqT42tmTziKoNiLwdUfcMK9nzPeniRKbmZKrWVILm9BrNn5nXJtSqT6BeHU/SnVntKrtf0fBrWY9vflf7ao7iyNkX0MTjd3RWdEVPawua2pU2nR80qdV3PNttLMP423S9jWHxhb3X9UaBA1i4LeIxLrm0eBK3zVZWZDJDaDxbaDynXXOcKN+n9/7/Ga9RFKAqMFjM15rRY7QgLiPtXuHLcwFgP3IE0Pc5kkYAZWVlSkpKw4YNO3/+/MqVK6URgK+v7+rVq9H48WjlSjR8uCQCwOPxRkZGhoaG+/aFTJ2qMGPGDBsbGy6XK40AkpOTzczM9F5iYGDQ0NDwKgL4xHMEgiAIgiD4eQoRgNTTyiZEWv37PK1sMuB77uPmP0QAn8gdhxW0bt89o2LQu7pmjnuOXerrlwKO2GEwbKPKsDUKwzcpD9+sMnzzVZmD+lN0Y8boJ8lYZMs4lMy7X7nHH3s5lGyQSL+bXe9b0aryuGrqRYuCeMWO5mQR87GI7tFBse4m6QuqlNrLD/VUrewpnC+MmBxzf+sUResR8tYj5a2HHzQevvPGsK0aw/6+POzvy1/st5551nYAXwr4rxHAw9BoeoVPBz+jqz2rW5gn5udRGquL6KRMCiEGW+ZflOWRFW+fEm6TGGyeEGgaF2Aa62cS42sc7W0c5W0c5WUU9cAo4r5RpIdRhLtRhJtRhItRuLNRuJNR+L3bYfduhzpaRNz1S7xdXXixtfpoa/Xh1qrDXLxBqtfePkUAuTUS8/FNGsbOkpWr7+1lZFJF+gnZ1HlfRv82In/9qKLtoysOjcWcGoeX/56y64vafV8wjo7MXDvyyeKvs3ePxZybSLzyI+HSxOozMlVHvgvfPnHryr0z1mn8sNn2m40OI2ZfHDbtFPr55Pc/y1V6zRT4TuYFTBbH/sT1kmlyGNN0ZxRe7etYR4PwTOL/IAJwzqPGE9j4R5YdBtOEt2cLDee0a8gI87x76f+7CFntHqfaDZfxtWe3qf/aY789MLPQsZD2dgRwN4X44e8uA4gAgoKCpkyZgl4ijQC0tbWnT58uvV4SAURERHz99df79u07fvz4okWLEEIyMjI0Gk0aAaSlpcXHx8e9JCEhoa2tDSIAEARBEAT/n/t5RgD/iZeu3915RO1vuXNrt55+3b/lzu08onbp+t0B33MfO3+IAD6ROw4rXLt1518jAH0L5z3H+xABeIemnTHxGbn9xheyN4atURi++erwzVeHbVaeevbOD9fjxtyIH2+SPtY2f7Jz6SrvKvlA/NVIin4i3Sa7ZZtZ0F8a+m24W2LmYxHNqYNi00m+1UlQ68aefFq9+Wnpoq70Obygnwxsr359wmbkKfuRx+8MP2w6fLfesO2aw/6+NGzbtWH7LXfp3vcOTetj5dIIYPNu+WIM1S0oxSM47X5w+oPQDM+wTK/wLO+I7PthWW7BGb4hkfQyT3FrrLg1tLM9G19fUNrIahR3NXY8qxU9Iwi6y9o6clo7Mjkd6RxxOkeczhals0VpLaK0FmFqizClqT2pUZDYwE+o58fV82KZrbEMTmwdJ4bBiWVw4hiceEZzLIVoHOtXmX+eV3WQV3WQS7iR6rVPusP/TjF07pHzGmG5NRILCE1qt+9JVq7D59RJ9bzYotrYIobEuOJXRhfURkjvJ5OUoK6cNOebxz8OS/3j65Q/vynd+0OVvAxeYQL59Bjaka9qT35DOT7Kf8Zwjx+HhS38KmHlN2mrv05Z/ZXW0nkT55wesVh3+Err4atsh620Qb+eRz8dQz8c3r3xz46QSS3O4/mPJrQ/Gd9s932D+Td1Bl8WKs+MConqvai3CxzAwm0Rj3HKocZjW9Jyi7p1JwsNZrcbzG5XkxHmeL57879TJIwyaTdaIdCZz7/2G19zZpv2ggZvDcfkErfi2jPReJXYfxwI8FEigL7PkTQCqKio0NTUnDBhgoyMjIyMzMWLF6UlGBoayrwkJSWlp6cnLi5O5p/MnDmTTqdLI4C4uLiFCxdKfztp0iQMBiONAD71HIEgCIIgCH6eQgQg1cAuQNvcU8PI/W21zT0N7AIGfM8QAfy37jxyXvP23bOqt3r3lo3bvpNX/j0CcPCNtXuU+NVW7WF7TYetPz980+Xhm5RGblWZqe49XDVyzPXYibeSZSyyx9oXTXcr3+RTffwxQTmCohJZN1v9norlhWd0mw7qnQ6ycSdBrwuv2oU9010l97R8WXfu/M64WTTv33bqm3x9xu7LM44jT9kNP2oxfI/+MFnNYesVv9hnMmK3kaVvvOPD2D5WLo0Atu07WVBJdn2c7BaU6v4k1T047X5I+oOwTLcn6S5B6a5P0n2CI+nlniJuTEdrcAc/OYNa0dDxlNv1vP3p88aO51jBs1xOd2pLV1JLV3xzV2xLV1xzV2xzV2xTVzSrM7KxI7xBHNIgesxs96cLHtbwvKk8TyrvAYX7gMK9T+E+IHPukzlPaltTGHX+SQa8yr2tlfs4OO1Uzz29d1/YWu7Bs6rSCKCQ0KRq6CBZueQvahHqWmMKa19Z9MLIfPob9xPt7Bn3xxT/ccPCpo8Mn/FlzqbRZftlqk6Mw52bQDo/jqowpvbiWMKpMV5/jNWY+vPlGbO2zlz7y4zDI2cqoUW30RITtMgQzddFM5XRtMtomsrYaYfj9X5pD5jG8RjP8xrDdR/NNPyqznAkWXl4yollkUGJfY8AJAUOYOG2iMc45lBjqlmRRK7IYIFAb5ZAbzZfRaY96/4bzf/zTmEXNqXd6bBAZz7/2ky++gy+xsy2a7Ob9Ffj4jzNUnH+VQ2no/AqsR//UwB9nyNpBCAWi5ubm6kvaWpqkhbCZrOl17e3t/f09LS3t1P/SU1NTWdnZ89rpwMkEAjS39JotI6Ojv5GAAOeIxAEQRAEwc9TiAD+B0IE8N/6kSMAE5fgyLTicbt0h+8xGbZNY/jfF4ZvUhq9S2v69TB0OfQ7zdjxNxMnmqSPs8kff69khnvFeh/MwUDC/gfVU9XuBDw68ZRq1Em41olX7cJd6sIe766WfVqxvLtgQVfKXFHIr5luq+ar2X2r6Pr1BbeRZ+6NkLccvtdw2HaNYVtU0EmnMXv0I1OLTVz6+ickjQBkD5zOKye5BCa5Pk5xC0p1D05zf5LmEpTqHJQqiQB8g6Nqyj1FrdFi7mNRa0I0icTseNbc+ZzT9ZwpfkYSdJdwO3OaRWksYXxDexSTH1rbFkznBdfygmvbQhn8cKYggikMrxeGMdtD6vhPGG2Pa3mB9NZAOi+gpjWgptWP1vqAxEltbLWP+7/2zjysyTNt9ICyBQKotVPbmS5iq21n5szUbzqd73SqU7e64K4ssskq+yabqAWRRfYl7PuSBAKBsIadkISsJEB2skECArJKqtW2fofzR2xEBQTE1uN5nuv3B7xJ7rzPdV/Xk+v+PcsbN9t3bLbPZJrr05pnsnz1xZPPnrJyUykA2sCEx7VE5ch1wSWIJ5+to8qeQJHVUWQY0rP1fzVpEINlNJw+jNiqlW+kUbpNs/4vutTDRszTm1gWW7h2Wwect4ovbR3yeJvv/u6VA3/7519PfLDLaqOxt9rOq2p/tFHbfFRN/xs1yH+rqX/y6UdfHfjqaMTZzyayt92t+/tEInQiHjIerTPkt3HET73g4DtwW8sGLGnlCkDZwTUM3FFYTiJBgmGN1fCnKZhcxZWdPwR+onDbfK8za8HU///8Iu//sSr0h+tf/eCzQ+G9XeG9Q+G9Q+G1Y85n13i6U1kL/kY7v4xzx7qW54UVV/Km1lcBrDxHKgXQ1tZ2ZkFLTk5WLQE483SrqKhQegEHBwfVRVtb2/Hx8fkFxwHa29urXjU1NR0cHFytAlhzjgAAAAAAAABeT4AC+A0ACuD35eh5+8thSRe9QpcnPDH3pKXrixVAGAyFrCeYBGRoHg5RPx2hscd+47duxnYxm31rN7pXa1+u1QuoMQis07/aZBBF2JTc8352/18K+F9G1u/yj7xDNvlF4PAz98LPnPOP2CaPWHse9X7xC/mzn9p2Paj5ZK74PViihYFjhv6lfMilPG27dE3zWxtPhWrs91A/Fa5hnnz0cgaynrjynqsUwJFzF4kMAQzRnIZoSS9ryyhvT0O2wpBtaWXtqlUAg4yc+1PoB9Pl92Y7UDwuZ+5n1swD5uS9rtuKxqHZ+sEZ5MBEPnesgDuWzxnN54zmsG6n98lTmbIUpgzWK0/vH87k3M7hjBYMTJRKphFDs8jBWYR0Fv4rucKp1tG78Q0Js71HZnqPTnM8WnNNVPv8F4Uvnz1x4RKaKFVCH5hwC4lXjlzW7iFc2UwtZUiF8qkBS4WqiU+v2rElz1Ajw1C94A8bOv83lHrYiHF6U7/5Ft7FrQNObwtd/yDx+IPQfRvZ6YPMM5//7XMT9fcc1CDfqKltV1P7aBv0/W8/frfVdVOvm/5gKPQuwngy/0N5sOboTT1ZgNawuzri1DaHfx4gZofX4bnLd+r5Dq5h4I7CchLwkqr+sWr2WFO/WBp/+gf/jxWuW36sDH5c/s/dedAYfy/mO4XPxwqv7QpPY4XXDoXnDoXHDoX7DsX1PcyWypgOfhplqIw1bl3L88aK0fyZ9VUAK8+RSgFQqdTLCxoCgVB2JzMz8/LTrbW1dX5+/u7du+Hh4aqL169fn5qaml9wHGBoaKjq1cDAwNu3bz9RAK84RwAAAAAAAACvJ0AB/AYsPA5wJazrt1P48/PzM9zMZ68342d+nSx8/tXmYdVFtHiRt2XSFU8tNhZTnv1eVQQkd/LJ+4bRC96zaOQl73npOC/kmJljQHiKvW/48kSnFp6ycluRAkgqqs+s6NDef3nD+TiNg17QIz5fBBVDXOBa1qnaNim69ul6jpl6l3J13Qq0vct0bnRsgbF3hZR+F3Zlnrf3EeubR6x/P+r/6lHvF49of/6Z8OnD5l33qz++B98+lvmuc0SAgUuugXuJvmuxrn2mlkXcxhMhG767rG6Tq2kSmlHRsfJdAGGrUQAFKMwgI+vBbOtPs7V3x0sT8F0YyWSdZKpaNFErnsznjBZyRuH88WzWSDJDnsyQJfcMpTCGUhlDMOZgas9gEk2aQJXEU8XxNEkCTZJEl6Yy5TncsWLRDFwyWyqZKRHP5AxMNd++G18fP9P73Qzzuym2a2vOKhWAcMIlOFY5cq1WAVR3CjCmpxFvbUiHaiTpqiE/1O7+jyHlO0PGqU395pu5Nlv5DlsHnN8Wub4tdX9b7PZ2t927xaf+FPGfbWH/3pJ1dBPByUDoBxnx3jjsqzUVoTeduFUeCBny170d9ZbEWaPrrLb1/j20gn9TOwox3ZLfTgGwxqpZYzWcse7q3OmQLxTeHyqC/vyAhn5IR99LPqfw/UzhsV3hqar8jefcjOfcjOf8d4+URxcSufF4cQ5dDmeNW9fyvbCiqscKYNC2jh/XPADHvexDAdagAFRthD5Ca6NxOBzlvwwGo+3ppjz278GDBwQCQXWxq6vr/v37SgVgbGyclJTU0NDwzAcPHToEFAAAAAAAAID/nwEK4M1FWeQr8PTh52rsZvzMYnX7glf5zagwZan/+LNPfSSTrpikNy//1fxm5R9PynW0+Elhv0Tkpe55yTgrYf0VQBgMhWmj/cs5TtMkVON8jM5hT8Nzodpnb+iej9C3TYZeyjH0LIH6IfT9kXoBSIgfUi+oxTgkp7T02Dxj9y+UXb9QPv+l+7Nf8J/+1LbrQf3O+5UfK0q2z+W8T03a9a8rSYaeJYbeSKhbCcQhS8siTvNY4AazBA2b7C8vJaz8cYBKVArgmKlDF52XCm+CwVtgiJZUREsqvEWpANLKO9NRnUWV9cPs8h9nau+Pp06PpIa3NBewbpfxxovYYxjRREbvcApDntwjy2eN5LFGEmlD8bTBOKoklqJEHEeVxFPEMWRRDFkUQxbe6hZGdwtvdQvjKOK0vpGCgalCwXQWb7Jx+G5cfews8+AM8+Ak61Jrjolqkf+i8OWzJmaOKgXAEE06B0YrRy5br+9Zg9M15CEl1aTl4ihBV+Bqdm3LhaonQtQTddXRO3VJ3xpSvjNgnNrUZ7qZY/UW7+JbAoetQue3Rc5vSS5tlrsajXka3PHSH/OEyF11xHY6QgeIzAsy6q8r99QUXdowBvuT1N9AZK/GDN881vDeRMueqhb6C2/j+Q6uYeCOwnLiCSI0a7SaNYZmjRfR5cz8oJnAvyg8P5pzekvhYlqigwAAGJhJREFU9LbC5U8KD2OFh/Gcx445d2OF2445V+M5V+M5z88mMtwbSMzILmFez0gmTQ5njdvU8r0XKACbGl7seiiAledooQL45Zdf5ubm8vfmf73xa2sL68eLo/buVVNT27BBDQJRU1NT09HRiY6Onp+fHxkZ2bZtm5qOjpqmvpqazsInAqipqWku0b788ksHB4dXnSMAAAAAAACA1xOgAN58mp9VAJl0xdL1v3K+X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<br />Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com1tag:blogger.com,1999:blog-6933670631845939061.post-62186559617578527852012-05-16T17:53:00.001-03:002012-05-16T17:53:25.853-03:00Máscara de sombra<div style="background-color: #fce5cd; color: orange; text-align: justify;">
<span style="font-size: large;">A máscara de sombra consiste em representar graficamente, nos diagramas solares, os obstáculo quem impedem a incidência solar em determinado local e em determinadas horas.</span></div>
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<span style="font-size: large;">A incidência solar numa edificação depende de vários fatores, dentre
eles, do entorno da edificação,como por exemplo: altura dos prédios vizinho, arvores, morros e etc. Esse tipo de mascara chama-se máscara de sombra urbana.</span></div>
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<span style="font-size: large;">Outro tipo de máscara de sombra é aquela que depende da edificação e em determinados casos pode ser modificada de acordo com a necessidade do morador através das proteções solares (brises).O tipo de brise e suas dimensões são função da eficiência desejada. Para projetar proteções solares, a segunda informação que deve ser conhecida é o tipo de mascaramento que cada tipo de brise proporciona.</span></div>
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<span style="color: red; font-size: large;"> Tipos de protetores solares.</span></h3>
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<span style="font-size: large;">Os brises horizontais - Impedem a entrada dos raios solares através da abertura a partir do ângulo de altitude solar. O traçado do mascaramento proporcionado por este brise é determinado em função do ângulo alfa</span><span style="font-size: small;"> <span style="font-size: large;">α</span></span><span style="font-size: large;">.</span></div>
