tag:blogger.com,1999:blog-9693780792789956602024-03-14T04:58:21.899-07:00PROTEÍNA A Super MoleculaPROTEINAhttp://www.blogger.com/profile/11732285026739964106noreply@blogger.comBlogger41125tag:blogger.com,1999:blog-969378079278995660.post-30736221794773205222013-06-01T17:54:00.000-07:002013-06-01T17:54:35.840-07:00BIOSSÍNTESE PROTEICA<div class="separator" style="clear: both; text-align: center;">
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Olá pessoal!!!!<br />
Hoje terminaremos as nossas exposições sobre síntese de proteínas....<br />
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<img src="http://animespirit.com.br/uploads/fanfics/historias/fanfiction-originais-historias-originais-curiosidades-765546,020520131436.jpg" /><br />
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<span style="color: red;"><i>Os anticorpos são incrivelmente diversificados e específicos na sua capacidade de reconhecer formas estranhas, e constituem os principais mediadores da imunidade humoral contra as classes de micróbios. E o que são anticorpos???</i></span></div>
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Anticorpos são proteínas circulantes produzidas nos vertebrados em resposta à exposição a estruturas estranhas conhecidas como antígenos.</div>
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<b><span style="color: lime;">MECANISMO DE AÇÃO DOS ANTICORPOS:</span></b> Confiram neste vídeo como os anticorpos são sintetizados e agem contra os antígenos para combater as infecções.<br />
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<br /><br /><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/Y4MfAV-CE8s?feature=player_embedded' frameborder='0'></iframe></div>
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<span style="color: magenta;">Incrível este meio de defesa do nosso organismo não é mesmo?????</span><br />
<span style="color: magenta;">Espero que tenham gostado, e que todas as informações expostas neste blog possam ter contribuído para o seu aprendizado!!!!!</span><br />
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FONTE:<br />
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Google imagens<br />
YouTube vídeo<br />
Imunologia Celular e Molecular/ Abul K. Abbas, Andrew H. Lichtman, Shiv Pillai- Rio de Janeiro: Elsevier, 2006.Anonymoushttp://www.blogger.com/profile/05514520664412028274noreply@blogger.com0tag:blogger.com,1999:blog-969378079278995660.post-83576843321756906642013-05-30T15:53:00.000-07:002013-05-30T15:53:01.029-07:00Proteínas Globulares<div class="rvps3" style="background: #EBEBEB; line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-size: 9pt; line-height: 150%;"><span style="font-family: inherit;">As proteínas globulares
são formadas por cadeias polipeptídicas que se dobram adquirindo a forma
esférica ou globular. Tais proteínas, em sua maioria, são solúveis em água. As
proteínas globulares tem uma função dinâmica e incluem a maioria das enzimas, os
anticorpos, muitos hormônios e proteínas transportadoras, como a albumina
sérica e hemoglobina.<o:p></o:p></span></span></div>
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<span style="font-size: 9pt; line-height: 150%;"><span style="font-family: inherit;"> <o:p></o:p></span></span><img src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcR5TkG9_qa0yz3PzlrAKNQ4qWdBY93qF7H0lyerJYw1VA7wwV0FWw" style="background-color: transparent;" /></div>
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<span style="font-size: 9.0pt; line-height: 150%;"><span style="font-family: inherit;"><i> hemoglobina</i></span></span></div>
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<span style="background-color: #ebebeb; font-size: 9pt; line-height: 150%;"><span style="font-family: inherit;">Proteínas como a miosina e o fibrinogênio
apresentam tanto características de proteínas fibrosas, pois são formadas por
cadeias paralelas; como de proteínas globulares, pois são solúveis em água.<o:p></o:p></span></span></div>
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<span style="background-color: #ebebeb; font-size: 9pt; line-height: 150%;"><span style="font-family: inherit;">Proteínas Globulares<o:p></o:p></span></span></div>
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<span style="background-color: #ebebeb; font-size: 9pt; line-height: 150%;"><span style="font-family: inherit;">• Apesar de proteínas fibrosas terem só um tipo
de estrutura secundária, as proteínas lobulares podem ter diversos tipos de
estrutura secundária em uma mesma molécula.<o:p></o:p></span></span></div>
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<span style="background-color: #ebebeb; font-size: 9pt; line-height: 150%;"><span style="font-family: inherit;">• As proteínas globulares incluem: enzimas,
proteínas de transporte, alguns hormônios peptídicos e imunoglobulinas. <o:p></o:p></span></span></div>
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<span style="background-color: #ebebeb; font-size: 9pt; line-height: 150%;"><span style="font-family: inherit;">• São estruturas muito mais compactas que as
conformações alfa e beta.<o:p></o:p></span></span></div>
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<span style="background-color: #ebebeb; font-size: 9pt; line-height: 150%;"><span style="font-family: inherit;">Fonte:<o:p></o:p></span></span></div>
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<span style="font-family: inherit;"><a href="http://www.professoraangela.net/documents/proteinas.html"><span style="font-size: 9.0pt; line-height: 150%;">http://www.professoraangela.net/documents/proteinas.html</span></a><span style="font-size: 9.0pt; line-height: 150%;"><o:p></o:p></span></span></div>
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<a href="http://gostamosdebioquimica.files.wordpress.com/2011/05/proteinas_globulares_resumida.pdf"><span style="font-size: 9.0pt; line-height: 150%;"><span style="font-family: inherit;">http://gostamosdebioquimica.files.wordpress.com/2011/05/proteinas_globulares_resumida.pdf</span></span></a><span style="font-size: 9.0pt; line-height: 150%;"><o:p></o:p></span></div>
Anonymoushttp://www.blogger.com/profile/02510853380520683469noreply@blogger.com4tag:blogger.com,1999:blog-969378079278995660.post-35924712173047766042013-05-28T09:00:00.000-07:002013-06-01T12:44:11.214-07:00FONTES DE PROTEINAS<!--[if gte mso 9]><xml>
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<br />
<h1>
<span style="color: #3d85c6;">Melhores fontes de proteína para vegetarianos</span></h1>
<h1>
<span style="color: #3d85c6;"> </span></h1>
<h1>
<span style="color: #3d85c6;"><img alt="" height="320" 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" width="400" /> </span></h1>
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<div class="Textbody">
<span style="font-size: large;">Um dos mitos mais comuns sobre a <span class="StrongEmphasis">dieta
vegetariana</span> é que, após interromper completamente o consumo de carne,
torna-se quase impossível atender as orientações sugeridas para a ingestão de
proteínas. Se você pensa dessa forma, saiba que existem certos <span class="StrongEmphasis">alimentos ricos em proteínas </span>que passam longe da
carne.</span></div>
<div class="Textbody">
<span style="font-size: large;">A proteína é um nutriente que desempenha um papel fundamental
na forma como os nossos corpos funcionam. Ela está relacionada com a formação
dos tecidos e músculos do corpo, bem como, trabalha para o fortalecimento do
sistema imunológico, do coração e das funções respiratórias.</span></div>
<div class="Textbody">
<span style="font-size: large;">Se você é <span class="StrongEmphasis">vegetariano</span> ou
não, há muitos alimentos que são fontes de proteínas e embalam benefícios
adicionais a sua saúde. <span class="StrongEmphasis">Veja as opções abaixo.</span></span></div>
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<div class="Textbody">
<span style="font-size: large;"><span class="StrongEmphasis">Tofu</span> – 22 gramas de
proteína (uma xícara).</span></div>
<div class="Textbody">