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<span style="font-size: large;"><span style="background-color: #fce5cd;">Os brises verticais impedem a entrada dos raios solares através da abertura a partir do ângulo de azimute solar. O traçado do mascaramento </span><span style="background-color: #fce5cd;">proporcionado por este brise é determinado em função do ângulo beta </span></span><span style="font-size: small;">β. </span><span style="font-size: large;"><br /><br /><span style="background-color: #fce5cd;">Em situações reais raramente encontraremos um brise infinito, portanto para saber onde ele termina, devemos determinar outro ângulo, o ângulo gama</span></span><span style="font-size: small;">γ</span><span style="font-size: large;"><span style="background-color: #fce5cd;">.</span></span><span style="font-size: large;"><span style="background-color: #fce5cd;">Através da determinação do ângulo gama, formaremos os brises finitos ( horizontais finitos e verticais finitos). Obtidas essas informações pode-se formar diferentes combinações de brises misturando verticais com horizontais, os chamados brises mistos.</span></span></div>Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com0tag:blogger.com,1999:blog-6933670631845939061.post-68513759283988169582012-05-16T17:53:00.000-03:002012-05-16T17:53:16.796-03:00Diagrama solar e transferidor de ângulos<div style="background-color: #fce5cd; color: orange; text-align: justify;">
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<span style="font-size: large;">"A carta solar torna-se, assim, uma ferramenta de auxílio ao projeto bastante útil, pois diz a</span></div>
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<span style="font-size: large;">posição exata do sol num determinado momento, informação essencial para se saber, por</span></div>
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<span style="font-size: large;">exemplo, se o sol vai penetrar por uma abertura, se vai ser sombreado por uma edificação</span></div>
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<span style="font-size: large;">vizinha e se deve ou não ser sombreado por proteções solares para determinada orientação."</span></div>
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<span style="font-size: large;"><b>Sombreamento do entorno</b></span></div>
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<span style="font-size: large;">Com o estudo das cartas solares associada a outras ferramentas pode-se determinar o sombreamento que um edifico faz no seu entorno. Pode-se também analisar a penetração solar em determinado ambiente em dias e horas específicos. Esse estudo é útil para evitar a incidencia direta do sol, em horários inconvenientes.</span><br />
<span style="font-size: large;">Informações que podem ser lidas do diagrama solar: trajetória do sol, hora do dia, altura solar, azimute solar e números de horas do sol.</span></div>
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<span style="font-size: large;"><b>Transferidor de ângulos</b></span></div>
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<span style="font-size: large;">"O transferidor de ângulos é utilizado para converter em ângulos a geometria solar de</span></div>
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<span style="font-size: large;">elementos construtivos como obstruções, aberturas, proteções solares, edifícios, vegetação</span></div>
<div style="text-align: center;">
<span style="font-size: large;">entre outros. É útil para a análise mais rápida e fácil do sombreamento do entorno, penetração</span></div>
<div style="text-align: center;">
<span style="font-size: large;">solar e proteções solares."</span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">O transferido trata-se de um círculo com as mesmas dimensões do diagrama solar. Neste círculo existem linhas radiais e linhas curvas, cada uma representando uma possível aresta do elemento a ser analisado. </span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">Para entender o funcionamento do transferidor de ângulos, é necessário conhecer-se os</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">três principais tipos de ângulos existentes, o ‘α’ (alfa), o ‘β’ (beta) e o ‘γ’ (gama).</span></div>
</div>
<div style="background-color: #fce5cd; color: orange; text-align: justify;">
<span style="font-size: large;"><br /></span><br />
<span style="font-size: large;">Angulos α (alfa) - Determinarão a posição de retas horizontais paralelas ao seu planos do horizonte.</span><br />
<span style="font-size: large;"><br /></span><br />
<span style="font-size: large;">Angulos β (beta) - Retas verticais perpendicularesa seu plano de horizonte.</span><br />
<span style="font-size: large;"><br /></span><br />
<span style="font-size: small;"><span style="font-size: large;">Angulos γ (gama) - Retas horizontais perpendiculares á superficie vertica</span>l.</span></div>
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<br /></div>Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com0tag:blogger.com,1999:blog-6933670631845939061.post-19649276196220660932012-05-16T16:37:00.001-03:002012-05-16T16:42:14.127-03:00Ventilação Natural<div style="background-color: #fce5cd; color: orange; font-family: Georgia,"Times New Roman",serif; text-align: justify;">
<h3>
<span style="font-size: small;">Ventilação trata-se da troca de ar interno por ar externo.A ventilação é necessaria não só por uma questão de conforto termico, mais tambem por uma questão higienica. dentre suas funções estão:</span></h3>
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<span style="font-size: small;"><br /></span></h3>
</div>
<div style="background-color: #fce5cd; color: orange; font-family: Georgia,"Times New Roman",serif; text-align: justify;">
<h3>
<span style="font-size: small;">· Manter o ambiente livre de impurezas e odores indesejáveis, além de fornecer O2 e reduzir</span></h3>
<h3>
<span style="font-size: small;">a concentração de CO2;</span></h3>
<h3>
<span style="font-size: small;">· Remover o excesso de calor acumulado no interior da edificação produzido por pessoas ou</span></h3>
<h3>
<span style="font-size: small;">fontes internas;</span></h3>
<h3>
<span style="font-size: small;">· Resfriar a estrutura do edifício e seus componentes evitando o aquecimento do ar interno;</span></h3>
<h3>
<span style="font-size: small;">· Facilitar as trocas térmicas do corpo humano com o meio ambiente (especialmente no</span></h3>
<h3>
<span style="font-size: small;">verão);</span></h3>
<h3>
<span style="font-size: small;">· Remover o excesso de vapor d’água existente no ar interno evitando a condensação</span></h3>
<h3>
<span style="font-size: small;">superficial. </span></h3>
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<div style="background-color: #fce5cd; color: black; font-family: Georgia,"Times New Roman",serif; text-align: center;">
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<span style="font-size: small;"><br /></span></h3>
</div>
<h3 style="background-color: #fce5cd; color: black; font-family: Georgia,"Times New Roman",serif; text-align: center;">
<span style="font-size: small;"><span style="color: red;">Ventilação de inverno e de verão</span></span></h3>
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<span style="font-size: small;"><br /></span></h3>
</div>
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<h3>
<span style="font-size: small;">A ventilação de verão é necessária para as questões térmica e higiênicas.Enquanto que no inverno ela só é necessária para fazer a higiene do local. A ventilação de carater higiênico é necessária durante todos os períodos do ano.</span></h3>
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<h3 style="background-color: #fce5cd; color: orange; font-family: Georgia,"Times New Roman",serif; text-align: center;">
<span style="font-size: small;"><span style="color: red;">Formas de ventilação</span></span></h3>
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<span style="font-size: small;"><br /></span></h3>
</div>
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<h3>
<span style="font-size: small;">Como tratamos aqui no blog de arquitetura sustentavel, vamos falar sobre a ventilação natural que é aquela ocasionada por diferença de pressão causada pelo vento e temperatura.</span></h3>
</div>
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<h3>
<span style="font-size: small;"><br /></span></h3>
</div>
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<h3>
<span style="font-size: small;">Pode-se conseguir numa edificação diferentes formas de ventilação.</span></h3>
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<h3>
<span style="font-size: small;"><br /></span></h3>
</div>
<div style="background-color: #fce5cd; color: orange; font-family: Georgia,"Times New Roman",serif; text-align: justify;">
<h3>
<span style="font-size: small;">Um recurso que tem sido bastante utilizado para ventilação, é o chamado efeito chaminé que consiste em fazer aberturas com diferentes alturas, pois atraves da
mudança de pressão, o ar quente tende a subir a sair pelas aberturas
mais altas enquanto que o ar frio entra pelas mais baixas.</span></h3>
</div>
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<h3>
<span style="font-size: small;"><br /></span></h3>
</div>
<div style="background-color: #fce5cd; color: orange; font-family: Georgia,"Times New Roman",serif; text-align: justify;">
<h3>
<span style="font-size: small;">Ventilação por pressão do vento - A ventilação cruzada vem sendo muito utilizada por ser a mais eficiente para o conforto termico, ela consiste em fazer aberturasmais de uma abertura nos ambiente para que o ar tem entrada e saida por diferentes lugares. </span></h3>
</div>
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<h3>
<span style="font-size: small;"><br /></span></h3>
</div>
<div style="background-color: #fce5cd; color: orange; font-family: Georgia,"Times New Roman",serif; text-align: justify;">
<h3>
<span style="font-size: small;">Ventilação unilateral - A ventilação unilateral consiste em apenas uma abertura. </span></h3>
<h3>
<span style="font-size: small;"> </span></h3>
</div>
<div style="background-color: #fce5cd; color: orange; text-align: justify;">
Fontes - http://www.labeee.ufsc.br/sites/default/files/disciplinas/ECV5161%20Apostila-v201.pdf<br />
<br /></div>Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com0tag:blogger.com,1999:blog-6933670631845939061.post-85550929000742376562012-03-27T19:27:00.000-03:002012-03-27T19:27:51.869-03:00Arquitetura Sustentável e Frank LLoyd Wright<div style="text-align: justify;">
A arquitetura sustentável busca uma construção que utilize os recursos naturais, visando a economia de agua e energia, causando menos impactos ao meio ambiente.Atualmente esse tipo de arquitetura vem sendo muito buscada, e esta sendo aprimorada cada vez mais, devido ao surgimento de várias ideias sustentáveis.</div>
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<div style="text-align: justify;">
Uma solução sustentavél que vem sendo bastante falada por ai, é a utilização de placas solares para a captação de energia solar, esse recurso ajuda a diminuir os gastos com energia eletrica e é bastante eficiente para pessoas, que assim como eu, moram num lugar com o clima quente. </div>
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<div style="text-align: justify;">
A captação da agua da chuva, é uma ótima idéia, apesar de não ser propria para beber, essa agua pode ser usada nas descargas de banheiros, para molhar o jardim, lavar o carro,lavar a varanda...enfim, os custos com a conta da agua seram diminuidos, alem de estar economizando água.</div>
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<div style="text-align: justify;">
O telhado verde é uma nova tecnica de sustentabilidade esse tipo de telhado se
adapta a construções com telhado inclinado ou laje plana e podem
substituir as telhas comuns ou se sobreporem a elas. No entanto é preciso ter cuidado e saber se a estrutura da edificação suporta o esse peso extra.Vale resaltar tambem que é necessário colcar drenos para evitar que a agua absorvida vá para o telhado propriamente dito.O telhado verde pede limpeza semestral, adubo a cada ano e
poda (no caso de grama).Vantagens: Além da estética, o telhado verde reduz ruídos externos, aumenta o conforto termico, melhora a eficiência energetica, auxilia no combate a enchente por reduzir a velocidade do escoamento de agua da chuva.</div>
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<div style="text-align: justify;">
A arquitetura sustentável possui vários caminhos, utilizar mais os recurso de luz, e ventilação natural, reciclar materiais, utilizar materiais orgânicos, sustentáveis e menos poluentes, utilizar madeira de reflorestamento, enfim, essas e outras atitudes contribuem para um arquitetura sustentavel.</div>
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Pesquisando sobre arquitetura sustentável, encontrei essa obra de
Frank lloyd Wright que é considerado o pai da arquitetura orgânica que
busca
a integração harmoniosa do homem, da construção e da paisagem, é um
arquitetura que busca a implantação do projeto no ambiente sem causar
tantas modificações a este, sendo o projeto moldado aquele lugar
respeitando as suas características naturais considerando clima, as
árvores, a topografia visando a economia de energia e
funcionalidade. Frank tambem pregava o uso de materiais naturais.<br />
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Falling water </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB9rJgWx9bdM2C-XBNARQM-oiZOZ1YkhYoUFFEg3BdnIl1PpMaJRxOKWgT4ytEaGPccc3xj7WhQvixyEW3rPljlxO3sN2WkmA9bLXDGV3IDCeKNWx51wUKiSQcJuouS6DMqZvmDJ_ITGXR/s1600/fallingwater-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="264" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB9rJgWx9bdM2C-XBNARQM-oiZOZ1YkhYoUFFEg3BdnIl1PpMaJRxOKWgT4ytEaGPccc3xj7WhQvixyEW3rPljlxO3sN2WkmA9bLXDGV3IDCeKNWx51wUKiSQcJuouS6DMqZvmDJ_ITGXR/s320/fallingwater-1.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdyvRMtgkUI6M195AL3EHW8Puw6qJqkqi6pvJQT-IxGLkQAMmzI8lTluJNiVjkOpxRTkqk1TuxQGuQ1B-m9o4sNg_zxqteVbvpJgISWrclz050wHO_x4DC-Vw34fNZf4NSyRhGrQAWSiGg/s1600/Unique-Staircase.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="209" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdyvRMtgkUI6M195AL3EHW8Puw6qJqkqi6pvJQT-IxGLkQAMmzI8lTluJNiVjkOpxRTkqk1TuxQGuQ1B-m9o4sNg_zxqteVbvpJgISWrclz050wHO_x4DC-Vw34fNZf4NSyRhGrQAWSiGg/s320/Unique-Staircase.jpg" style="background-color: #fce5cd; color: orange;" width="320" /></a></div>
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Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com1tag:blogger.com,1999:blog-6933670631845939061.post-70841974289223664122012-03-27T18:35:00.001-03:002012-04-12T10:38:56.406-03:00Materiais isolantes<div style="background-color: #fce5cd; color: orange; text-align: justify;">
<span style="font-size: large;">Para maior eficiência da arquitetura bioclimática é necessário conhecer bem os materiais para a construção dos fechamentos opacos, analisando a condutividade térmica, pois quanto maior for esta, maior será a quantidade de calor transferida entre as superfícies.</span></div>
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<span style="font-size: large;"><br /></span></div>
<div style="background-color: #fce5cd; color: orange; text-align: justify;">
<span style="font-size: large;">Disponibilizei dois links que falam sobre o assunto, sobre a eficiencia de alguns materiais:</span></div>
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<br /></div>
<div style="background-color: #fce5cd; color: orange; text-align: justify;">
<span style="font-size: large;"> <a href="http://www.agr.feis.unesp.br/mjafj/ventilacao_notas_aula">http://www.agr.feis.unesp.br/mjafj/ventilacao_notas_aula</a></span></div>
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<div style="background-color: #fce5cd; color: orange; text-align: justify;">
<span style="font-size: large;"><a href="http://wiki.sj.ifsc.edu.br/wiki/images/e/ee/TCL_Vol_II_-_Isolamento_Termico.pdf">http://wiki.sj.ifsc.edu.br/wiki/images/e/ee/TCL_Vol_II_-_Isolamento_Termico.pdf</a> </span></div>
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<div style="background-color: #fce5cd; color: orange; text-align: justify;">
<span style="font-size: large;">Esse fala sobre cimento ecológico, achei bastante interessante quanto ao quesito sustentabilidade:</span></div>
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<span style="font-size: large;"> </span></div>
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<span style="font-size: large;"><a href="http://www.ecofidelidade.com.br/noticias.aspx?msgid=56" style="background-color: #fce5cd; color: orange;">http://www.ecofidelidade.com.br/noticias.aspx?msgid=56</a></span></div>Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com1tag:blogger.com,1999:blog-6933670631845939061.post-47296939660593021462012-03-27T17:23:00.000-03:002012-03-27T17:23:51.861-03:00Arquitetura Bioclimática<h3 style="text-align: justify;">
"A forma arquitetônica pode ter grande influencia no conforto ambiental em uma edificação e no seu consumo de energia, visto que interfere diretamente sobre fluxos de ar no interior e no exterior e, tambem, na quantidade de luz e calor solar recebidos pelo edificio."</h3>
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<div style="background-color: #fce5cd; color: orange; font-family: Georgia,"Times New Roman",serif; text-align: justify;">
<span style="font-size: small;">A arquitetura bioclimatica é aquela que busca maior eficiencia termica nas construções, utilizando dos recursos naturais de ventilação, luz e calor, evitando assim o uso continuo de sistemas articiais. Uma boa arquitetura bioclimatica não permite que a edificação ganhe ou perca calor desnessario, sendo fresca durante o verão, e aconchegante durante o inverno.</span></div>
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<span style="font-size: small;">Pra fazer uma boa arquitetura bioclimática de qualidade é preciso uma série de estudos preliminares, pois a quantidade de radiação solar incidente na superficie externa é variável segundo a orientação, clima e época do ano. Contudo, é possivel escrever um roteiro rápido a ser seguido para quem pretende construir seguindo os preceitos desse novo conceito de arquitetura:</span></div>