<span style="font-size: large;"><span class="StrongEmphasis">Lentilhas</span> – 18 gramas (uma
xícara).</span></div>
<div class="Textbody">
<span style="font-size: large;"><span class="StrongEmphasis">Feijão</span> – 15 gramas (uma
xícara).</span></div>
<div class="Textbody">
<span style="font-size: large;"><span class="StrongEmphasis">Abacate</span> – 10 gramas (uma
unidade).</span></div>
<div class="Textbody">
<span style="font-size: large;"><span class="StrongEmphasis">Quinoa</span> – 9 gramas (uma
xícara).</span></div>
<div class="Textbody">
<span style="font-size: large;"><span class="StrongEmphasis">Amendoim</span> – 7 gramas (30
gramas), amêndoas, nozes, pistache também estão nessa relação.</span></div>
<div class="Textbody">
<span style="font-size: large;"><span class="StrongEmphasis">Aveia</span> – 6 gramas (uma
xícara).</span></div>
<div class="Textbody">
<span style="font-size: large;"><span class="StrongEmphasis">Espinafre</span> e <span class="StrongEmphasis">Brócolis</span> – 5 gramas (uma xícara)</span></div>
<div class="Textbody">
<br /></div>
<div class="Textbody">
<span style="font-size: large;"><span style="color: red;">Lembre-se:</span> os comedores de carne também devem variar suas
fontes de proteína.</span></div>
<div class="Textbody">
<br /></div>
<div class="Textbody">
<span style="font-size: large;"><span style="color: red;"><span class="StrongEmphasis">Observação:</span></span> A quantidade de
proteína recomendada pelo ministério da saúde é de 75 gramas por dia, mas isso
vária de acordo com o tipo físico da pessoa (altura, peso, idade, se pratica
exercício físico, etc). Procure um especialista de sua preferência para
verificar qual a sua necessidade diária de proteína.</span></div>
<div class="Textbody">
<br /></div>
<div class="Textbody">
<span class="StrongEmphasis">Até a próxima!</span></div>
<div class="Textbody">
<br /></div>
<div class="Textbody">
<br /></div>
</span></h1>
<div class="MsoNormal" style="tab-stops: 247.5pt;">
<span style="font-size: large;"><span style="line-height: 115%;">Fonte:</span></span></div>
<div class="MsoNormal" style="tab-stops: 247.5pt;">
<span style="font-size: large;"><span style="line-height: 115%;"> http://www.liberoalimentos.com.br/2012/06/as-melhores-fontes-de-proteina-para-os-vegetarianos.html. </span></span></div>
<div class="MsoNormal" style="tab-stops: 247.5pt;">
<span style="font-size: large;"><span style="line-height: 115%;"><br /></span></span></div>
<div class="MsoNormal">
<span style="font-size: large;"><span style="line-height: 115%;">http://quimica10.com.br/10/wp-content/uploads/2009/01/2-estrutura-das-proteinas.pdf.</span></span></div>
<h1>
<span style="color: #3d85c6;"><div class="Textbody">
<br /></div>
<div class="Textbody">
<br /></div>
<div class="Textbody">
<br /></div>
</span></h1>
<br />
<h1>
<span style="color: #3d85c6;"> </span></h1>
<h1>
<span style="color: #3d85c6;"> </span></h1>
Anonymoushttp://www.blogger.com/profile/11941914003641618769noreply@blogger.com1tag:blogger.com,1999:blog-969378079278995660.post-39973097052084069632013-05-27T13:53:00.000-07:002013-05-27T13:53:07.059-07:00DESNATURAÇÃO DAS PROTEÍNAS <!--[if gte mso 9]><xml>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Quando as
<span style="mso-bidi-font-weight: bold;">proteínas</span> são submetidas à
elevação de temperatura, a variações de pH ou a certos solutos como a ureia,
sofrem alterações na sua configuração espacial, e sua atividade biológica é
perdida. Este processo se chama desnaturação. Ao romper as ligações originais,
a <span style="mso-bidi-font-weight: bold;">proteína</span> sofre novas dobras ao
acaso. Geralmente, as proteínas se tornam insolúveis quando se desnaturam. É o
que ocorre com a albumina da clara do ovo que, ao ser cozida, se torna sólida. </span></div>
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4mcpHLCkuJISSIlidQkUpPNY1NOIiWFlDRRskTJEiVHlOxB1idKFisZU8uYagbJaSSlCZ/WK+lKOSGUfZWlE7YUmsr8x2+/82cBXADMoUOHPR4Px7Ju99PU3Z8c6gwAxzBsq33FMByA1+V2uQ8DsHcfcWX7/wVt9a1fPFVdPSdt9uvVsMlHkRDHYppIOSLlsZSjSp7IOSTl0C3ObUoH1FNYSmE5heUUklsHWEkiOWlKLWE5SeQkkRNETRA1QZQ4UeLNY6zEsBLDShwryf1ckKZK+pZyIYPVbDMLECVH5RxR8qac1/mEUvLza91ICG8udPzb5/7nS5/fXHdnAQ5z3iMMxzAuBribF9UwwLLgdjFehmFY11Nzmc2T5utM85+LBZeL4TjOw7ldnNvDsQ999V5S6a3MP1RcOCNu9miVgFaLGEIMSWkkZpGYaSZmLGWxlMNSDssZLKexnMZyCkmPUrJ5HsvNej6OlTiSEq0f5SSRk1RJUS1J1UTzXqomqJakaoyqMarGqRqnSoIqyX2lqZJpVYu31fw5quaInEdixhCSajUqFoNadcBWei+NH/vsJ9//+l98+d13H2r96ayLYVmG4xiOZVyMy8u6ONbDeTnWxbpYeCp6O09qhOc4zu3xshzHeD0AcJfXdfxLf2UWw5tzJyrLZ6WNHq3iM2ohrRbRahFDiBtC0hCSpphqCkkZJKXRzdl54rHCcgrL6VupkyY/NUnVFFVTVEs1kSM5huRYC7ySpkqKqgmqxqgapWqUqgmqJqiS2gefIeqj1Xw9B40guRwSt3ymFDIkX3GlI9T79//4qf/7N371jc8+7DpI7y7vYc7rdXkY1gUsy7hchwGegtz/JFHnODfHel3cYY+r5QGvfvULB05+jq72CBePq8V+qdivlwaMWtDkw1otrNUiOh8zhMS+kqaYvNWnkRRHcgxJ8f+SesuD1QTVmkrSVlSPYyVOmnc1Q/pt1GOtZ7XApx9bAyIlbcgpXUqqQkLhoxqfU8pDlfUBsdipljvlzR51s39j7ljC98+f//s/ePubfu7uOw4BADDP5rjDHMdwLoZhbrt250mzJymvc5zb5TrEghsAfuEVL/j8Jz+weuGMvNolzh3T1zu0Ur9c7DcrfpMPmXxYr0UMPmYI8QOZYsIUE6jl9AlTiptS1JSjSI42XfZAj6WO5ChRokSNETVKlSjVYpaesvQU1ZJUS1p6cv840TzT0s2Yn6RKij6m8kdqylCTupLSpKTMxyU+LtcySq0gl+PClk/aGuDX+4vzJ2tL36ouPrx+/sTKTLv/zGc++uF3vvB5RwCA5dwsy7EMuLgfrgjfar/tXx/kdnGvvecl9/3DRy6l71cXzvDzx6rzx3G1X9k8pxX7lK1eo+I3akGjFtL5iCHGTCm+33dLICmOpCb7uCnGTClmShFTCn836kksp7CcwHICK3GkxJAcaUmJYiWKlaitJy09eUDd1pOWFrO0mNWKBBmqpvfdPUbVOFESREkiJY6UOFISTZlKwlAShpLU5ZQmpTQpo0oJWQjK1ahaS8iVmFAOCJsBcdFfudy1PnNsbeYb5csPSGsPJvx/87u/80aO4TjO43a72KdicveDoM4wDOtyMS6G4RgXy7AMwz7rrjs+/tH3TaS+Vpk7szlzcuP8yerSGXHtnLrVpxX7WyoN6GWfVgvoQlCXQoYUbVI/kCFHTSViKhEkR7AcoVKENP34McJSBMsRLEewFKZKFIlhUwhhKUKUOJHj+zH8pmwlZitxW41bzQMlvo88hpUokiNIiRAtRrQYURNETRI1RdRUMwYgJanLCU2O60rCEBNKLarUolIlLJbDSjUib/n5jb7KavfmwtmVCycXZ79cWvrqxoX2v/+LD3AsCwDuNrfLxbk4bn/xhnkS9lz/QKgDsC43w3EuljvEMCwL8Hcf+931C51rs9+4PPqF8tKDtdUz8kavstWnl31GxW+UfUbZb1YCZi1o8iFTCptyxJRij6Ju3kKdSBH6XSVHW9o/Y8lRIkWwGKZy1FJiVI49lnrrkUrMVmKOlnC0BNXiN6XGqBajRoIaCaqnqJ6meobqmYPIbygJXUnocsKQkrqY0IS4ysfkakQoh2rFQK3or275Sxv9W6u9W4sDxcs9m/MPVNaPff5z7/cwLIDbc/hOlnW7Wa+Lcz9BCP4L+4FEeJZlgAXWdcjtvRsAfunVL14ZOrY6fnRl8qtb8w9IxdNysVMtDWhln1H1G9WAUfHr1YDBh00+jIQIEiOmFMFSFIu3yZQihhw2pTASw0QMUyFMpcdIjuzr4GSUiBEihakSsZQIlcOWGnmUqBKhcoQqEUuN2mrMVmOO9mhRPU71ONWSVEtRNd2SkiJqCqlJQ00aStKUUqacMuWULiaUWlSsRmrVSK0SqVUj1Uq4XA5UN+OVlUhl7VRx5X691vvAF/7U6wEAl6ftCMd5WdbtelIaOz+ovM64XcB6XewhNwvf+Lc/oav+5ZGHypc7+dUecaNXKfar5QGt4tMqPr3qN2oBnQ/pfMTgI0iIIiGK+SgWIli8TUgKm1IYi2EihKkQpkKYCEEiBG4VFYMH2j8ZJnyICCEqhajsJ2I/lQNUDt6qffZhqoSpHKJyyFYjthpxtOiBLCVmKTFLSVhK0lJSlrLPXktjPY30NNLSRM1gNYOUtCElNSGu8DFZiEt8TKxF+Uq4WgrVSgPVzd7KRqiyFlLKQSJ2PvyNj77o+UcAoM3bxnJuzu15Evo2Tzx1hmFZ1gWcy+29AwA++NtvEuc7yhceXJk5XlzqVctRsxLWyj614lMrPq3qM/kgEkNIjBpSwhTjWIxTIW4JCSpE6T7dprAYRuJt1CkfoLz/dvmaB6TmwzUfrvnMSsishEgtSMUAFfsw302kASL5bpMcJHKQKqGmLCXUYq+EHSXsqGFHjThq3FHjjpp01JSjpm01TdW0pWWoniFGBhkZYmQtI0+1LFLSppwypKQhJZAYM8WYwUe1alguB9RqqLrlL5ei5XJsc723ttVxxUwk+j7/6lc8BwA4j9flOezi3M02/hOC47va46XOMCzDuG4tQFiXm3V5PW2HAOCX7vmp4vRJce5bpdmjylq3Xg6plYhUCqrVAOKDJh/U+aAuhHUxYkgRQ46aUgxLMSLGLDFOxWgreYsRKkQwHyG1EKkFSS1IayHKhygfwrUgrgVxNYirQVoN0mqAVAOk6ic1P6oNmHy/yfeh8gAq+3DFh3kf5n1mrZ8IvVTsI2IfkfqJ1I+lASIHidxCTtWgpQao7KdywJKDthyy5JAtRxw94WhxR0s4WtLRUpaWtrRsU1TPEj1r6TlLz1M1R9QsVjJYyWAlheUEEuOGEDWEqC5E1GpMqaZkPi7yYaEWqpXC/HL3FSO7fP70//iNnwcAF3e4zXsny7Icx7CtT0p64tu2j5s6MCzrbl5nznEMy7Is52FcXgB4y2t/5nz2aKPSvTX+ZW2pmxYDZimolkMyH1drEVwNYj5kCmFDjOli3GhNxqJIjGIxRoW4KYR1MYCkEBHCVIwQIUyrIVoJ0koQVwOo6kdVH6n10VoPqfbQSrdVOmeVuki5i1Q6SbWT1topf5YIZyjfRWpdpNZFhB4i9CK+m9a6aK2b8D1E6MViPxYHkDiAJV9TSOpHUp+j+h014KhBWwnbSthWoq0Er8YdNdH0eEvLPUpUzT9qzeagk9PawiUmdT6h1eJqNS7VYmItqlYTeim8rcdsNfq5T37AxbIc4/G4XF6vx+XiXC6X1/vE77p/AiK8y8WxLMtxrMvFMQzrYj0A8Mtv/LnFybNONVideUhb6DA3faQaNsphvRrWxbjBRzEfQkIYCRFTiN3Sh0k0IzwV4pgPIcGPhQAW/LQ2QKr9uOYntQCu+VC1H1d6cKXbLJ01S6dw+SQunyClh2n5YaP0sFl6mFRO2LVTDf7UtnAaC6d1/qRRO4FrJwl/ElcfJuV2XO7ClS5S7SbVXsL3EbGPSv2WPGDJA5bUT6V+Rws4WtDRQo4acdSIc1Df3UY9c7v2d2ccgFezWM0QLUsOwr6YbLaZNT6h8HGZj4mVhFxLiJV+Q/JdcUYefuDeZ93VBgAM4+Zcd3m9d3Au7gnP9I8/wsPBfqGDFeXfeNsb1i/0yeudlbkHlcvtZCtsVsJmLapVQkYtgoSIKYSxHCFSBAsRJERNPmrycSQkkBDDfJTyYcqHLDFgiX4qDFh8L61243IHKneRcjcpd9LSGVo8SYsn9OJZpdiubZ3WNk9qm8f0zYek1QfF1aPK+kP6xnG0dZKUTpvF4/rWQ2bxGC6fsMonaekE3TpJiqdI6QyptNNqF611Ub6TCl222GOLfbbQbwvNEeCzlYDVyu5RW41aarRFXUs52nehbumF/W05+QPq9BbqppTCUsaU0oaY0sSkKiQMZbBWTkhiRBL6xWrPlXoukfj6y1/+EwDQ5n0Wxx1ytbnZJ7p/98RUc/ubCFgAePMbfnZ9qlfbjFQWzvBLZ5WVPmUzoPFxjY/p1TASIoQPG7WgLgZNMYzFKJHilpQiYhzxYcyHCR+gvI8K/aTaRyo9pNJNq120etaqnLbLp6zSSbr5EF7/Bl7+Ml76kjL3BeHi5/nz/1Cd+nR18uOliY/x4x8Txv9KnPobfvpefvYT/IVPK5f/UZv/vL54H167n2w9SLaOoY0HzI1voq2juPgQLh8nlRO0eoryp22h0+G7Hb7X5vuQ2IvEfiL6qBigUtCSwlSNPJq6/ihlLL1wG3gtR/VckzpW0lhNEyVDlSyRM0jK6HJak1Mqn9bEnMAnBDHK1/x8pb9B85dnz/7mO+8BALfLdejIEc7l4rgnsr57/NQZAJZjPc1VhLuffTgRPUYqieKlrtpSr7g2IG8M6HxE4WOaEDf4iCXFLD6MhKCpRkwpgqQoEeKUjxMhgvkgEfxU7LOEbkvowpUOVOrEpU5UPIM2TxgbD6mLX5cvfkmc/ZfaxKcrw39Zyv+ZkHuvnHmXlHmnlH67nH6LnH4jSr4eJV+vp96gZN4oZN9cy7+lUnhPufD75ZE/rk7/DX/xn/i5L6hL92kr/66tfcXY+Jq59XWz+A1cegiXTtDyGavSYVXO0UoPEnqx2E8kHxUDlhyy9mfzTeoNPV3X0/876gfgLaPgoMFmYd/cAtQs95pZ31QyupLGck6tpjV1qCZka7WEyMdrG122FlIrwb/9i/e4m+07zx0HF1U9IeifAOoMywHDAOcGgM/97YdxObt58Vxlsbe63CNt9mDBT5SwIcRMIYaECObDhA8hIWTKQSqHqRyhYpgKYcJHCe+nfCetddBqF6meQpVv4tJRvHVWWzldu/SVrenPlIY+wud/X8r+jpr+ZT35c2b8pU70WU6ojfg8Zj+H+jnqd9t+zvKz1MdSP2sHWSfMWtHnkORLjNQrxNQvVdO/yRfeLw5/WJ78C/Xi59TF+9TN+/XyA1bxAXvzlL3VUa+127VOUulxxAFH6KfiAJUCthKuq7G6mrakOBUjlhTd1pLbxs3YbusZx8jaeu62XZfaMNWHqFmgRp4aeaLnkJ7DWhZrWaRlkZYz1byp5k01qysZVU7LYlLgY7IY52uJanEA187dMCJHv/znd991JwOH3O5DHreHZcHr5bwez+PchvsERPjW4GPZV7/yp9amg8pKqLzQL6z6xPUBabPXqA4QKdws04gYpUKECmEihJEYJlKYihHa7KLUwrTmo3wXrfaQch+unCWlM8bycfHCv4pTHxPHf69c+BUt/1I7d5cZO6wOuOUuEM+CeBr4U1A9AZWHofIwVE+AcBLEkyCeBOkUKGcYrZ1FXeD4oB5l7aTbSh+ysnfomVdpubepg/+XPPZx9fwXjcVvoq3/wJsPkuIpWjtuiScssdPh+xy+j/L9VPTZcqCuRbb1dF1J2HLMkWN1Jd7QUo6Rsw/AaxnHyNlGwTYKtjFoG0O2MWIbw9QYbIroBawXsJYneg7rOaTnkVZA6qCpFQw1p8ppRUzKYlISEqqYFsohqdInFr1OvRcAACAASURBVHuu1af83f/rZS+6CwCOeNrcLo/b7fG0ueHxLc8+AdRZhnFzHo5lvvaFj+OtvDA/IKwF5I2gshXUSgFUDWAhYvDNki2MaiFSC2I+jFsjINKcdpOyz6r0kNo5Uu4z1jvV5fuF8/9WGbm3ln+fkn2NmX6hFr9b6+XUdhBPA38ChOOc+LBHPMmJp1j59E0pp13KKVY9zamnXeppt3rGrZ9y6acY7TTo7UC6oe4DJ8pZsTuN+MuU5Fvk3HuVkf9Hunyvvvof5uZDevFbRvkorpy2ql1WrZvyPZbY58gDjuKva7GGFm9oiYaWbKiJhpZ0jJyjZ29Wc3rWMvKWkd+P84OWPkz1kds1RI08NQpYH8TaMNaGkTZkaoO6klelrCJmFDGrVKN8KcxL6Y1yqLzVv2cmB8P3veIlzwMAL3fE7b4D3I+3qn/c1BngOIZj3T/94p+czJ0wNuO1S35hLaBshoxyBFVjRIgRKY7FOBHjWIySpq/zYcxHqBCifIBUB3Clj5bOWeV2Wj2DN09pl78kT/25MPxuZfDNOPtKFLxT7mCqJ4B/mBNOuKsnWf4UJ7W75HNepZ1VzoLeeVNmJ2N2gtkJRgdoZ0E9Ddo5TunklHZWPetSz7rUM258DqwBwEHWjLSZybuM7E+KQ+9Spv9CX/yisX4/Lh6zS+20dIZW2q1alyP0OGKvJfURacCSg3Uttq0nd/TUtp5xjJx9K3UtQ7U0bW7kbW20KlB9mOrD1BhpyRymxhA1h6k+QrVRoo0RfQwbI4Y2pCsFVcprckHjkzKfKNfSFSlbqwTkjfZdIzaZPfrzr3gRALg9h8Dteqqps8C4OADX6+551epcn7wR5RcT0rpf2QwZ5RipJSmfRHyCSAkqJagUo2LUEiNUDFHeTwQf4ftItQtX2nHplLn5oLz6Nf7iv4pjH9EKbzWzL9Qih6UOVnwIpOMgnWGVDlbtAKUdlHZGaWfldlbvYIxOMLsY8xyDzjG4m0GdgDuBngN6DkgXoA4wu1ijkzU6GLOT0TtAPg3qGVbrZLRuMPqBRqCRYkj6LjnzOn70Q/Llz+D1r9ibx1HxYVo6bVfbHb7LFs5ZQg+V+qjcb8khR4k11FRDy9yCPOvoOdvI7q/IHezdzlOjQI0CNQctNGShIQsNW2iEGqPUGKPGONXHqDFGzVGkDxtqQVcKmpxH2qAuZxQhJVTjfDUu8Emx3Nsw4zMjJ97wulcAgMv1eD8S5wmI8O62QwDuN73m56WthLAWEtZuUse1JKolTT6BhRgRYlSMWELYEoKUD2LeT/hOWjtLK6dJ8WFj87i8+HV++lNC4Q+0xJtw7HlyP1s9A+JJ0E8zZjuntDNaO5idQDoZ2sVZnV6r00vOcfgcg8+x5BxLuznazeEuBncB6Qba01K922N1unE7SzpY2s2QbjDPebROVukAuQP0bgb3u3biYCW9WvZl4vDbtdmPksUv4/VjaOsYKT9s8e2O0O2I/Zbip7KPygFbCTtyxFFitpaytJSlpWwjZZspy0jbetZutmaNQlPNUo6aeYoKFBUoGrTQqGWOUWOMGhPUmKDmBDXHsDFqasOmNmyoQ5pcMOS8yicNMSPxmXItK1ZTUjHgmKnzEw+94TU/DQBujmteNtZE8L1uw3oiqjm3BwA+9L53OOIwvxaorQXVzYBWDKNqAgspLKSRkCK1BOVjFh9x+JDF+2g1bNYCuHqClo/TrVN49ai88O+1mXuV/G/TxM9YwUN6L/BnoXqWEdtB6QCtnUHtDO4A3AmkC2g3WD1g94LV05LT25Ld92iRXqB9QPuB9gHpBdQDpAdwNxhdoHSA1A7iWcA9zHYIdpNAU4fV/NvU8T/DS/eh9a/h0oO0dtbhuxvCAFX8luK3FL+jBh05UFfDjh631CjVYpYZp0aM6nFHzTlqztbytl6w9CFLH2xN5IwCMQvYLBBzyEIjljlmmeOWOWGZExRNUHOcmuPEGEP6KNJHDXVIVwq6OqhKOUXMykJKrAyJpYxc6rPV4MXxU2987SsAgOPcLOPmuOY1g81vNXgyqbvcXhd3/Cufbcgj/GpQWo+Z5SiqxqmQJGIKi0kkJJuh3uJjdi1MqwGrGiTVXqP0MCqexOun5Pn7hYn/T8y9WYq/UA9z+gBInSC0g9gOSjvonWB27Mft7pZasPug3g/1fqgPQH0AGgPg9D1aVh9YfWD3tw5oD1i9QHvAPAdaF6idoHaC1gXGObB90Egcwenni+mXybMfwEt/TzcfxKV2XD1DhdO23GXLPY7sc5SQI8fqatxWo1SJUDVK9TjRY1RLOFrGUbP71Au2PuQYI7YxQs0DDTeD/AF4ilrgiTGGjTGkj5rasKEOGuqgJudVKScLGUlMiXxCKIXlYthR8oXol178k3cAgMd1mGWbE3juSaXOsCywzGGPdzB82qplpbWwvJ7UtyJmOYb5BJHiVI5jMU75BOUTlI/SapBW/bTci4unja1jePOEufD12sS9Uu4dOP4CNcDKPSB3gtzOqR2c3gVGF+Am5m6we29XH9QHoOGDhg+2/fsaeLSaw6Kxf+D0tkYD7QHUDagbzG5APYzZxeBuxvGzO0lwciDkf1qbei+e/ydz7ahRPkbEo4502hE7HbnfkUOOknSUpK1ELDliyVFLSxAtSdWUo6UdLW1rWdvIW0be1occY9Q2RqkxSs2mRg6yu2WOWua4hSYommyCxy3wI0gfRvqwoQ7qSkGVcqIYkZWEUEnpfKG20m9Loa994U8PuRgP6wXgGI655btLnhTqrNsFLDz7yKELhXOoFJNXo8p6Wt0I6sWIWYtgMYLEEBIjzWk65f202kcqPbjUbm4eMza/pS99VZv6Gyn3TiP2Qur3qt3AnwHxNGjtrNnJmZ2Au246t93bYlbvg8Y+7ybynaYCsOt/tLZ9sN0cFj5o+KDeD40m/j6weoH2AekD2sOQblbvAL0T6kHYywLNcEbhFfrk+9HiP9HS/Y7wYJ0/XRfa62JvXQ44SryuJOpK1JYjjhyraxlLzdpqutmptbWMbeQsI28bg4454pgjFhqhLQ1baPA28GjCwpMHcR4bY9gYxcYINkZMbajp8aaSUYS4LGRrpYRWTSrFAXmt/7fe/rMAwHm9nIdjWRf7vWy7fLzUXR43APzMS563Nu2j5Zi4FJHXMkYxalRiJh9BQsjg/abop5KfigNU6KW1c6jSQcpn8NZxfe1+ceazYva9OPUSEmH0PtC6GaXDpXUwqBnJz7Vc3OkDpx/sPnB6od63TzoA2/4W+J198Lt+2PXdph0f7Phg19862O6HnQHY7od6P9h9YPWD3Q9WN1i9gHrAOAdmN+P4XXtZIEmvnH+dcfHPyMZ9Vuloo3a2wXfUxd664nO0kKNFG0qsrsTqarKh5epawVGzzdV3W0/bRtYysrZZcNCggwYtNEhxSxYavA08HrfwpIUnqTlBzXFijhNzlJqjxBxF+rCpDelKAYs5o5qQanFJSAjluLCZ3FGDwc7PeNwAHMt4uO91Df5xUWdZxu32ADBv/sWXyQsJshWT1iLSZlxfDxlbYVwOk0qAVAOk5qeCj4r9Ft9DKx1o65SzcZSufJlf+Cd+9H+g6AvsiEsdALkbtHNgnmPJObC7we4Bq+nZPmj4odH02gHYHmjR3fHBlSDsBmAnAFeCcDUIVwJwNdg6uRuAnRBcicBuAHb8rTO7AbgSuMXd+8HuBasXnF6wegH3AuoBsxuMHobGYTsHVtqDB99KL3/S2vjKTvHBK5WHr/AdO1JfXQ7acnhbDm0rkYaaaGjphp6ra6mGEW0YCUtJOFq2oRccY9DGQxYaJEaeGnkLD9qkNX+z8YiDxhw05pAph8xaaIYaUy2hSYrG96kXDDWviilTyWhSQhaiEh8RKiG52q0L/t9+12sAgOXaOPf39uHlj5e6x9MGwP36m+8xV9LmckhcDarFmLkVMbfCqBjEZT+t+Gk1QIWgI/jtWr9V7kCbp8jag/KlfytN/ImcuscKMDgAcg+o50A/B+gc0G6wz4Hdsx/PB/a9ed9rm9oZgKtBuBqE3QBcDcG1EFwJwJUA7AZb2gnBbhiuBPfPN6kHYdvP7vjZnQC77YfGANQHWvhpL+AeQD1g9oDuh90Es5sGM3O3OfEee/ELzuY3G6WHGtUzDb7bEXyOGNyWg9tKuKFEG1qyoafrWqphJHfMdHML0LaRcow00jIWGrTxkGUOWeawhZp5fcTGIw4ad9C4QyYdOm2hSWpOUGOcmhPUnKBogphjSB82tUFDzWtKTlOyipRWpJSupAQ+XCn22Cgd6v3ic+48zEDzC8qeNOoM42k7BKz7N37ltcZyUpnvlVcGjFIMFaOoGMGlEKkEaDVI+ZAthB0+5NT67VIH3jhhbhyvXfhcLfNrKHSn4wPDB3I3GOcAnQPS3aLuHFDvb2Xx7VuR+25SvxKAa03qwRbXq2G4GoadMOyEWgOi9cjWEGGa2g3CThB2/K2iz+lrpfmmGgOevRRr5wEVXu5M/zXe+AotHbVrp61al8P3NSRfQ/bXlVBdidTVeF1L1vVs3RismxmiRZESwIoPqSFsZBw85JAR22w1ZB5DfdyhYxYepQe53xynxiRp5fgRpA9hYwzp47oyoslDmlyQhTRfjVe3Aiafvfejv/+9UnuiqHve8pqfLs8OyJfPKSu9RjFsbEZQMULKYasWcviIzYetWtCp+Z1qNy2eROsPmqtfFSc+pEVebPmB9IHaA1pzIt7VKtedbnB6wOmBei80+qDRD41+2B646etNv78ahKshuBqEayHYC7fQXgvDXhT2onAlCrsRuBaGvXBrWDQfcDXU0m5wvxrwtTK90w92P9gDYPUytJO7Emau5MHJHLLyv4YW/s4ufsnmH6Z8R53v2RH7G7LPUQJ1JVzXYo4Wr+vZujlq6WnbjBM9qgshU046ZMQhIzYepuaIZY59N18ft8gtyPEoNcepMUWNyeZcDusjpj6GjClkTKnysCwWCJpQpYnNlSASYqPJYy/8ibuBhSc1r7s8XuBcL3nukYuZ49pCt77aq28FjM0IKcXsWswRog4ftqoBWum3K7125TTefMBYu1+f+5QcfzXqZ6kfpD5G6+JIO9AuoF0t5HYP1Huh3gONHmj07qsPGv2wMwC7frgSgKuBmyz3wi3qeyHYC8O1CFyNwJUoXI21qO+FW3fthVvIr4Xhagh2ArATgGsB2N0vGppzvGYzxx6AnTh7JQNW9jnm9B/W1z5Vr91vVU87lc5tobchD9Sb03c16mgxW09RI0eNJNHjupi0lElHnzWUYWqMWWiUmsPUPKjjblK30QQ1p6g52ZSNpmw8Y6EZak4TY6I5kVOVEUUd1Y1xRR2u8WlVLVzZrerSWHnxlFGK3vuxDwN8bwvvj5M6y3k84HY9q8016Psy2uhTljvxVggVI7Qac4S4I0RJLYgrflrptctnaPEY2vimtvIf+tT7teARNAAoAPIAh7s99S7WbhZxTUfvhXoP1Hug0QvbfbDdB42+FvVdXwt508Wv3eLrrdswXGkqAlejsBdhroVhLwLXo8xelLkWacX/VhYIwnYArgbgyn61v+2Dej+QPsYOgOVntiNtV3NsI+/CQ2/dXvjL+tZXSflhp3Z2W+huyAN1xV9Xg44adrSoo6csLd/AWazGlUrmCt3asUtiOYu1ERuP2LhAzRw1803qFhq10YRtTtrmFEXTFpq20LSNZmw86+BZG89Qcxobk0gfN7VRUxs31HFTH9f1UYHPVCoJx14j6gS/1mlL6dPf+udDXhfzvVwH//1TZxjGxXFcmxfc7hfe6Rry/zuq9klLnc5mHBVDpBqmfIQKISIEzGqQlHud0lGy9ZC5cVyZ+2e18EYzAnqQ0/oB9QLtA6cfGn03G6v1Xqj3gtML2/uYd3yt6r1Zrl89SOH7ao6Aa1HYi8Fe8zYG12PwSIy5HoW9GNxIMHsJ5koUdpoKwU4YtkPQCMKVW6f4Ptj2gRVgyACQANgx2M7Adhas7PN3zv8xWfqqWX6oLp9oSF11qb+h+uta0FFDjhZu6OkdfaRhpi09hqT0LlnZpmu6mLPQoEPzFspQs2CZg9QctNAINcYtc8o2Zmw0bZFJh0w7eMbBsw49b5EZgmeIOYWNKWxOmcYkUSepOk3UCaSO68qoIg5JQsGQBpVSXCsnL421v/HVL/2e2D0u6m6323PoMAD3rje/an38jLrZR0phshkxyiFcDVu1kMUHLN6HKgOo1OWUHqKbDxkrX1em/0JOvkoPghEAwwekH6x+cPpuo97Yd+7tAbjih6sH7ZdAa3rWLOKu3Mp7P7Zfi8BeDK7H4UYcHknAIzHYi8L1ONxIwF4CrsbgWhyuxlpZfzcMO806v1n2B1qyA2AHWSvI0DA0knA1D1b6EBr5VWvps1b5m7RyzOHP1qXehuqra0FHDTtqtG4