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<span style="font-size: small;">Primeiro passo: Conhecer o clima e a orientação da costrução, assim poderá fazer um estudo prévio da movimentação solar e dos ventos, para então encontrar soluções arquitetônicas eficientes.</span></div>
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<span style="font-size: small;">Segundo Passo: Forma - Esta é extremamente importante, pois atraves dela poderá se determinar onde ficaram as aberturas, áreas em que será melhor o uso de vidro ou não, atraves da mesma pode-se criar barreiras para evitar o vento ou receber maior quantidade dele, dependendo da necessidade. Um exemplo da sua importancia, esta nos recursos de ventilação cruzada e efeito chaminé, que depende da forma e da disposição das aberturas para que realmente funcione.</span></div>
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<span style="font-size: small;">Terceiro Passo: Função - A função a que uma construção é determinada influência muito nas decisões a serem tomadas, em um projeto comercial ou público que geralmente funciona durante o dia, vai expor os usuários ao efeitos do calor, e o não estudo da incidencia da luz forçará as pessoas a utilizarem recursos articifiais. Nesses casos a arquitetura bioclimática deve ser utilizada para evitar a dependencia exclusivas dos meios articifiais. Portanto para esse tipo de função é ainda mais importante os estudo da arquitetura bioclimatica, até para que o desempenho das pessoas seja maior, devido a um maior conforto termico, alem da diminuição dos gastos com energia.</span></div>
<div style="background-color: #fce5cd; color: orange; font-family: Georgia,"Times New Roman",serif; text-align: justify;">
<span style="font-size: small;">Num Shopping center por exemplo, não se pode ter incidencia direta da luz solar nas vitrines, para que as mesmas não se deteriorem, porem pode-se usar mão da bioclimatologia utilizando luz natural nas circulações reduzindo o cosumo de energia.</span></div>
<div style="background-color: #fce5cd; color: orange; font-family: Georgia,"Times New Roman",serif; text-align: justify;">
<span style="font-size: small;">Numa edificaçao residencial esse tipo de arquitetura ganha mais liberdade, pode ser utilizado a vontade a iluminação natural e ventilação, reduzindo os custo com energia solar e tornando o ambiente mais confortavel.</span></div>
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<span style="font-size: small;">Quarto passo: Analisar os materias a serem utilizados nos fechamento, tanto nos opacos( paredes externas) como nos transparentes (janelas).</span></div>
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<br /></div>Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com0tag:blogger.com,1999:blog-6933670631845939061.post-48810334368199911802012-02-22T22:08:00.001-02:002012-04-12T10:41:35.858-03:00Norte Verdadeiro ou Geográfico (NG) e arquitetura<div class="separator" style="background-color: #fce5cd; clear: both; color: orange; font-family: Times,"Times New Roman",serif; text-align: justify;">
<span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgD2fT5R5zaRzMzLU-gJucQooLRpckcBSHA5e50LvPIN6A-aNXqtXYBJY_f2Hg0l0seZ984lGBAdIDFtLHjvObeOjFYvDVsWXNo3CqkejrU7ptoxZ6p10VwefxjKeArorHNTUi5HcVYz3bZ/s1600/MInha+Casa.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="305" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgD2fT5R5zaRzMzLU-gJucQooLRpckcBSHA5e50LvPIN6A-aNXqtXYBJY_f2Hg0l0seZ984lGBAdIDFtLHjvObeOjFYvDVsWXNo3CqkejrU7ptoxZ6p10VwefxjKeArorHNTUi5HcVYz3bZ/s640/MInha+Casa.png" width="640" /></a></span></div>
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<span style="font-family: Times,"Times New Roman",serif; font-size: large;"><span style="background-color: #fce5cd; color: orange;">Na imagem acima esta representada o NORTE REAL em relação a minha casa. Conhecer o norte do local em que se vai realizar um projeto é de extrema importancia, pois atraves dessa determinação é que se pode ter ideia da movimentação do sol e dos ventos do lugar, e assim fazer um projeto com conforto termico. Deve-se evitar locais da casa como quartos por exemplo, que fiquem voltados para o poente, pois este receberá sol durante toda a tarde. O ideal, no caso do Brasil, que possui a maior parte do seu território ao sul da linha do equador, é que se tenha janelas e aberturas voltadas para o Norte pois assim haverá um recebimento de sol adequado durante o dia, sem sofrer com a falta ou excesso do mesmo. </span></span></div>Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com5tag:blogger.com,1999:blog-6933670631845939061.post-56229367723429984612012-02-22T16:23:00.000-02:002012-02-22T16:23:20.760-02:00Clima Tropical quente e úmido<div class="separator" style="clear: both; text-align: center;">
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<b>Enumerei algumas atitudes que podem ser tomadas pelos arquitetos ao construirem obras em locais que possuam o clima Tropical Quente e Úmido. </b></div>
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<b>1- A primeira delas é permitir a circulação dos ventos, evitar que se formem barreiras para a circulação dos mesmo, dispensando assim em determinados momentos o uso do ar-condicionado, por exemplo.Essa ventilação tambem permitirá que aja um pequeno resfriamento a noite, sem causar frio, ja que nesse tipo de clima a temperatura da noite não é tão diferente da diária. Janelas e varandas são ótimas soluções para esse clima.</b></div>
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<b>2- A utilização de cores claras nas fachadas das construções tambem são importantes, pois assim o calor será refletido ao invés de ser absorvido.</b></div>
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<b>3- Deve-se evitar nas fachadas materiais que retenham e absorvam o calor.</b></div>
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<b>4- As árvores podem ser usadas pra fazer sombra porem sem impedir a passagem dos ventos. </b></div>
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<b>5-O teto deve ser alto para facilitar a ventilação, inclinado para que a chuva possa correr com mais facilidade e se possivel possuir aberturas que tambem facilitem a ventilação. </b></div>
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<b>6-Paredes finas que não retenham muita umidade e com vedos. </b></div>
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<b>7-O piso um pouco elevado para evitar a umidade do solo. </b></div>
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<b>8- As edificações devem ser feitas respeitando um espaço entre elas para que aja circulação dos ventos e dissipação do calor.</b></div>
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<b>9- Placas solares e sistemas condutores de aguas das chuvas são soluções sustentaveis e combinam perfeitamente com o clima tropical quente e úmido.</b></div>
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<br />Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com1tag:blogger.com,1999:blog-6933670631845939061.post-57823697431110730762012-02-22T15:43:00.001-02:002012-02-25T11:25:21.085-02:00Adequação da Arquitetura aos Climas<div style="background-color: #fff2cc; color: orange; text-align: justify;">
<span style="font-size: small;"><b>" Nas regiões predominantemente quentes no Brasil, a arquitetura deve</b></span></div>
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<span style="font-size: small;"><b>contribuir para minimizar a diferença entre as temperaturas externas e internas</b></span></div>
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<span style="font-size: small;"><b>do ar."</b></span></div>
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<i><b> Capitulo 3, Manual do Conforto Termico</b></i></div>
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Mesmo não sendo possivel neutralizar totalmente as temperaturas mais rígidas pelos meios naturais, é uma função do arquiteto e tem até se tornado um diferencial a mais buscar utilizar os recursos naturais em decadencia da utilização dos equipamentos de refrigeração e aquecimento. Ao ler o Capítlo 3 do livro Manual do Conforto Termico, me chamou a atenção as soluções encontradas por arquitetos para adequaçaõ aos climas mais recorrentes no Brasil:o tropical quente e seco, e quente e úmido.</div>
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<span style="font-size: large;"><b>Quente e Seco</b></span></div>
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Em relação ao clima quente e seco, o autor usa como exemplo Brasília, e explica-nos que quanto mais seco o clima mais marcante serão suas temperaturas, e que portanto o partido arquitetonico ideal para esse tipo de clima seria aquele que possibilita durante o dia, temperaturas internas abaixo das externas e, durante a noite, acima., ou seja partidos qe possuam uma boa inércia para atrasar o tempo que a temperatura levará para atingir o interior da construção.As aberturas das casas tambem devem ser pequenas para evitar o calor excessivo e a poeira trazida pelo vento seco. As edificações podem ser pensadas de formas aglutinadas para que uma possa fazer sombra a outra em determinados horários do dia.</div>
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<span style="font-size: large;"><b>Quente e úmido</b></span></div>
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No clima quente e úmido, que o caso de Salvador, podemos usar partidos arquitetonicos que utilize muitas aberturas quem permitam ventilação, porem evitar aquelas que permitem uma radiação solar direta.As construções nesse tipo de clima não devem ter uma inércia muito grande, para que o calor se dissipe mais facilmente, dando espaço a um leve resfriamento a noite.Deve-se evitar elemento que formem barreiras para os ventos. No proximo post. irei falar mais sobre adequações ao clima quente e úmido.</div>
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<br />Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com2tag:blogger.com,1999:blog-6933670631845939061.post-86690817502054027252012-02-22T12:18:00.000-02:002012-02-22T12:18:34.093-02:00Noções sobre Fatores Climaticos<div style="background-color: #fff2cc; color: orange; text-align: justify;">
Para os arquitetos não basta apenas ter noçõe ssobre os tipos de climas, mas tambem dos FATORES CLIMÁTICOS que variam de local para local na superfície terrestre. Esse fatores são, entre outros, circulação atmosférica, distribuição de terras e mares, topografia, revestimento do solo, latitude, longitude e radiação solar.</div>
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<b>Circulação atmosférica -</b> E o movimento em grande escala da atmosfera, juntamente com as corrente oceanicas responsáveis por distribuir o calor na superfície terrestre, sem tal circulação <strong style="font-weight: normal;">a temperatura das regiões tropicais aumentariam exageradamente
enquanto que a temperatura das regiões polares cairiam cada vez mais.</strong></div>
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<strong style="font-weight: normal;"><b>Topografia -</b> Diferenças no relevo do solo implicam no recebimento diferente da radiação solar, um solo muito acidentado " pode se constituir em barreira aos ventos,modificando, muitas vezes, as condições de umidade e de temperatura do ar em relação a escala regional". </strong></div>
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<b>Terras e Mares </b>- As brisas, conhencidas como terra-mar, ocorrem da seguinte forma: a agua demora mais parar reter energia (calor, frio, etc) do que o solo; portanto durante o dia o solo se esquenta mais facilmente e o ar se ascender da região mais fria (mar) para a mais quente ( terra) gerando a brisa mar-terra. A noite o movimento é inverso ja que a agua tambem demora mais para se resfriar, ocorre a brissa terra-mar.</div>
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<b>Revestimento do solo- </b> Intefere nas condições climáticas locais " pois quanto maior for a umidade do solo, maior será a condutibilidae térmica." Tal afirmação pode ser fortemente sentida a nivel urbano, pois os revestimentos usados pelas construções e pavimentações das ruas alteram a drenagem do solo, sua umidade e porosidade, acarretando mudanças na umidade e consequentemente no clima local.</div>
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<b>Longitude -</b> E a distancia de qualquer ponto da terra em relação ao meridiano de Greenwich. "Esse meridiano é, por definição, o semicírculo que passa pelos pólos e pelo observatório de Greenwich, situado na Inglaterra". Pode medir de 0º a 180º a leste ou oeste do Meridiano. A longitude associada com a latitude pode ser usada para descobrir a posição precisa de um local a terra. </div>
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<b>Latitude -</b> A latitude é a distancia de qualquer ponto da Terra ( paralelamente) em relação a Linha do Equador, Pode ser medida de 0º a 90º ao norte ou ao sul do Equador. A latitude no Equador é igual a 0º.Pode-se então afirmar que quanto maior for a latitude de um local, menor será a quantidade de radiação solar recebida e, portanto, as temperaturas do ar tenderão a ser menos elevadas.</div>
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<b>Radiação Solar -</b> A radiação solar varia em função da época do ano e da latitude devido ao movimente a Terra faz em torno do seu próprio eixo e ao redor do sol, que faz com que essa radiação não seja igual o tempo inteiro.A radiação solar é uma energia eletromagnética, de onda curta, que atinge a Terra após ser parcialmente absorvida pela atmosfera.</div>
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<span style="background-color: #fff2cc; color: orange;">Tais noções tiveram como referência o capítulo 3 do livro Manual do conforto técnico.</span>Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com0tag:blogger.com,1999:blog-6933670631845939061.post-30183428989855268192012-02-21T12:55:00.001-02:002012-02-21T22:17:51.410-02:00Climas<div style="background-color: #fff2cc; color: orange; text-align: justify;">
Nesse terceiro semestre, estou estudando uma materia muito interessante denominada Bioclimatologia e Sustentabilidade que me renderá posts muito legais! Para que se possa entender melhor sobre Bioclimatologia, achei necessário conhecer primeiramente os climas existentes, para depois aprofundarmos melhor os assuntos.</div>
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Os Climas no mundo são variados, pois para classifica-lo deve-se considerar a temperatura, a umidade, as massas de
ar, a pressão atmosférica, correntes marítimas e ventos, entre outras
características. No mundo se classificam pelo menos 10 climas:</div>
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Equatorial, Tropical, Subtropical, Ocêanico, Continental, Mediterrâneo, desertico, Continental, Semiárido, Frio(Subpolar), Frio de Montanha e Polar.</div>
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<b><span style="font-size: large;">Climas do Brasil</span></b></div>
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O Brasil possue uma grande variedade de climas, devido a sua grande extensão territorial e sua localização. Seus principais climas são:</div>
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<b>Equatorial:</b> esse é o clima predominante na região Amazônica, que abrange a Região Norte e porções dos estados de Mato Grosso e Maranhão.</div>
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<b>Tropical:</b> abrange estados das Regiões Centro-Oeste, Nordeste, Norte e Sudeste. Apresenta duas estações bem definidas: inverno (seco) e verão (chuvoso)</div>
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<b>Semiárido:</b> esse
clima do Brasil predomina no interior nordestino. A temperatura é
elevada, com média de 27 °C, e as chuvas são escassas e irregulares.O que dificulta o desenvolvimento de atividades agrícolas.</div>
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<b>Tropical de altitude:</b> típico das áreas mais elevadas dos estados do Sudeste (Espírito Santo, Minas Gerais, Rio de Janeiro e São Paulo). Uma característica desse clima são as geadas durante o inverno.</div>
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<b>Tropical atlântico:</b>
está presente na zona litorânea que se estende do Rio Grande do Norte,
no Nordeste, ao Paraná, no Sul. A temperatura é elevada, por volta de 25
°C. As chuvas, regulares e bem distribuídas, são mais intensas no Sul e
no Sudeste durante o verão e no Nordeste, durante o inverno.<br />
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<b>Subtropical: </b>clima
predominante nas porções do território brasileiro situadas ao sul do
Trópico de Capricórnio, na Zona Climática Temperada do Sul. Inclui os
estados da Região Sul e parte de São Paulo e Mato Grosso do Sul. As chuvas são regulares e bem distribuídas. O verão é quente e o
inverno é bastante frio, sendo comum a ocorrência de neve ou geada em
determinados lugares.<br />
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" 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" 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<span style="font-size: large;"><b style="font-family: inherit;">Importancia de conhecer o clima, para os Arquitetos.</b></span></div>
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O estudo do clima do local em que se vai iniciar um projeto é de extrema importâcia para que seja garantido o conforto térmico àqueles que irão realizar alguma atividade ali, seja morar, estudar ou trabalhar visando um maior redimeto das mesmas. Tal estudo do clima é importante tambem no contexto atual que vivemos em que se busca cada vez mais a sustentabilidade, pois atraves desses estudos é possivel encontrar soluções arquitetônicas que utilizem mais os recursos naturais, como por exemplo luz solar, e ventos, para que aja a conservação de outros recursos, como a energia eletrica, e que seja dispensavel, ao menos em determinados momentos o uso de aparelhos como o ar- condicionado por exemplo.</div>