k63rS0gKOGXRQjGoZog5Rc9jBwzYuUJSz0KCNh2005OBRB485aNJBMzaesvBt1G06a9FZimcomqZoGptTRJ+m2jTWJ01tXFNGFHlYFsZ0cVTYjKvlpFLMfPxP//v39JEXj4u6x+NuO3QEAL76T3+GNoLKeoBU4rgYNitRUglZlQCtDtiVXlzuxqV2Z+sYXXvQmP+CMvQ7auRuFAIzCNgHpBdwD1jd4PTsR/hmEbdfvl0L7ldqB4l8vzLfC9+iCOxF4HoMbsRvUr8Rh+tRuBGDG/vUD3QtDtdicDUKV6JwNQxXQ3AlBLsh2A3CdhAcP2yH2XqIIQGox2CvAI0s6Nmfqi98pFH6Gi0erfOnGkrvtu7fMcINPVrXEw0jU9dyjp5qoFSDZC0jYxn5Oh1xcKsfZ+MhBw87eNjBow4Zc8i4gydtPPko6g49b9PzFp2lZKbJ3kKzljlLzWlkTOr6mKaP6vK0KkzI1XxtMypvJTse+Osj38vX0Dxe6gzLPfuOtunEN/DGgLoeR+U0rUSa1GnFZ1V66+Uuq9xFSqedrYfo8lF04bNG5vUoyNhhoAFAA4B6AfUA7WlRb07Yml6+44MrgRbOa6Gbddmtzn3Aey8C16PwSAK+nYRHEvBIAq7H4XocrsdaJ1vUk7CX3Kceh6tRuBqFKxHYDe+7fjPyB2EnBI0g2AGoR2EvC3s5oNm7Gxfft7N+n1U8WhdPbGs9O7pv2wg19FhDTzlaxlFy2/qwpQxZ2lAdjTTIcN0qWGjQQiMOHt3H3wQ/4uARh4zaZOKx1J3bqVNzBuvThjauKqOKOiKrI4o4htRpoZqvbCTq6tjA8U8+edSbu9/f8ZbX68sD6mKHspbC1TyuhMxKnJRDtDxgl7vrpQ670m5VTjsbx/DCN/HsJ+zUq+wA2CEgPjD7APUC6WPsfqbebLD3wfYAs+tjr/iZXT9cC8L1CHM9AtfCcD0KexHYuxV5k3cUru/rRgJuJOGRJHw7Bd9JwXfScCMO307Cd9JwPQHX4i3ke/Fb4ny05fG7EdiNwE4YdsNwJQyNADh+qAdhOwZXk/BIFrZzd9hT72ws/kt961s2/6Ajd9a1PkcL2ErUVlK2mmgY0W0jZ6kFxxh2cMFCKYukqZG3zFGHTFh4iBqDzWK+uc/CxoMWHrXw1H8S4QmaIsY00qd1dUyRR2RlWFKGFWlYk0eEWr68nrSF0ey5//W8gw8/+kFQZ5rruQAMw3i9hwHgH//qD3eEnHy5G21m9HLKqIbsapRWQrjko+Uep9reKHdYxRNk86i9+DCZ+CMcf5YdAhoA4gc6AFY/2ANMfYBpTsobA7DtY3b9zE4AdkJwPcl8O+f+ds69F2f3onA9BnsRuBaGq2G4FoZr++BvxOBGDB6JwSNxeCQO307AI0m4kYIbadhLwPUk3EjB9X0vb90mWuCvxmA3Clf21TxzJQLbQagHoRGB7SjsJuBaDnbynDP8C86FT1wV2lHtpC2276h9ddlnS+FtLWXL8YYWbxjpupGrG3nHzDsoZ5tZ2yzYaMgxR2xzeL89N9xsytp42MZjFp6w8KSFpyw0Y+EZi8xYdNYisxTPYHPK1CdQq6yb0LUxVRlVpDFTHlGEQVkcrJXSWrUwlT76ouffBQAM525eeviff4X890G9JY5hONZ1xOuOnP7iNj8oL/r0jaRWiqNapF6J0nIElUO02udUOxrlLrt4HG9+w1p8kIz9nhlzORGwgkADYPnAHgCnuTp+kzrs+GE7ADsRuJ5ivlPgvpN3XYsz15rUo9CcfV2L3Iztj8TgkRh8O76vBDySgusp2EvDXgqup+B6Cm40zyRvBvkD9ru38G6NgwjshKARhkYEGjHYicNeBq4Ogp1/AR770HXh7K7S7VROmFvHG1IvEfodJbJtpOpKqmFkGkaurmcdo1BHQ46Zc5prMGYT/IiFRiw0Yrdi/qiNxyw83gLfnMI1qdNZSmaIOYWMSWRMtKRPmPqEoUwSZVyXhiVhsLyZUqrDs4Nn/tvb7jly+DADLmh9ic5/tgT3fUZ4hmFcLAsAr/zpF2/NBI21qLoa0tbThM/ZYsIqR2g1RvmIzfudapdT7nQqx/DWl+n8V9DIu0mM3YmCFQQrALYfHB84Pqj7oDHQUnPNdCfE7EaZa3G4noLrSbgShav7s7JmoX7tlnR+I9oC38zojyThegqup+F6Bq5n4EYGHsnAjUxrEHxX8Ad+f5N6GLbDsB2F7TjsJthHMtyNIaA5rzH0G42l+7ZLx/Hq19Slr15H/dvGAFL6LCP6GOqDj5N6s4bfBz9pNqmrk1gZN6RRWRgprmeFreHzhXPvf9/bn//cZwG0XJzj3P/JtqrvmzrrYV0A8I63/qJTGubnB/StlFks2ELBFhK0ErP4JBXjthh0qt1OqcupHsfFfyeX7zML76BRuBIFOwR2EBz/PnL/zfXynQDsBGE3zF6NMgcwWtSjN6nfms6b4G/E4EYCrh8gz8H1PFzPwSM5eCQHN7Kwl4Fr+67/n4O/EoWdMOxEblK/nuF2C2ANtm3PvNs6/wnz8r9Y61/TV76MSg8SscNGPqqHnljqB9mdmFPYnETGhKGNa8qYKo2b0qgujqnSeKVYqKzlJtOn/+QDv/qsI61AzDDMD4I6wzAuD8sBwAfe+992q0Pikt8o51B5FFeyViVm1ZJUSFMpaYkhm++1y3125bRV+jKdvw/lf42G4EoE7BDTpF5vrqLuU9/2wU4QdkOtddK9BFyNw24UrsWYvRhzK/K9aCud38p+LwF7KbiegetZ2MvD9QLcGIQbg3CjANfzcC0LV9Mt6rdF+8dk+mZhvxOB7RhsJ2A3ye5moT4I1thPfnvlj6zzf66e/2u79EC9esypnnSEcztGgEqBuvqEUbfpbKuSxzMETWFz0tQnDHVMV0dVadyUJjV+TBFHauVs8f9v7z2jJL3Ke9/nDRV6ggBJ5CxA2BYGpINsRJIJhmWWkQ8sY2zDPcb4IhBcg42xyZZBx0fICKE0yjNKk0NP5+7qyrmrurqq8/T0dKjw5pxThb4fqnqCxLWQNISLeNZ/zeoPs2a669fP3k/aey+ciA3d/q833bDThwAggGAo/gzTVM+FOopgKIL7UAwAvvDpj2hnJhqLx+kzE8JGUtwMKdUhaXNUqo3K9WG5elyrHlDWnpRWH5ZX71Artwih98tHwT6xTf3oOerG2cGYLvVjPerd/OrnUu+5eBd5tyR3lvoENCehGYZ2GNq/GHV3CJwBsLfXFbsfrH6wBsAcAmsYtSfAjIKaeIMz/bdU6jPszBecxn1m9T5xdY+0vteiDhvkcY0cNthRg53QmQmNDet8ROVC/x/U46qQUIXEhdQzMp85S72btctiXuAyPJfmu+CZFEunBSpPbcbrm6H11aFT84eGD3//C5953w4cxzEfhvlQ7GJTRwCw7jUkWAAF+NcvflKrRmrzg8RqiK9FxdqkVB2VqsNybUSrDuqbx43N/drGw8qZh+Xlh9TKd7jxd6lHwBsA5QSox8+jvl0UO9sdd070CqvnYz6nAfC2OyvNAWgO9n4/msPQHoH2GLTHodX19clzyN1xcMd6m703ek7uMDiDYA30irXWScQ9iXRTeWcQ7GFwRqA1CV4E7Ojrrczn6PxN3Pw/Gks/Uk7fSi7fppB7LfaQSR81yGGLGbHYcZOZNJiwzkZUNqyyXeQRlYuofLTr4iqfVIW0KmQUISULyQskZmVpqhvDdyXwWZ7PcnyWZdMMk6KZFNWIkbXJ+sbo6tLx9eXBH377r65926ve8dY3IgAogmMYhmD/XRPuOVLHEKxv54sDGP7T79+kbk7W5gfJ1Um+GhVrk1JtTKqNyNVRrTqsVY9r1QNG9VFj8xF55V6p/B12/N3KUcQbAq0ftBOgHwf9KOhHe9TPIT++3TB9OvWB7Rr74PaqPrCdj41AaxTao9Aeh3ao5+udCHQi59zdm+hRvwD8CLjDYA+CNdCTO4C4A+AMgj0E9gg4o+BEQYsBF32du/gNfeVeevZWuvRt8dStSm2P1HhUrB2wmCGTGbbYUZMd15mQxkz2kD9v6hKfFfksz2U4Ns0xKYZOUo0YUQ1X10aWyoeXSke/+Nn3X3fNm//46rcFfP7urREohlxU6ghgCPgwf7DvkoDPf+C+H0lrE7X5QepMuEtdqY9LtVGpNqbWRrVav149pG08ppy5X1m72zx1ixj7M/G43xkCYwD0k6CfAP0Y6MfA3OZtHzvXCX0K9W7A5Q6eC8HaQ9AeBG+wt7C3xqE93kPe6u7okXPUm5PghcCbgNY4tJ4G3h0BZwicwZ68QdQdRHrIx8EZAy8EThpl428w5/+huXGbcfo2evZHVn2PQ+3Tif1y7ZhODankgMGMmNyEwU3qfFTno78A9bT8FInZs/n6OepcRmAzPJPi6BRHJzkiVV0dq62OLhQPx8ce+NJnP3jJThzDEAxFURTHcT+Gwn9z3v257Os4CjjmQxCf3+cbfOJn/OnR2vwgvRbhXxhZjgAAIABJREFUa1GpPqkQIbE+LtUn1PqYVjup1Q7rmwe09b3i6s/UxR+Lsb9WRi71JsAcAnMAjO2ul7nt4meR9/z7fOpD4J7dhkfAG4HWCLSGwRuG5ih449AMQWsCWqEe71YUmrFtL+8iD4E7sf2bMX7O6ZtjvX/QHQZ3qPcfOcNgj4A9BvYEeJOwFQZ98lIhdb029yVp7mvi/PeIuZ8p6/fJa/cZxBM6eUKhBnRmyOBGdW5c7Q7I/iK+3t3Lz9d5VZqeuKzEZgQmzdMpjkqyZIKqxqqnx5bLxxYLx+LDD336o+/y492r51EEQTEM+++vOHi21BFAMT8COCAAaJ8vMPTEHezKcG1+kFmP8LWoXA+r5KTQmJDqIbUxodUH1fphvXbE2Nwvrd2rL98txm7kh1/hhsAeBnMQzH4wu+H68QuR/zzqZ2GfW5mHoTkC7XHoTEAz1Avae+FbFJpx8OLQifZ8vevuzdA56mfBt8a3U/ntEM8ZAWcE7FGwx8EOgRcBK4KKsfe4q3eJy0+uZu4ya8f02jF2+UFpdY9JPq6QhzVmUGOGdG5E48cVrjsW/Qvs69vN9XN6OnU2KzEZkUlz3UfnyAS9Ea2fDpUz+8uZgwf23Hztm18NgCBY72mxZ3xn6tlRRwAQFEUAQ1E/ALLT7x/Zfze1NFxfHCbXQnw9KtQn5cakSITlRkSth9TaoFo7olWPmdUDxuad1so9xtS/KaNXWIPgjoA1APZJxO5Hum0P+0Jf9/qfGr61hqDVbagMQ3MEWqPQGoXWGLTHoTkBzTC0wtDp0o1AJ4Z1ov5OJNCJI50EtGPQiSKdCGxFoT0J7RC0Q9CaAG8M3FHwxsEdA3cUnBFwRsHt7vQjYI+CNQ7OJHhRcBJ+Lf9Rbe1uZfOgsLrXIg9q5CFpba9efcwkDqr0YY0b0JgRjR3TuJDKTSpcWOHDKjd5XgwfUbhIL4Dnk6qQ0sSsImSlbhVWzMliThHzspCXhClJmJL4vMTnRS4v8jmRy/BMiiMTHJlgiThVja7NDS5lDpTD+7/+95/eHfABICh69j6LZ2i7PmvqKAAABmgAQWCnDzv80H9xp0K1xRFibYKtRYR6RGpEJSIqN6JqfVKtDavVY1r1uFk7aG78TD91p1G+2Qi/wxiE5jh4o4g7iFr9YPaD3f9UXz9HfTt8aw9CZxDag9AehvYIdMZ65Zf2BLQmoR2GTgS24tBKgJMGNwvNNLST0E5BKwFeDFoRaHepb6dzzRC4Y+CM9sJ7ZxTsUXBGe9md1w3iJsAJgxeFVjJoT39IOfVtk7zLo+/Wq3fK5GMGud9qHDKIozpzTGUHdGZcZyd0blLjwkqPd6g7Er9NPdbrv237utylvl2WUaUpWZiS+G1xeZHN81yWZdMMlWDJBEsmmEasvh5amj68EHtsbvLQx69/NwCCPpvbyZ5LDN+l7/NjOILc8m836dXk5vwQvRmmNidlMqmSSakRkxtxtR7W6mN6/YRWPaFXD1vr92kr96hzt2jJP9VGd9ohaE6CMwbmSTC221z2CXD6e3JPgjsA7gB4gz21h2BrGNrD0ByG1ih0xqE9AZ0QbEVgKwbtKDQj0IkHOsndrcxLnNylTu7FXm53O422ktCMQzMKrSi0z6c+uZ3Ojffwdx3dHQNvBNwx8ELgRsCLgRUBLfbi1sInneoPtcZdJnG/Tew1qIMGdcggj+r0CYM7qXPDGj2uMyGdC+t8VOOjKhdR+PC2IgoXU/m4KiRVPqXyKZVPq3xG5nPPQJ3Ls0yappM0GWfIBEMkmHqsvhmaLewvxx7df88Prr3qjTiGPas76Z5DNNer+QWC3VfSrzfqyer8MLMRpTeiMpHRyIzUiCuNhNaIGY0JszGg1U9q1RPWxj5t9QH11E/06RuVySvVMbAmwR4HcwisbpfzZK884pzsTby4Z4cghsHr+vdIr9raGof2ZM/Ft2KwlYB2HJox6MSRrdSOreyrt3Jv2cpeuZV/01Zux1YG6aSgnYR2AjoJaEfOgfcmwJvoUe9pHNzuNj8OXhi8GDSTYMUwJf329uqXmsRteuNui3jEpQ6azFGDPqYzx3VuwOSHDW5Mo0I6M6lzEZ2P6nxc42OKEFGEiCLEFCGu8Inuwq7y6S5ylc/K/DP5Opfn2CzDpFkqzdNpjkrR9fja6dFK4eBU9Ilv/T9//fpX7H62dxg8h8wNRRAUQZDus1XXvuOt8tokcWqMXIvwtTRfzSiNrEQk1EZSJxJGI2Q1hrTGkF4bcjYP6ev7tPV79KVbtPSHtXFcm0CsEDgT4Awh9gDY3VLoIDhD4HTD9Qtjt/YYtEehNQrtbrg+CVtR2IrBVgw6yZ6aCWhndrbzr23l39TKv65TuHwrt3Mr69vKIO3ugp/sUe9mdK3QU6l7E9CcAG8c3AlwI+DGoZUCJ7PLmP4r7/R37dodOrHHJB61G4dN6pjGHFfYfpUbNrkxi50wmLDJRnQ+pvNxjU+oQlyWorIYk7cLcAqfUrjUNvKcyuWe2dfZPMflWTbH0VmezjJEiqzGVpdG50sDufiRf7rps31BHMOe3TOhz4E6hiAogkD3CO1Vb30DuTDErk02VkMikWc3Mko9JxFJhUjpZNIkIxY5qhPDRn3Eq54wqk/o1Qf11Xvs4t9Z0VeqIZ8VhmYYcUZReztRdoZ6udPTI/b2GHTGoT0OrQloTkI7Ap0Y2olhnTjaSkA7BZ1swC29v7X4uc7yF725TzqVq1vzb9wqXNLJ4u0MNJPgJcCLbzt6l3q3dDN+ztG97XTADYEXhmYcWhmkVXh1c/nfvDO3WdV7LPohh95vE0cN8rhKn5CZkzI7ZHBjJhsyuYjJ9airXEIR4rIYk4X4WeoSn5LZlMKnVSGn8nlNmFKE/DNRz/FcnmVyLJVliQxdSzXWogvl4VT0UGTs0Aeuuxp6rdVf1YwsALzqZS8pxR6TyXh9dZyrTwuNkkjmJSYrUzmVyOpk0qDDBjFh1EacxqBTP2ptPqqtPWgv/cTM/RkfwawINCcC5hhqjIM5CuYw2EM98N4wuNs6i7/bVmmGoBmGVgS8cKCVCHaS/nYcmlO73fLfN4Vip01uNYU2c8xd/LA3/YdbhV1beehkoJOCVgLcKLQj0IqANwneJHhhaIahMwHNrsdPgDcJThiMSaQVxrYi0IyDm3+1O/uXzsZt7uZPnfoeh9prMwdM+rBOHdPpEzozoDPDOjuqcuMqN9ErvHdjNz4qC/GnKaFKKVXKqFJWFXIyn5eEgiIWzk5NycKULBQkfkpkcwKb45msyOU4Kk3VU3QtzdWzZ+ZHZktjiejAvofuecXLLgcADH+GBP0iUw/iWP/jP9a5HHFmgq0WeKIsMUWZLch0UaXyGpnSqYhBTFj1cZsYdhsnrNqT+sZD5up9ZvkbavgP3BFsaxL1QpgxhtrjYI2CNQzOeaTPUR99GvUweDFoZWArjW/FfVvZ13WK3+uoZmtrq721tSUvbS38r070nZ10sJWBZhLaSWjFn0q9GYZmeHudnwA3BG4YnAi4YWQriW8lwUrstKc/3Fr5vrPxM2fzbqf+gEM9atNPmvRBnTqh0yd1elBnR3R2TGUnVO5cxK7xMZX/OchlIalKaVXKqlLuQupFWZyShLwsFCS+KPEFkc3zTJ6ncxybY+gMQ2Wpeqp6JlopHp8rjQ31P/aD7/zLy196OQCgz1SWuZjUERQDgP/z/a+6cplejzCbUzxRkbiyxE7LTEmhiyqZ08iYToQtImyT4w7Rb9cPWtVH1Y0H9ZW7mpl/8IYva4egGcGsCZ8dAnsc7FFwRs6rmYxcsM4/xdeboT4vhrcTga0Y1sn6m9N/5J66vSkdb1pJu3q7U7hyKxtopZDuwt5MQCsOzZ9HvVu288LgRsCNgReDdhI6KWhmUGvqSmvhy+76vXb1Pqf2oNPY65CPb1Pv1+muo4/p7IS2fW5Z4yIaH9P5hMonnlpjF5Ky0HX0nCrlVSEvCzlJmOpRF6ZlYVripyV+WuKKAjvFM1Mcnee5AsVkSTJZ2wxvrIbLxf7Dj/3kp//57Xf84ZXd4syzAvd8qXefHf7833zK4GeEaozdzDPELMtUBKYkMRWVLWt0QaVTOhk3yZhFTtrEoNM4YteeVKoPaOsPdBZutePvNSdxNwpeFHHD4ITA3o6tzvZFzq7tT/f1TsTXTKGtFLoVRTopcHO72tkrW+Ur7cUPuTPXuVN+dwqaKXDj4MagFYf2dtb+FOrdLdyLghcDLw7NJLQzYKfAzL3Unb/BWrtZ37zXajxiE/sc8gmbOmhShw3yqEEPGMyQzowY3ITJTupc18WjOh/X+YQupFQhJT9VaZnPqGKuNwsrTMlCXhLzilhUpZIslGW+LPEliZsWuWmeKXD0FEdP0USeIjJkPVpdH19dHD22/yd7bvvmrd//+u6dfd3izLO9ZvR5Uff5fADwwfddy1Sz/EaUXc9SxCzJzLLUjMTMKuysxpV0JqtTSYOIG0TIbAyb9aNm7Umz9qhV3euuP2TPf1tL/LEdCrZi4MbACYPdXWknwLuwGdoaR5pjyFOob0WRVhZaad9WJLgVh1Z6ZzP7EjsLbnrHVuY1W1m/lcOaKaSVAC8OnRh0or047unU3Qg0Y9BKgpcANwlOBrNyu93p97cWv2uv36037nCohx3qUZc64JDHTeKkSQyY9JBBDxvMqMGFTDa8nbDFush1Ia3ymad2VoSMzGdVoUu9oAqF86jPyEJZ5uckbkbipgV2mqcLHDXFUlN0NcfWso318Y1Tg2sLI7ff/JVPvO/NV7/lVQAIgvoQFEPxZ3XM7fmdc8MxDADe9IZXrpZOypsxpj5NkwssMSOS0xI9K7PzKlfRuaJO5Q0iaxBRkxgxGyes+lG3vt/Z3Kdt7DXO3GtXvqLFrrbDwXYCWinMTaD2JHjjWGsc88bBHQW322gZRZpjiDfem4vqttSaYdyLgRfDO9FAJw6dFOJlcDcH7SxsJfCtBLTT2FYS68TRdhztRHvUWxFonhfNeWFwo+DEECeBud3tPwlWepc7/SfNxW86qz+1N/bY9Qcscp9FPm4RB0ziqEn0m+SgSY8Y9KjBTBhs2GDDBhcxuLjOxXUuoQspjc+ofFYRLpAsZGUxp4g5pTs3IeYVMa9IU4pYVMRpWZiW+RmZK0lckWeLLFdkmQJL5+lamqsl6suDC+lHxw/c9sVPfeCyICAAGNqdnHnWL0M9L+ooigKKoShy8N7vNcXp9TMZhphTiRmNnJbpWZldULg5nZsxmRmTLJlk0iTHLWLAbgw49SNufb9ZO2RVH21u/Nia+7IRv9YN97lJaKVQN+x3J/BWGPUme2UybxRaI9AcBzfUc9DuXJQX7akdh3YCOknYSsNWGjop6CShk+hm89hWDO1EkXYU2hFoR6B5oVpRcOPQTGGtDNbMQDsN7RRuF//Am/tH98zdZv12u363VztgEQdM4oBBHDbIoyZ9wmQGTWbcZMZNbtLgwjoX1rmo3qXOJzUhrQoZVehOuZ+Tct5MXFeK1N3Ri7JQ6IbuMl8Q+QLL5QkmQ1BpikwLVJbdjMwlHv3Hv7n+fW975R+85jLo3gP1XO35Uu/eS/OZP3+fzs40VhNso8Q3CgpZlul5iV1U+AWDr5jsjEGVTCprkhGTHDWJQat+wm30u+SwXT/h1R7x1n9slb6pht+jh5F2FLZifW4C8+LgRcDdnoFpjUOzG2OHoLmdbTe3qbe2qXfS0C3DdbqVuDg0o+f+Wk8x8GLQjEM7Dp0EtBNgpZF2DtnKwVYWnOxOe/pqZ+mr3uptTm2PSfzMIR5sEkcs6ohFHbWo4yZ10mKGLHbUZCdMdtI4f23nEjqX0Pmfj/znUpfFgixMS3yxG7dLXEGg8zyd57gpmslRRIqpp4jToTPlk//1g7+/BAcAwBEEf5ZB+8Wkfjage8MrL1spTfDrSa6WoapZiSyL9JzALcn8os7PGlxZZ2YMpmjSaZOMmFTIaJy0yCM2fUKvHTJq+6zq/c76nVbln63Uu1qxQK99kgIvBm4U3EhvKsabBHcS3DB4EWhGoRWD5nk6Bz4JnSS0EtBMQDMBbuycerwT0ExAKwmdFGyloZMBpwitKWinwE3tsksfdE99y1l70N7cazYeMqn7HfJRlzxmUsfN7n0k1JDBjJrMuMlOGlxY53vINSGuC6kecjGrinlVzKvCBVKEKflCSXxR4ksSPy1x0xJXFLmiyEyJdJ6jcwyZoaoJei22nD388E++8b1//vxHPvi+YNCPYv7n4+jPl3rXAngAAL5502dbXIFcHaOoKa4+w5FzHLMososKV1G5ssqVNXbGoAsGlTaoqEENW8wJh+m3Goecxn639rjT2GtV77Xnvu1MfdBMvNiKg5sCLwVet6AWAy8K7tPUjCHn2MehGYfOtvt20XpJcOPgJXpqJqGZhHYK2ilop6GThk4GOhloFsHN7nYyV1mlP3dXvuVuPuBUH7Nre+3GYw5x0KWOONQxkxowqEGdGtapMYMJbbt4ROejmhBXxaQmpnoLu5hTpbwqTanilCpcIEUoyELxfHV5i9y0yBYFtiiwRYkt8GSWrCWparKxGqnNjTxy69de0Ye87c2ve/tVVwb8ARQLPs+XnJ8vdQTAj/tRvG+HHzt0x794Qqa6kaCr0zRRYah5nlmQmYrClVWhonKzOlPW6bxBJ3RqUicnbGrUbZzsEIOdar9THTTrh63NPc7ybU7us078FW4S3DQ009BKQzOBeFHUi0NXbgzcKDgRaMWwdhxvxdBmDOlSb8dgK9aj7iXAS/bUTEErBa10V0g7De0MtDPQSkErCc30DidzrVP5SnPjVrtxu1n9qVu/z2084BL7m8SwSw9Z7HGTHrboUZMeN5mQyUVNPtadkdKEmColVDGlitsLu3T2kGJBFS6QIvSS8rOSuGmRneaZIs8UebrA00WeytG1BFVPNNYjhejeg/d863MfffsfvubFr718JwD4fT4ceb7vwFwE6iiGobgfAF770hdl+x9wiDx5JkpWc3RjViDnFWJOZ5dkbknh5lRhWhUKKlfU6KxOTOrkqEmctIh+tz7g1k64tSNO44BT3Wut/Nic/xcr9yEnfqmXRFpJ6CSwrVifF/M5CbTV9dQ4NCNIO+Zvx/va8UArgbeSaDMFrTjSiqGtBNpKos0U2k6hnSzSziLtNDRT0Ewh7QzmpPFWHjoFaE9BM+1zkq+0i5+yFr9qbt5iUvea5AMW8aBF7LPJJyzqsE2ftKhBkxrS6TGdGtPpkEZPquykyoQ1LqbxMZVPqmJKlbZPKPJ5VZhShYLcc+vpC1WUhaLMl2W+IvMzslCU+SmJzYtcQWCnWbLAUEWmkSM2IrWNoUz0Z3f96LNfvuFd1//+y97xhsteFOzG6s/qVopfDvUueECQblj3R1e9aSnbLzeS9EaKI2bo2ozCLKjMgsgsSExZ5qYVYVrjyxpb1KmYQU8Y1JBJDNiNAbvRbxPHbPKoQ+x3a/d7m3e2ln/sFb+kx9+lhl5iR9FWBry0z0763FRvDTirrge3u0pCKwmtFLTT4KXBy0ArG2xmgm4GdTLgZaFTgHYWvBRYcZ+ZeJVT+GB7/u+2zny3U/s/HnWXST1gNR5xG49axH6LOmTRxy16wKSGTGrUoEMGEzKYsMZENDaqcVFdSBhiUhPTmpTV5Jwm5lV+mzrfRV56mrr+XZa4isSVJb4o8VM8k2epHE8XBGaaJabI6tTK7PjU5KNP3vOdD11zxWVBdBcKfgAUEICL86LfRaAOXXfHfN33Gq+75q3RoT30eqq+muCIaYGaEeiKxM5LTFliywpX1vmKzpd0NmsySZMKG+SE2Rg1yWGDHjCofpM85hCH3MaTbu2Ye+YJZ/Fmp/Q5K3utlnixlYRmGjo56ORhKwvtFNpM480M3kqjzSTajPubsZ3tRLCT9HdSeCuFe2nMTaNeBu1MIVtF2JqCThZaaXCiPjfxWnfqT9zKjc7pW9zqPV71Hq9+v0M+YpGPu8T+FnnIJI+Z1AmTHrSYUZMZM+kJk42aXNTg4jof14XUOUlZTcyqUk4T87owpQsFV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FONTE :</div>
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<a href="http://www.vestibulandoweb.com.br/biologia/teoria/estrutura-das-proteinas.asp">http://www.vestibulandoweb.com.br/biologia/teoria/estrutura-das-proteinas.asp</a></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-font-kerning: 18.0pt;">Pesquisa reconstrói estruturas de proteínas ligadas
à dependência do ópio</span></i></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="mso-spacerun: yes;"> </span>O sistema nervoso é o alvo principal das
drogas terapêuticas, que reagem com eles para produzir efeitos analgésicos,
além de euforia e sedação</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Cientistas
americanos reconstruíram a estrutura de duas proteínas nas quais atuam
substâncias como a morfina, e que são responsáveis pelo alto grau de
dependência desta substância.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O ópio é
uma das substâncias que mais causam dependência, podendo levar à morte do
usuário</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O sistema
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opióides, que são o alvo das drogas terapêuticas, que reagem com eles para
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Duas
delas foram objeto de duas pesquisas realizadas por cientistas americanos, que
tiveram seus resultados publicados nesta quarta-feira na revista
"Nature".</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Raymond
Stevens, químico e biólogo do Instituto de Pesquisa The Scripps focou suas
investigações na proteína Kappa, que interage com um tipo de alucinógeno de
origem natural, enquanto Brian Kobilka, professor da Universidade de Stanford,
estudou a proteína Mu, que se relaciona com substâncias como a morfina e a
heroína.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Kobilka
conseguiu reconstruir a estrutura da proteína Mu quando ela está inativa e
observou que seu centro ativo é maior do que em outros receptores.</span></div>
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sobre o centro ativo é importante pois é nesse local que a proteína se une às
moléculas que compõem as drogas derivadas do ópio, e entre elas se forma uma
ligação que vai determinar em parte a potência da substância.</span></div>
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têm ainda muita informação sobre ela.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">"Ainda
temos muito o que aprender sobre o funcionamento destes receptores do ponto de
vista de sua estrutura. Nós reconstruímos os receptores quando a proteína está
inativa, mas gostaríamos de investigá-las quando elas se ativam e se unem com
as moléculas", explicou o cientista.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Os
remédios derivados do ópio são os analgésicos mais eficazes para tratar a dor
aguda e crônica, mas também causam um risco muito alto de dependência.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">As
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laboratórios farmacêuticos elaborem remédios com melhores propriedades
farmacológicas e que gerem uma menor dependência.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">"Estas
estruturas são um importante ponto de partida, mas ainda não entendemos as
bases da dependência ao ópio. A questão agora é compreender como o enlace entre
as proteínas e as moléculas dessas drogas influi nos processos de comunicação
celular, que por sua vez atuam nos efeitos analgésicos e na dependência",
finalizou Kobilka. </span></div>
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<br /></div>
<div class="MsoNormal">