<br />Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com0tag:blogger.com,1999:blog-6933670631845939061.post-17208925290882849812011-09-01T22:20:00.000-03:002011-09-01T22:20:59.722-03:00Desenho sombreado!<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg15tJCFi4r8Dj8aUdNZfN6wpgI_C2ZCXPa9uhqE9sSkUmwPxboNies2MPBqYy3eUecuv9n4xv6B5aTtmKWGC-y0MAPJGUycV2GF-H323KZVUtOSBEjZfumn4BIdt0SzsKdXp5unPyBTxq_/s1600/SAM_2187.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="background-color: #f4cccc; color: #e06666;"><img border="0" height="231" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg15tJCFi4r8Dj8aUdNZfN6wpgI_C2ZCXPa9uhqE9sSkUmwPxboNies2MPBqYy3eUecuv9n4xv6B5aTtmKWGC-y0MAPJGUycV2GF-H323KZVUtOSBEjZfumn4BIdt0SzsKdXp5unPyBTxq_/s320/SAM_2187.JPG" width="320" xaa="true" /></span></a></div>
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<span style="background-color: #f4cccc; color: #e06666;"><strong>Eu e meu amor!!</strong></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghj5GotTbLCkPT4gceLgnrSTHedbINbmsY4FNPR0OFuMRfwBuug3LPPsC_WJt0Emc346bOFl_Zvb0Vaq1CRL9Iblp8y7BWdNtXaZKVcjPptTrsvFRwl45aFhajl6wyzUDwJY550HBM84wV/s1600/SAM_2191.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="background-color: #f4cccc; color: #e06666;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghj5GotTbLCkPT4gceLgnrSTHedbINbmsY4FNPR0OFuMRfwBuug3LPPsC_WJt0Emc346bOFl_Zvb0Vaq1CRL9Iblp8y7BWdNtXaZKVcjPptTrsvFRwl45aFhajl6wyzUDwJY550HBM84wV/s320/SAM_2191.JPG" width="320" xaa="true" /></span></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjF0Ud5TDtk8zxTEWgR6f1MizOA8Y8h8pJwN-iz57OpeOlxfor_JA_mIocgrPJPN1RrmhVWQUykCUn5mKLRBlvrePOq7jiSjJle3GimjKCE7HJyUu78hZxnoAcGAkUOvk3fX8INKiJcRLaT/s1600/SAM_1662.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="background-color: #f4cccc; color: #e06666;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjF0Ud5TDtk8zxTEWgR6f1MizOA8Y8h8pJwN-iz57OpeOlxfor_JA_mIocgrPJPN1RrmhVWQUykCUn5mKLRBlvrePOq7jiSjJle3GimjKCE7HJyUu78hZxnoAcGAkUOvk3fX8INKiJcRLaT/s320/SAM_1662.JPG" width="320" xaa="true" /></span></a></div>
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<span style="background-color: #f4cccc; color: #e06666;"><strong>Foto original</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666;">Não ficou tão idêntico, estou sem prática, ando sem tempo para desenhar, porém futuramente vou por mais desenhos realísticos (adoro desenhar pessoas).</span></div>
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<span style="background-color: #f4cccc; color: #e06666;">Beijoks!!!Espero que gostem do desenho.</span></div>
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<span style="background-color: #f4cccc; color: #e06666;">Obs: A imagem da câmera não está muito boa...rsrs!!</span></div>
Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com0tag:blogger.com,1999:blog-6933670631845939061.post-37161233785041711772011-06-02T15:59:00.000-03:002011-06-02T15:59:58.463-03:00Museu de São Paulo- Masp<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3q1D1M2Lb59NFId3tTZHZ1K44Q9yefvEJDh29vYXchLpvzN3VqprfxIUE6orX3KyEeWEMMmPHG5WtruSpR0K7B5HaRVrvDdpHFgdLgi7KMWcjtVBrcV765vd-ujUaRVd-cWeGVxyU9gK9/s1600/masp-perto.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3q1D1M2Lb59NFId3tTZHZ1K44Q9yefvEJDh29vYXchLpvzN3VqprfxIUE6orX3KyEeWEMMmPHG5WtruSpR0K7B5HaRVrvDdpHFgdLgi7KMWcjtVBrcV765vd-ujUaRVd-cWeGVxyU9gK9/s320/masp-perto.jpg" t8="true" width="320" /></a> <stroke joinstyle="miter"></stroke><formulas><f eqn="if lineDrawn pixelLineWidth 0"></f><f eqn="sum @0 1 0"></f><f eqn="sum 0 0 @1"></f><f eqn="prod @2 1 2"></f><f eqn="prod @3 21600 pixelWidth"></f><f eqn="prod @3 21600 pixelHeight"></f><f eqn="sum @0 0 1"></f><f eqn="prod @6 1 2"></f><f eqn="prod @7 21600 pixelWidth"></f><f eqn="sum @8 21600 0"></f><f eqn="prod @7 21600 pixelHeight"></f><f eqn="sum @10 21600 0"></f></formulas><path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"></path><lock aspectratio="t" v:ext="edit"></lock><shape id="_x0000_s1026" style="height: 162.75pt; margin-left: 331.05pt; margin-top: 125.95pt; position: absolute; width: 3in; z-index: -251658240;" type="#_x0000_t75" wrapcoords="-75 0 -75 21500 21600 21500 21600 0 -75 0"><imagedata o:title="" src="file:///C:\Users\Lory\AppData\Local\Temp\msohtmlclip1\01\clip_image001.png"></imagedata><wrap type="tight"></wrap></shape> <stroke joinstyle="miter"></stroke><formulas><f eqn="if lineDrawn pixelLineWidth 0"></f><f eqn="sum @0 1 0"></f><f eqn="sum 0 0 @1"></f><f eqn="prod @2 1 2"></f><f eqn="prod @3 21600 pixelWidth"></f><f eqn="prod @3 21600 pixelHeight"></f><f eqn="sum @0 0 1"></f><f eqn="prod @6 1 2"></f><f eqn="prod @7 21600 pixelWidth"></f><f eqn="sum @8 21600 0"></f><f eqn="prod @7 21600 pixelHeight"></f><f eqn="sum @10 21600 0"></f></formulas><path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"></path><lock aspectratio="t" v:ext="edit"></lock><shape id="_x0000_s1026" style="height: 162.75pt; margin-left: 331.05pt; margin-top: 125.95pt; position: absolute; width: 3in; z-index: -251658240;" type="#_x0000_t75" wrapcoords="-75 0 -75 21500 21600 21500 21600 0 -75 0"><imagedata o:title="" src="file:///C:\Users\Lory\AppData\Local\Temp\msohtmlclip1\01\clip_image001.png"></imagedata><wrap type="tight"></wrap></shape></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: Georgia, "Times New Roman", serif; font-size: large;"><strong>O museu de São Paulo, é uma obra arquitetônica projetada por Achillina Bo, conhecida como Lina Bo bardi, uma arquiteta modernista italo-brasileira, nascida em 5 de dezembro de 1914, em Roma.</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: Georgia, "Times New Roman", serif; font-size: large;"><strong>Lina seguiu a tendência arquitetônica surgida após a Primeira Guerra Mundial, o Modernismo, ao analisarmos características como os materiais utilizados por ela, principalmente o betão armado e o vidro. “Estes materiais, que inicialmente só eram aplicados nos edifícios industriais e nas construções funcionais, foram conquistando, aos poucos, os projetos arquitetônicos tradicionais. Foram sobretudo as possibilidades arquitetônicas nuca imaginadas do *betão que revolucionaram a arquitetura,” prova desta afirmação é o fato de que o betão armado foi o responsável por permitir a criação do vão de mais de 70 metros apoiados em quatro enormes pilares, sendo esta a principal característica desta obra de Lina, e o que mais chama atenção na mesma.</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: Georgia, "Times New Roman", serif; font-size: large;"><strong>Outras características a serem entendidas como modernista, são a utilização de uma estrutura funcional, ou seja, a disposição do espaço interior para ser utilizado de acordo com necessidades funcionais e o acabamento simples com concreto a vista, caiação e vidros temperados renunciando as decorações ornamentais supérfluas muita utilizado no período arquitetônico anterior.</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: Georgia, "Times New Roman", serif; font-size: large;"><strong>* Concreto</strong></span></div>Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com0tag:blogger.com,1999:blog-6933670631845939061.post-68113852641733140722011-06-02T15:45:00.000-03:002011-06-02T15:46:15.599-03:00Arquitetura Barroca<div style="text-align: justify;">
<span style="background-color: #f4cccc; color: #e06666; font-family: "Trebuchet MS", sans-serif; font-size: large;"><strong>O barroco é o nome dado ao estilo existente entre o seculo XVII e meados do século XVIII, nascido em Roma na Itália.A sociedade barroca vivia uma tênue bipolaridade entre o teocentrismo e o antropocentrismo, dando origem a um período de antíteses e paradoxos.</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: "Trebuchet MS", sans-serif; font-size: large;"><strong>O barroco entra em decâdencia, quando a burguesia se sente prejudicada com a estética barroca, voltando as formas clássicas.</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: "Trebuchet MS", sans-serif; font-size: large;"><strong>A arquitetura Barroca é caracterizada pela:</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: "Trebuchet MS", sans-serif; font-size: large;"><strong>*Complexidade na construção</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: "Trebuchet MS", sans-serif; font-size: large;"><strong>*Plantas axias ou centralizadas</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: "Trebuchet MS", sans-serif; font-size: large;"><strong>*Formas convexas e concavas</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: "Trebuchet MS", sans-serif; font-size: large;"><strong>*Pela integração entre arquitetura, pintura e escultura.</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: "Trebuchet MS", sans-serif; font-size: large;"><strong>O exemplo tido como precursor da arquitetura barroca é a Igreja de Jesus em Roma, cujo projeto foi de Giacomo de Vignola e a fachada de Giacomo Della Porta.</strong></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwF4AsOM-Yy8dooLsHlcHDrv2hZUcy17AZufvw3YEwVx_K8NgG56Jgqf1tFMD-nRi8EdFAK3WC1OuOb19ssi5GohzcIG0ZiLXrAQqs3iYW7uuZnNgbYCFWT4HzkUw9EL2f7lg9ioTnEVY-/s1600/2Igreja+de+Jesus%252C+Roma..jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-size: large;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwF4AsOM-Yy8dooLsHlcHDrv2hZUcy17AZufvw3YEwVx_K8NgG56Jgqf1tFMD-nRi8EdFAK3WC1OuOb19ssi5GohzcIG0ZiLXrAQqs3iYW7uuZnNgbYCFWT4HzkUw9EL2f7lg9ioTnEVY-/s320/2Igreja+de+Jesus%252C+Roma..jpg" t8="true" width="253" /></span></a></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: "Trebuchet MS", sans-serif; font-size: large;"><strong>Durante a arquitetura Barroca as construções passam a ser mais rebuscadas para chamar a atenção das pessoas, com fachadas monumentais, trabalhadas em gesso e marmore.</strong></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2bMwLxOOxJjwBIlfz7wPD_rIEMDUu1hpCsxHHMUwC-bbT2fa26A7ETPohXol9cSPcsXnVQT-HNVX0Fod3YRSgFA5_DhFS2Xsn-86w-7g4T2eT2iNwSBYGt53TM8mSlL3CiPGXEEBlyTpH/s1600/3Fachada+do+pal%25C3%25A1cio+de+Dos+%25C3%2581guas%252C+Valencia..jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-size: large;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2bMwLxOOxJjwBIlfz7wPD_rIEMDUu1hpCsxHHMUwC-bbT2fa26A7ETPohXol9cSPcsXnVQT-HNVX0Fod3YRSgFA5_DhFS2Xsn-86w-7g4T2eT2iNwSBYGt53TM8mSlL3CiPGXEEBlyTpH/s1600/3Fachada+do+pal%25C3%25A1cio+de+Dos+%25C3%2581guas%252C+Valencia..jpg" t8="true" /></span></a></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: "Trebuchet MS", sans-serif; font-size: large;"><strong>A arquitetura barroca pode ser entendida de três maneiras diferentes:</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: "Trebuchet MS", sans-serif; font-size: large;"><strong>A Arquitetura Sacra - Consistia nas proporções semelhantes a dos homens, com plantas ovaladas e elípticas.</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: "Trebuchet MS", sans-serif; font-size: large;"><strong>Ex: Modelo de Gesú em Roma</strong></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtznrI0IbtlrZJ0Ykmni0UBsOTYydd7JnuL0jQvjY6x9XhMdwM7vnnuYWfLGE1BPzk9lN5mRYWcDHkdtPFnnTJlD8HHwaFE6EFmJqsxss9Co7DTNv-wbQO9T0jF18LFwmV2j839XnI8js3/s1600/4igreja+de+II+Ges%25C3%25BA%252C+Roma%2528+imagem+interna%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-size: large;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtznrI0IbtlrZJ0Ykmni0UBsOTYydd7JnuL0jQvjY6x9XhMdwM7vnnuYWfLGE1BPzk9lN5mRYWcDHkdtPFnnTJlD8HHwaFE6EFmJqsxss9Co7DTNv-wbQO9T0jF18LFwmV2j839XnI8js3/s1600/4igreja+de+II+Ges%25C3%25BA%252C+Roma%2528+imagem+interna%2529.jpg" t8="true" /></span></a></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: "Trebuchet MS", sans-serif; font-size: large;"><strong>Arquitetura Palaciana - O palácio barroco era construido em três pavimentos em, vez de se concentrarem em apenas um bloco cúbico como os modelos clássicos.</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: "Trebuchet MS", sans-serif; font-size: large;"><strong>Ex: Palácio de Versalhes</strong></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipJQ3EW6skGSkvOW75xIfFfmXEM_4ruuXfrP7P9Nqr0xJNeAlmM4h5F5zWDi0Owlx3EZTImQBIFWze1wkMaJivIbS0pMIin1MMXOiw5R1e3iUpv1veRzo1qPTtXIeiwpNGBXBmw3vQNRYb/s1600/5Pal%25C3%25A1cio+de+Versalhes.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-size: large;"><img border="0" height="201" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipJQ3EW6skGSkvOW75xIfFfmXEM_4ruuXfrP7P9Nqr0xJNeAlmM4h5F5zWDi0Owlx3EZTImQBIFWze1wkMaJivIbS0pMIin1MMXOiw5R1e3iUpv1veRzo1qPTtXIeiwpNGBXBmw3vQNRYb/s320/5Pal%25C3%25A1cio+de+Versalhes.jpg" t8="true" width="320" /></span></a></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: "Trebuchet MS", sans-serif; font-size: large;"><strong>O Escorial - Fusão de estilos e arquitetos, caracterizado por uma monumetalidade até então sem precedentes na Europa.</strong></span></div>
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<span style="font-size: large;"><br /></span></div>Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com0tag:blogger.com,1999:blog-6933670631845939061.post-17630305519158403562011-06-02T15:03:00.000-03:002011-06-02T15:04:33.445-03:00Arquitetura Maneirista<div style="text-align: justify;">
<span style="background-color: #f4cccc; color: #e06666; font-family: Verdana, sans-serif;"><strong>O maneirismo pode ser considerado uma fase de transição entre o Renascimento e o barroco.Caracteriza-se principalmente pelo conflito entre o clássico e o moderno, pois aproxima-se das formas do período clássico, porém começa a desconstruir suas ideias, pregando o uso da liberdade e complexidade das formas.Aconteceu num período de mudanças na economia, política, cultura e religião.</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: Verdana, sans-serif;"><strong>São características da arquitetura maneirista:</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: Verdana, sans-serif;"><strong>*Mudanças na decoração e iluminação dos ambientes</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: Verdana, sans-serif;"><strong>*Igrejas em planos longitudinais</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: Verdana, sans-serif;"><strong>*Formas côncavas e convexas</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: Verdana, sans-serif;"><strong>Alguns arquitetos maneiristas:</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: Verdana, sans-serif;"><strong>Juan de Ávala - Igreja Juan de Santo Estevão(Salamanca)</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: Verdana, sans-serif;"><strong>Giovanni Battista di Quadro - Poznan</strong></span></div>
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<span style="background-color: #f4cccc; color: #e06666; font-family: Verdana, sans-serif;"><strong>Robert Smythson - Hardwick Hall</strong></span></div>
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<br /></div>Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com0tag:blogger.com,1999:blog-6933670631845939061.post-71611107171319211932011-03-17T16:48:00.000-03:002011-03-17T16:48:21.403-03:00Livro: Saber ver arquitetura<div class="separator" style="clear: both; text-align: center;">
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<span style="font-size: small;"><b>"Saber ver arquitetura"</b>, é uma boa indicação de livro para quem esta iniciando os estudos em Arquitetura, Bruno Zevi apresenta a arquitetura em seu livro atraves de diversos ângulos diferentes, ajudando-nos a entender a historia da mesma, como ela tomou forma, e como ela é vista geralmente pelas pessoas que não possuem contato direto com ela.</span></div>
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<span style="font-size: small;"> Bruno Zevi tambem faz uma critica a maneira como muitas pessoas encaram a arquitetura, ao fato de a enxergarem como algo dispensavel, não entenderem sua importancia e nem a reconhecerem como arte, o que ele chama de " ignorância da arquitetura".</span></div>
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<span style="font-size: small;">No livro é abordado temas recorrentes as arquiteturas gregas, romanas, cristãs, barroca e o espaço urbanístico no século XVI., assim como as diversas maneiras de interpretação da arquitetura: política, filosofico-religiosa, cientifica, economico-social, materialista, tecnica, fisiopsicologicas, formalista e espacial!</span></div>
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<span style="font-size: small;"><b> Sobre o autor:</b></span></div>
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<span style="font-size: small;"><b>Bruno Zevi</b>, arquiteto, critico e historiador, nasceu em Roma em 22 de janeiro de 1918, foi bastante importante no contexto da teorização e introdução da historiografia da Arquitetura moderna. Durante o período fascista, Zevi exilou-se nos Estados Unidos da américa<a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Estados_Unidos_da_Am%C3%A9rica" title="Estados Unidos da América"></a> e lá recebeu fortes influências da arquitetura orgânica e principalmente de Frank Lloyd Wrigth. Zevi, que era um personagem muito popular na Itália e um dos grandes
nomes da arquitetura, manteve uma coluna no semanário “L’ Espresso”,
desde o ano de 1955. Foi também diretor do “Arquitetura, crônicas e
historiar".Formado sob o regime de Benito Mussolini, Zevi sempre susteve
sua oposição à arquitetura fascista, que pretendia imitar as formas do
império romano. Escreveu, alem do livro <b>"Saber ver arquitetura"</b>, outros livros famosos, como por exemplo: <b>"A linguagem moderna da arquitetura”</b> e <b>“História da arquitetura moderna”</b></span></div>
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<br />Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com1tag:blogger.com,1999:blog-6933670631845939061.post-57478537337632145772011-03-15T19:00:00.000-03:002011-03-15T19:02:25.176-03:00Arte bem vivida !<div style="background-color: #f4cccc; color: #cc0000; font-family: Georgia,"Times New Roman",serif; text-align: justify;">