http://www.estadao.com.br/noticias/vidae,pesquisa-reconstroi-estruturas-de-proteinas-ligadas-a-dependencia-do-opio,851499,0.htm</div>
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<br />
Anonymoushttp://www.blogger.com/profile/02510853380520683469noreply@blogger.com4tag:blogger.com,1999:blog-969378079278995660.post-87414285066187069822013-05-24T17:11:00.003-07:002013-05-24T17:11:50.770-07:00BIOSSÍNTESE PROTEICABoa tarde!!!<div>
Hoje abordaremos o mais comum dos erros congênitos do metabolismo de aminoácidos...</div>
<div>
<br /></div>
<div style="text-align: center;">
<img src="http://www.quimica.net/emiliano/fenilcetonuria/ilustra.jpg" /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
<span style="font-family: inherit; text-align: justify;"> A hiperfenilalaninemia (HPA), nome genérico dado </span><span style="font-family: inherit; text-align: justify;">a elevados níveis de fenilalanina (Phe) no sangue, é resultante</span><span style="text-align: justify;"> da deficiência da fenilalanina hidroxilase, enzima que catalisa a conversão de fenilalanina em tirosina.</span></div>
<div style="text-align: left;">
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<img height="640" src="http://4.bp.blogspot.com/_NlgJp9SpeDY/SkGbJlOmR2I/AAAAAAAAAAU/Jpt5ynXCciY/s640/degradacao_fenilalamina.png" width="515" /></div>
<div style="text-align: justify;">
<div style="text-align: center;">
<b><i><span style="color: red; font-family: Courier New, Courier, monospace; font-size: x-large;"> ATENÇÃO!!!</span></i></b></div>
<div>
<div>
</div>
<div>
Mulheres fenilcetonúricas devem ser alertadas e educadas, pois a conseqüência do alto nível de Phe no sangue de mães fenilcetonúricas para seus filhos é a ocorrência de vários danos, já que a para a sua prole a probabilidade é de 92% de retardo mental, 73% de microcefalia, 15% de risco de doenças congênitas do coração e 40-52% apresentam ao nascer, peso abaixo do normal, sendo assim, essas mulheres devem receber dietas especiais, pobres em Phe, antes e principalmente durante a gravidez.</div>
</div>
<div>
<br /></div>
<div>
<br /></div>
<div>
<img src="http://i1.ytimg.com/vi/l48nvf3dLQE/hqdefault.jpg" /></div>
<div>
<br /></div>
<div>
<br /></div>
<div>
<br /></div>
<div>
Na maior parte dos casos, a fenilcetonúria é diagnosticada logo após o nascimento com o teste do pezinho, se descoberta é recomendado o início do tratamento o mais rápido possível. A introdução de uma dieta com baixo teor de fenilalanina deve ter início nos primeiros meses de vida, de preferência no primeiro mês, para evitar o retardo mental e manifestação clínica mais severa da doença.</div>
<div>
<br /></div>
</div>
<div style="text-align: justify;">
<div>
</div>
<div>
<img height="300" src="http://2.bp.blogspot.com/_vkqTFnDQ78k/TGIFk0VW8QI/AAAAAAAAAEY/1BvumY0VeqU/s400/teste.jpg" width="400" /></div>
<div>
<br /></div>
<div>
<br /></div>
<div>
O tratamento, até o momento, é realizado exclusivamente por meio de uma alimentação restrita em Phe, suprindo-se, geralmente, as necessidades protéicas pelas misturas de aminoácidos livres, isentas de Phe. Uma alternativa são os hidrolisados protéicos isentos ou com baixo teor de fenilalanina.</div>
<div>
<br /></div>
</div>
<div style="text-align: justify;">
<i><b><br /></b></i></div>
<div style="text-align: justify;">
<i><b>Espero que essa informações tenham contribuído!!!</b></i></div>
<div style="text-align: justify;">
<i><b>Até o próximo contato...</b></i></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>FONTE:</b></div>
<div style="text-align: justify;">
Google imagens</div>
<div style="text-align: justify;">
Artigo de revisão da Revista de Saúde Pública, Importância do diagnóstico e tratamento da fenilcetonúria com autoria de Nádia MV de Mira e Ursula M Lanfer Marquez, Volume 34, fevereiro de 2000</div>
</div>
Anonymoushttp://www.blogger.com/profile/05514520664412028274noreply@blogger.com0tag:blogger.com,1999:blog-969378079278995660.post-63816177030524057602013-05-23T13:49:00.000-07:002013-05-23T13:49:51.837-07:00PROTEÍNAS FIBROSAS<!--[if !mso]>
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<br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Cadeias polipeptidicas organizadas segundo longas
lâminas. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Nível
Estrutural</span></b><span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Consistem num único tipo de estrutura secundária </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Nível
funcional</span></b><span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Responsáveis pelo suporte, pela forma e pela proteção
externa dos vertebrados. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Funções
gerais</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">As proteínas fibrosas desempenham um papel importante
no conhecimento da estrutura das proteínas assim como fornecem exemplos claros
da relação existente entre a sua estrutura e função. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Estas proteínas apresentam propriedades responsáveis
pela força e flexibilidade das estruturas onde ocorrem. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Características
gerais</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Todas as proteínas fibrosas são insolúveis em água,característica
esta devida à alta concentração de aminoácidos hidrofóbicas existentes no
interior e à superfície das proteínas. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A unidade estrutural fundamental consiste na repetição
de um elemento de estrutura secundária, podendo também apresentar estrutura
terceária ou quaternária. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A força conseguida pelas proteinas fibrosas deve-se
à existência de “cross-links” entre cadeias polipeptidicas e entre cadeias
adjacentes nos complexos supramoleculares. </span></div>
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span></b>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Tipos
Principais</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Queratina
</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Função</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">: são responsáveis pela força. : podem-se encontrar
nos mamíferos, e constituem grande parte do peso seco do cabelo, unhas, pêlos e
grande parte das superfícies externas. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
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" /><span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Colagéno</span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Função</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">: são responsáveis pela força. : Encontram-se nas junções
tecidulares, como cartilagem, tendões e a matriz orgânica dos ossos. </span></div>
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" /><span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">“Silk
fibroin</span></b><span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">” (fibras sedosas) </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Origem:</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Produzida por insetos e aranhas </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<img alt="" 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<span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">FONTE:</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 13.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><a href="http://isabelle.math.ist.utl.pt/~l55770/megafiles/anodois/ME_trab2_g8.pdf">http://isabelle.math.ist.utl.pt/~l55770/megafiles/anodois/ME_trab2_g8.pdf</a></span></div>
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<br /></div>
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<br />
<div class="MsoNormal">
<b><span lang="PT" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT;">“Salting out” </span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="PT" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT;"> <span style="font-family: inherit;"> Esta técnica usa uma solução
de elevada concentração de sal que compete com a proteína na ligação à coluna.
Como esta tem maior afinidade para a carga dos sais do que para a das
proteínas, estas acabam por ser libertadas, mantendo-se os sais ligados à
coluna. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: inherit;"><span lang="PT" style="font-size: 12pt; line-height: 115%;"> As proteínas com fracas interacções iónicas serão libertadas com uma
concentração baixa de sal. A adição de sal deverá ser feita de uma forma
gradual e, no final, para ter a certeza que todas as proteínas foram libertadas
da coluna, deve ser colocado nesta uma solução de concentração de sal de
2-3mol/L.</span></span></div>
<span style="font-family: inherit;">
</span><div class="MsoNormal" style="text-align: justify;">
<span style="font-family: inherit;"><span lang="PT" style="font-size: 12pt; line-height: 115%;"> Para remover os sais da
solução de proteínas deve ser feita uma diálise contra tampão.</span></span></div>
<span style="font-family: inherit;">
</span><div class="MsoNormal" style="text-align: justify;">
<span style="font-family: inherit;"><span lang="PT" style="font-size: 12pt; line-height: 115%;"> As mudanças no pH
alteram a carga das proteínas, por isso é necessário conhecer o seu ponto isoelétrico
(pH a que a carga da proteína é 0) e certificar-se de que o pH do sistema está
convenientemente ajustado e tamponado.</span></span></div>
Anonymoushttp://www.blogger.com/profile/03345128876447406197noreply@blogger.com0tag:blogger.com,1999:blog-969378079278995660.post-32269002194463923302013-05-21T16:27:00.001-07:002013-05-21T16:31:26.434-07:00FUNÇÕES VARIADAS<br />
<h2 align="center" style="background: white; margin-bottom: .0001pt; margin: 0cm; text-align: center;">
<span style="font-family: 'Lucida Sans Unicode'; font-size: 30pt;">PROTEÍNAS<o:p></o:p></span></h2>
<h2 align="center" style="background-color: white; background-position: initial initial; background-repeat: initial initial; margin: 0cm 0cm 0.0001pt; text-align: center;">
<span style="font-family: 'Lucida Sans Unicode'; font-size: 24pt;"> </span></h2>
<div class="MsoNormal" style="background: white; margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="background: #F3F3F3; color: #cc0000; font-family: Arial; font-size: 24.0pt;">As proteínas são as moléculas orgânicas
mais abundantes e importantes nas células e perfazem 50% ou mais do nosso peso
seco. São encontradas em todas as partes de todas as células, uma vez que são
fundamentais sob todos os aspectos da estrutura e função celulares. Existem
muitas espécies diferentes de proteínas, cada uma especializada para uma função
biológica diversa. Além disso, a maior parte da informação genética é expressa
pelas proteínas.</span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="background: #F3F3F3; color: #cc0000; font-family: Arial; font-size: 24.0pt;"><br /></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="background: #F3F3F3; color: #cc0000; font-family: Arial; font-size: 24.0pt;"><img height="243" src="http://estilodevidasaudavelap.files.wordpress.com/2010/11/proteinas.png" width="400" /></span><br />
<span style="background: #F3F3F3; color: #cc0000; font-family: Arial; font-size: 24.0pt;"></span>
<div style="background: white; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: justify;">
<span style="background: #F3F3F3; color: #cc0000; font-family: Arial; font-size: 24.0pt;"><span style="background-color: #f3f3f3; background-position: initial initial; background-repeat: initial initial; font-size: 26pt;">Principais funções das
proteínas:<o:p></o:p></span></span><br />
<span style="background: #F3F3F3; color: #cc0000; font-family: Arial; font-size: 24.0pt;"><span style="background-color: #f3f3f3; background-position: initial initial; background-repeat: initial initial; font-size: 26pt;"><br /></span></span></div>
</div>
<div style="background-color: white; background-position: initial initial; background-repeat: initial initial; color: #cc0000; margin: 12pt 0cm; text-align: justify;">
<ul type="disc">
<li class="MsoNormal" style="color: #cc0000; mso-list: l3 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="background: #F3F3F3; font-family: Arial; font-size: 23.0pt;">REPARAÇÃO DE
PROTEÍNAS CORPÓREAS GASTAS (ANABOLISMO), RESULTANTES DO CONTÍNUO DESGASTE
NATURAL (CATABOLISMO) QUE OCORRE NO ORGANISMO;<o:p></o:p></span></li>
</ul>
<ul type="disc">
<li class="MsoNormal" style="background: white; color: #cc0000; mso-list: l4 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="background: #F3F3F3; font-family: Arial; font-size: 23.0pt;">CONSTRUÇÃO
DE NOVOS TECIDOS;<o:p></o:p></span></li>
</ul>
<ul type="disc">
<li class="MsoNormal" style="background: white; color: #cc0000; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="background: #F3F3F3; font-family: Arial; font-size: 23.0pt;">FONTE DE
CALOR E ENERGIA (FORNECEM 4 Kcal POR GRAMA);<o:p></o:p></span></li>
</ul>
<ul type="disc">
<li class="MsoNormal" style="background: white; color: #cc0000; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 23.0pt;">TRANSPORTE DE SUBSTÂNCIAS;<o:p></o:p></span></li>
</ul>
<ul type="disc">
<li class="MsoNormal" style="background: white; color: #cc0000; mso-list: l5 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 23.0pt;">DEFESA DO ORGANISMO CONTRA
CORPOS ESTRANHOS;<o:p></o:p></span></li>
</ul>
<ul type="disc">
<li class="MsoNormal" style="background: white; color: #cc0000; mso-list: l0 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: Arial; font-size: 23.0pt;">CATALISADOR DE REAÇÕES
QUÍMICAS.<o:p></o:p></span></li>
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<div>
<span style="color: #cc0000; font-family: Arial;"><span style="font-size: 31px;"><br /></span></span></div>
<div class="MsoNormal">
<span style="color: #e06666;"><b><i><span style="background-color: white; font-family: 'Coming Soon';">FONTE:</span></i></b><b><i><span style="font-family: 'Coming Soon';"><br />
<span style="background-color: white;">Google imagens</span><br />
<span style="background-color: white;">Microbiologia
Médica de Patrick R. Murray, Ken S. Rosenthal, George S. Kobayashi e Michael A.
Pfaller- 4° ed. 2004</span><br />
<span style="background-color: white;">Princípios de
Bioquímica de Lehninger David L. Nelson e Michael M Cox-5° ed. 2011</span></span></i></b></span><span style="color: #cc0000;"><o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="background: white; margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="background: #F3F3F3; color: #cc0000; font-family: Arial; font-size: 24.0pt;"><br /></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="background: #F3F3F3; color: #cc0000; font-family: Arial; font-size: 24.0pt;"><br /></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="background: #F3F3F3; color: #cc0000; font-family: Arial; font-size: 24.0pt;"><br /></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="background: #F3F3F3; color: #cc0000; font-family: Arial; font-size: 24.0pt;"><br /></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 5.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 5.0pt;">
<span style="background: #F3F3F3; color: #cc0000; font-family: Arial; font-size: 24.0pt;"><br /></span></div>
Anonymoushttp://www.blogger.com/profile/11941914003641618769noreply@blogger.com0tag:blogger.com,1999:blog-969378079278995660.post-38798162011855271882013-05-20T17:45:00.001-07:002013-05-20T17:45:46.244-07:00HIERARQUIA DA ESTRUTURA PROTEÍCA<br />
<br />
<br />
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<span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>PRIMÁRIA</span></div>
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<span style="font-size: 12.0pt; line-height: 115%;"> a sequ</span>ência d<span style="font-size: 12.0pt; line-height: 115%;">e aminoácidos.<span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-size: 12.0pt; line-height: 115%;">SECUNDÁRIA</span></div>
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São arranjos regulares de aminoácidos<span style="mso-spacerun: yes;"> </span>localizados próximos uns dos
outros <span style="mso-tab-count: 1;"> </span></div>
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na estrutura primária.</div>
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<span style="mso-tab-count: 1;"></span>- consiste
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<span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"></span></span><span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"></span></span><div class="MsoNormal" style="tab-stops: 259.5pt;">
<span style="font-size: 12.0pt; line-height: 115%;">TERCIÁRIA<span style="mso-tab-count: 1;"> </span></span><span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"><span style="mso-tab-count: 1;"><span style="font-size: x-large;"> </span></span></span>;</span></div>
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<span style="font-size: 12.0pt; line-height: 115%;"> A </span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">organizaç</span>ão
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<span style="mso-tab-count: 1;"><span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>- Estabilizados
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<span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;">Q</span>UARTENÁRIA<span style="mso-tab-count: 1;"> </span></span><span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"><span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span></span><span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"><span style="mso-tab-count: 1;"><span style="font-size: x-large;"> </span></span></span></span></span><span style="mso-tab-count: 1;"> </span> </span></div>
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<span style="font-size: 12.0pt; line-height: 115%;">É o arranjo de múltiplas subunidades polipeptídicas na proteína.<span style="mso-tab-count: 1;"> </span></span></div>
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<span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"><span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"><span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"><span style="mso-tab-count: 1;"><span style="color: red;"><span style="font-size: x-large;"><span><span><span></span></span></span></span></span></span></span></span></span>- Estabilizados
por pontes de</span> </span></span><span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"><span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"></span>hidrogênio, interações hidrofóbicas e </span></span>interações
eletrostáticas.</span></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal" style="tab-stops: 247.5pt;">
<span style="font-size: 12.0pt; line-height: 115%;">Fonte:</span></div>
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<span style="font-size: 12.0pt; line-height: 115%;">http://quimica10.com.br/10/wp-content/uploads/2009/01/2-estrutura-das-proteinas.pdf</span></div>
Anonymoushttp://www.blogger.com/profile/02510853380520683469noreply@blogger.com0tag:blogger.com,1999:blog-969378079278995660.post-56155349758683842982013-05-19T10:14:00.004-07:002013-05-19T10:16:31.711-07:00<h3 class="post-title entry-title" itemprop="name" style="text-align: center;">
<span style="font-size: x-large;"><span style="color: magenta;">Charge <span style="color: lime;">do </span><span style="color: red;">Dia</span>: <span style="color: #e06666;"><span style="background-color: white;">macaco </span></span>e <span style="color: #351c75;">proteínas</span>..