<span style="font-size: small;">"Ver, ler, ser, usar cores, desenhar, pintar, esculpir, recitar, mover o corpo, viver outras vidas, expressar-se para o mundo, aprofundar -se em sua alma e retirar o que há de especial nela...pensar sobre o que se ver, o que se ouve, o que se sente ou simplesmente fazer exisitir o que imagina-se, da menira que for possivel .Usar cores, amores, voz, corpo, mente alma...Isso é arte, arte nada mais é q simplesmente vida...a vida vista sob os olhos de determinada pessoa...é expressar-se de maneira diferente, por pra fora o que sente-se, refletir os sentimentos, e transmiti-los da maneira mais inusitada ! " </span></div>
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<span style="background-color: #ea9999; color: #cc0000;"><span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">Só tentando filosofar um poucuinho sobre como me sinto quando estou desenhando...kkkkk!!! :</span><span style="font-family: Georgia,"Times New Roman",serif;">D</span></span></div>Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com0tag:blogger.com,1999:blog-6933670631845939061.post-51204213422183713582011-03-11T17:44:00.000-03:002011-03-11T17:55:58.340-03:00O que é Arquitetura?<div style="background-color: white; color: #e06666; font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span style="background-color: #666666;"><span style="background-color: #f4cccc;"><span style="background-color: #ea9999;"></span></span></span><span style="background-color: #f4cccc; color: black;">De</span></span><span style="background-color: #f4cccc; color: black; font-size: small;">finir Arquitetura é algo muito mais complexo do que muitos pensam, e reconhecer sua importancia é algo inevitavel. A Arquitetura pode ser vista por diversos ângulos diferentes, mas hoje irei abordar apenas três:</span><span style="background-color: #f4cccc; color: black; font-size: small;"><b> </b></span></div><ul style="background-color: #f4cccc; color: black;"><li><span style="font-size: small;"><b style="font-family: Georgia,"Times New Roman",serif;">A Arquitetura como construção:</b><span style="font-family: Georgia,"Times New Roman",serif;"> Sobre este angulo, a arquitetura é responsavel por organizar ou ate criar um determinado espaço, intervir no meio-ambiente,e atender as necessidades e expectativas de quem o ocupará</span>.</span></li>
</ul><ul style="background-color: #f4cccc; color: black; font-family: Georgia,"Times New Roman",serif; text-align: justify;"><li><span style="font-size: small;"><b>A Arquitetura como arte: </b>Apesar de muitas pessoas ainda ignorarem, a Arquitetura tambem é uma arte, talves um tipo de arte mais importante do que qualquer outra, pois esta vai permanecer por anos, e ninguem poderá fechar os olhos para ela ou fingir que não existe, pois ela estará presente em seu cotidiano.A estetica da arquitetura, é o que a diferencia da simples construção. Uma obra arquitetônica exige o mesmo grau de criatividade e genialismo, que exige a literatura para um escritor, ou uma esculura ou pintura ao seu criador... </span></li>
</ul><ul style="background-color: #f4cccc; color: black; font-family: Georgia,"Times New Roman",serif; text-align: justify;"><li><span style="font-size: small;"><b>Arquitetura na história:</b> Arqiutetura tambem tem sua importancia historica, ela demonstra os traços sociais, culturais e religiosos da época em que foi criada, assim como as tendencias artisticas da epoca.É responsavel por preserva-las para as gerações posteriores.A arquitetura era e de certa forma ainda é usada para demonstrar poder e diferenciar as classes sociais...Ao contrario do que se pensa, a arquitetura não é algo novo, surgiu nos primordios da humanidade de forma disfarçada, mas somente depois tomou forma e mais destaque.</span></li>
</ul><div class="separator" style="background-color: #f4cccc; clear: both; color: black; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlcAucQ4NO_uXlj8xlU1o_x6y-FOaGhV6jxhzpff8-KKv1pUah8RmBkVg9ICehFRGihSl0UQj6PlgyC1HY698vzlrkfjjsgud7uVsMQ3sVv2Z-nP9Fe7iqRWyB1wng51RYt6EaAmlA4fzN/s1600/arquitetura-antiguidade.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlcAucQ4NO_uXlj8xlU1o_x6y-FOaGhV6jxhzpff8-KKv1pUah8RmBkVg9ICehFRGihSl0UQj6PlgyC1HY698vzlrkfjjsgud7uVsMQ3sVv2Z-nP9Fe7iqRWyB1wng51RYt6EaAmlA4fzN/s320/arquitetura-antiguidade.jpg" width="320" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJNdLdKzI6JFl8VQHM7OuM7HJj2AhcOzSzo1g8RXoVnD6x4ezrkHBwGG2hS9ia5p8NYJgJwhCS8Uttr77q8Jtb2hCgsIpLJd-9aoYjKQd6IzqtfIr5lwcVQGxfrWkJog1GBeXSS7Z3mUbC/s1600/Egypt.Giza.Sphinx.01%255B1%255D.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJNdLdKzI6JFl8VQHM7OuM7HJj2AhcOzSzo1g8RXoVnD6x4ezrkHBwGG2hS9ia5p8NYJgJwhCS8Uttr77q8Jtb2hCgsIpLJd-9aoYjKQd6IzqtfIr5lwcVQGxfrWkJog1GBeXSS7Z3mUbC/s320/Egypt.Giza.Sphinx.01%255B1%255D.jpg" width="320" /></a></div><div style="background-color: #f4cccc; color: black; font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div style="background-color: #f4cccc; color: black; font-family: Georgia,"Times New Roman",serif; text-align: justify;"><b><span style="font-size: small;">É indispensavel ao Arquiteto conhecer o minimo da historia da humanidade e da arte.</span></b></div><div style="background-color: #f4cccc; color: black; font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div style="background-color: #f4cccc;"><span style="background-color: white; color: black; font-family: Georgia,"Times New Roman",serif; font-size: small;">Atualmente</span><span style="background-color: white; color: black; font-family: Georgia,"Times New Roman",serif; font-size: small;">, um arquiteto é indispensavel, por conhecer os materiais certos, a divisão e transformação do espaço, para trazer conforto, e é claro, prazer ao nossos olhos, pois a arquetura tem esse poder, o poder de despertar os mais distintos sentimentos, desde a tranquilidade ate a agônia, cabe ao cliente e ao arquiteto analisar qual emoção deseja despertar.</span></div>Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com1tag:blogger.com,1999:blog-6933670631845939061.post-64488097600048513412011-02-26T20:33:00.000-03:002011-02-26T20:33:45.040-03:00Aquitetura e Urbanismo<span><span style="background-color: #ea9999;"></span></span>Pessoal, toh cursando Arquitetura e Urbanismo...toh facinada com toda a elegancia, criatividade que rodam esse mundo...estou adorando!!! Apartir de agora vocês verão vários posts meus sobre o assunto...aguardem, é muito interessante!!<br />
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Beijoks!<span style="background-color: #ea9999;"></span>Lory Quintohttp://www.blogger.com/profile/14125362996492220253noreply@blogger.com0tag:blogger.com,1999:blog-6933670631845939061.post-83298650709961783532010-09-28T12:10:00.000-03:002010-09-28T12:10:14.462-03:00Decoração de Moranguinho!!!!<div class="separator" style="clear: both; text-align: center;"></div><div style="text-align: center;"> Moranguinho Bailarina</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl4qbtP-7UzEAqa_UjXpNtyi-wzVWMBFwta1kPbbEFyyITU1YyTTR1ouEOGMKptMgz6nT7096rjq-aVaZsCzkMNuj6x3hkh9z_iYQB7fx7Ei3D3JjNMilvinRZRQ-8kwfwvEROXZ6XVhcL/s1600/SAM_0827.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl4qbtP-7UzEAqa_UjXpNtyi-wzVWMBFwta1kPbbEFyyITU1YyTTR1ouEOGMKptMgz6nT7096rjq-aVaZsCzkMNuj6x3hkh9z_iYQB7fx7Ei3D3JjNMilvinRZRQ-8kwfwvEROXZ6XVhcL/s400/SAM_0827.JPG" width="331" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSTt86Urwr5MaCcbejcqPHUJa7qQAcKGy6WqEs9i_K75Nw3lIOaIjjt_ZUspYhNlqa7NQCO_vfE0lIrSdS36KmpHLUDr6_V16Hs6Xet-zW_olStriqvte_oGlG8LmCbUHTYsvOl68RDoTn/s1600/SAM_0829.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="367" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSTt86Urwr5MaCcbejcqPHUJa7qQAcKGy6WqEs9i_K75Nw3lIOaIjjt_ZUspYhNlqa7NQCO_vfE0lIrSdS36KmpHLUDr6_V16Hs6Xet-zW_olStriqvte_oGlG8LmCbUHTYsvOl68RDoTn/s400/SAM_0829.JPG" width="400" /></a></div><div style="text-align: center;"> Moranguinho Tradicional</div><div style="text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQBUuS-mMIFb6Z-wRFJOMQtJxQjUlf0mqEbAWUvwxl3Md3czpBH8tYnJpkR_uOZbjMCAjqLIAVHL16Ml11C-WafY9_mxeoCp_DmPdXxWnPJfAkOBtbJTGH9Utrg6dybyeQ3bwIU0YlRen/s1600/SAM_0830.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQBUuS-mMIFb6Z-wRFJOMQtJxQjUlf0mqEbAWUvwxl3Md3czpBH8tYnJpkR_uOZbjMCAjqLIAVHL16Ml11C-WafY9_mxeoCp_DmPdXxWnPJfAkOBtbJTGH9Utrg6dybyeQ3bwIU0YlRen/s640/SAM_0830.JPG" width="442" /></a></div><div style="text-align: center;"> Moraguinho adolescentes</div><div style="text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVUiE1de3qe8a8yn5J5M-79FsvzQ43e3Vdz_ZgQJMulBDEQwmIvHkmk3idpGDyLu7U_tEEuIHI_RDPvzeFnnni2Ouc7eVKeT3Q-8L36dbbgXBDNmXirgWYoylitVecvoh1vl-uds7VgalU/s1600/SAM_0831.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVUiE1de3qe8a8yn5J5M-79FsvzQ43e3Vdz_ZgQJMulBDEQwmIvHkmk3idpGDyLu7U_tEEuIHI_RDPvzeFnnni2Ouc7eVKeT3Q-8L36dbbgXBDNmXirgWYoylitVecvoh1vl-uds7VgalU/s640/SAM_0831.JPG" width="464" /></a></div><br />
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