</span></span></h3>
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<a href="http://1.bp.blogspot.com/-bgwC6u24JRs/UEICJQmk2cI/AAAAAAAAQ4I/Hc-N4Q-eK0E/s1600/gorila.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img height="558" id="irc_mi" src="http://1.bp.blogspot.com/-bgwC6u24JRs/UEICJQmk2cI/AAAAAAAAQ4I/Hc-N4Q-eK0E/s1600/gorila.jpg" style="margin-top: 0px;" width="470" /> </a></div>
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<span style="color: lime;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">Animais vegetarianos são carnívoros disfarçados. Eles recebem proteinas
das bactérias que processam a materia vegetal que vivem nos seus rúmens
e estômagos.</span></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #351c75;"><span style="font-size: large;"><span style="color: lime;"> Em todo caso, se alguém descobrir como retirar vitamina
B12 de vegetais, vai ganhar muito dinheiro!!!</span></span></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #351c75;"><span style="font-size: large;"><span style="color: lime;"> </span> </span></span></span></div>
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<span style="font-size: large;"><span style="color: lime;"><span style="font-size: large;">A</span>té a próxima turma.. </span> </span></div>
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<br />Anonymoushttp://www.blogger.com/profile/11941914003641618769noreply@blogger.com0tag:blogger.com,1999:blog-969378079278995660.post-85907162603669602672013-05-18T14:54:00.001-07:002013-05-18T14:54:54.217-07:00BIOSSÍNTESE PROTEICA<div class="separator" style="clear: both; text-align: center;">
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Boa tarde!!!</div>
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Você já se perguntou como os antibióticos agem nas bactérias para combatê-las e eliminar a infecção???</div>
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Pois bem, hoje vamos compreender como a síntese proteica pode ser inibida nas bactérias pela segunda maior classe de antibióticos... </div>
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<img src="http://www.brasilescola.com/upload/e/antibioticos.jpg" /></div>
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<span style="color: lime;">INIBIÇÃO DA SÍNTESE DE PROTEÍNAS</span> </div>
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A síntese proteica constitui uma função central na fisiologia celular, e é o alvo principal de muitos antibióticos e toxinas naturais. A seleção natural favoreceu a evolução de compostos que fazem uso de diferenças mínimas para afetar seletivamente os sistemas das bactérias, de forma que essas armas bioquímicas são sintetizadas por alguns microorganismos, sendo extremamente tóxica para outros. <span style="color: red;">Uma vez que quase todas as etapas da síntese proteica podem ser inibidas por um ou outro antibiótico, esses compostos têm se tronado ferramentas valiosas no estudo da biossíntese proteica!!!</span></div>
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<img height="200" src="http://esquadraodoconhecimento.files.wordpress.com/2013/02/ac3a7c3a3o-de-antibic3b3ticos.png" width="400" /></div>
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<span style="color: lime;">CLASSE DE ANTIBIÓTICOS</span></div>
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<img height="248" src="http://1.bp.blogspot.com/-cQDnSBxm5Bs/UVOeGeNegoI/AAAAAAAAASY/-O-QWqKZEWU/s320/antibioticos.jpg" width="320" /></div>
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<ul>
<li><span style="color: #6aa84f;">Aminoglicosídios (estreptomicina, neomicina, canamicina e a tobramicina, gentamicina e a sisomicina)</span></li>
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Esses antibióticos inibem a síntese de proteínas ligando-se irreversivelmente às proteínas ribossomais 30S, produzindo dois efeitos: produção de proteínas aberrantes como resultado do erro de leitura do RNAm e a interrupção da síntese de proteínas em consequência prematura dos ribossomos do RNAm.</div>
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<li><span style="color: #6aa84f;">Tetraciclinas</span></li>
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São antibióticos bacteriostáticos de amplo espectro que inibem a síntese de proteínas através da ligação reversível às subunidades 30S do ribossomo, bloqueando assim a ligação do aminoacil-RNA de transferência (RNAt) ao complexo RNAm-ribossomo 30S.</div>
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<li><span style="color: #6aa84f;">Oxazolidonas</span></li>
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Antibióticos de estreito espectro que bloqueiam o início da síntese de proteínas, interferindo com a formação do complexo de iniciação na unidade 30S do ribossomo.Devido a esse mecanismo, não ocorre resistência cruzada com outros inibidores de proteínas.</div>
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<li><span style="color: #6aa84f;">Cloranfenicol</span></li>
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Exerce seu efeito bacteriostático ligando-se reversivelmente ao complexo peptidiltransferase da subunidade 50S do ribossomo, bloqueando assim o alongamento do peptídio.</div>
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<li><span style="color: #6aa84f;">Macrolídios ( azitromicina e claritromicina)</span></li>
</ul>
Exercem seus efeitos através de ligações reversíveis à subunidade 50S do ribossomo, bloqueando o alongamento do polipeptídio.<br />
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<ul>
<li><span style="color: #6aa84f;">Clindamicina </span></li>
</ul>
Ela inibe a peptidiltransferase, interferindo na ligação do complexo aminoácido-acil-RNAt.<br />
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<ul>
<li><span style="color: #6aa84f;">Estreptograminas </span><span style="color: #6aa84f;">(quinupristina-dalfopristina)</span></li>
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A dalfopristina se liga à subunidade 50S do ribossomo e induz uma mudança conformacional que facilita a ligação da quinupristina. A dalfopristina impede o alongamento da cadeiapeptídica, e a quinupristina inicia a liberação prematura das cadeias peptídicas do ribossomo.<br />
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<span style="color: #b45f06;">Espero que este conteúdo tem enriquecido o seu conhecimento!!!!!!</span><br />
<span style="color: #b45f06;">Até logo....</span><br />
<br />
FONTE:<br />
Google imagens<br />
Microbiologia Médica de Patrick R. Murray, Ken S. Rosenthal, George S. Kobayashi e Michael A. Pfaller- 4° ed. 2004<br />
Princípios de Bioquímica de Lehninger David L. Nelson e Michael M Cox-5° ed. 2011<br /> <br />
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<br />Anonymoushttp://www.blogger.com/profile/05514520664412028274noreply@blogger.com0tag:blogger.com,1999:blog-969378079278995660.post-45298174424528213262013-05-16T16:54:00.000-07:002013-05-16T16:54:15.679-07:00CLASSIFICAÇÃO DAS PROTEÍNAS QUANTO À SOLUBILIDADE<!--[if gte mso 9]><xml>
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<span style="font-size: 12.0pt;">Quanto à solubilidade as proteínas são classificadas
em: albuminas, globulinas glutelinas, prolaminas, protaminas e escleroproteínas.
As albuminas são solúveis em água ou solução salina diluída; as globulinas,
insolúveis em água, mas solúveis em solução de NaCl, usualmente de 0,4 a 1,0M; as glutelinas,
solúveis em ácidos ou soluções alcalinas diluídas; as prolaminas, solúveis em
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<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<span style="font-size: 12.0pt;">Classificação das proteínas quanto à solubilidade</span></div>
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<br /></div>
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<b><span style="font-size: 11.0pt;">Classes</span></b></div>
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<b><span style="font-size: 11.0pt;">Ocorrência</span></b></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 83.4pt;" valign="top" width="111">
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Albuminas</div>
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Solúveis em água, coaguláveis pelo
calor e ricas em aminoácidos essenciais, particularmente lisina. </div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 146.4pt;" valign="top" width="195">
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Presentes principalmente em alimentos
de origem animal. Ex.: lactoalbumina</div>
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Globulinas</div>
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<div class="MsoNormal" style="line-height: 10.05pt; mso-layout-grid-align: none; mso-pagination: none; mso-yfti-cnfc: 128; text-autospace: none;">
Insolúveis em água e solúveis em
solução fracamente salina, coaguláveis pelo calor. As de origem vegetal são deficientes
em metionina.</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 146.4pt;" valign="top" width="195">
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Presentes em alimentos de</div>
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origem animal (carne, leite) e
vegetal (leguminosas, cereais). Ex: ovoglobulina.</div>
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Glutelinas</div>
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Solúveis em soluções ácidas e
alcalinas diluídas, não coaguláveis pelo calor. São ricas em aminoácidos
essenciais.</div>
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<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 146.4pt;" valign="top" width="195">
<div class="MsoNormal" style="mso-yfti-cnfc: 64;">
Presentes só em alimentos de
origem vegetal, principalmente em cereais.</div>
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Prolaminas</div>
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Solúveis quase exclusivamente em
álcool a 70%. São extremamente pobres em lisina e triptofano.</div>
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Presente principalmente em
cereais. Exemplo: Zeína</div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 83.4pt;" valign="top" width="111">
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Protaminas</div>
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Proteínas de baixo peso
molecular, solúveis em água, não coaguláveis pelo calor.</div>
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<div class="MsoNormal" style="mso-yfti-cnfc: 64;">
Encontradas principalmente em
esperma, ovas de peixe, etc.</div>
</td>
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<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 83.4pt;" valign="top" width="111">
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Escleroproteínas</div>
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Insolúveis em água, soluções
ácidas e básicas diluídas. São proteínas estruturais</div>
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<td style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 146.4pt;" valign="top" width="195">
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São constituintes de tecidos
animais como os músculos e órgãos. Exemplo: colágenos, queratinas.</div>
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<div align="left" class="MsoTitle" style="mso-outline-level: 1; text-align: left;">
FONTE:<span style="mso-spacerun: yes;"> </span></div>
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<br /></div>
<div class="MsoNormal" style="margin-left: 1.0cm; tab-stops: 1.0cm; text-align: justify; text-indent: -14.15pt;">
<span lang="EN-US" style="font-size: 11.0pt; mso-ansi-language: EN-US;">LEHNINGER, A, NELSON, D.L, COX, M. M. . </span><span style="font-size: 11.0pt;">Princípios de Bioquímica. 3<sup>a</sup><span style="mso-spacerun: yes;">
</span>edição, São Paulo, Sarvier, 2003.</span></div>
<div class="MsoNormal">
<i><span style="font-size: 12.0pt;"><span style="mso-spacerun: yes;"> </span>www.agronomiaufs.com.br/.../18-205012-</span></i></div>
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Anonymoushttp://www.blogger.com/profile/02510853380520683469noreply@blogger.com4tag:blogger.com,1999:blog-969378079278995660.post-25186912680663754732013-05-15T19:20:00.001-07:002013-05-15T19:20:43.061-07:00TECNICAS DE ANALISE DE PROTEÍNAS (CONTINUAÇÃO)<!--[if gte mso 9]><xml>
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<span lang="PT" style="mso-ansi-language: PT;"> Baseia-se na
carga da proteína que estamos a tentar isolar. Se esta possuir carga positiva,
a solução deve passar por uma coluna com carga negativa (impedindo a passagem
das proteínas com carga positiva).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="PT" style="mso-ansi-language: PT;"> Depois de fazer
passar a solução pela coluna recorre-se ao procedimento “salting out” para
separar a proteína, com carga positiva, da coluna com carga negativa (este tipo
de coluna é denominado “coluna de troca de catiões” e possui iões de sulfato, imobilizados
na fase estacionário). </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="PT" style="mso-ansi-language: PT;"> Para impedir a
passagem de uma proteína com carga negativa utiliza-se uma coluna de carga
positiva designada por “coluna de troca de aniões” que, geralmente, possui iões
de amónio.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-3R-yrTY7oRs/UZRCQtXqKcI/AAAAAAAAAFc/ouVoENvUpQw/s1600/021809-0207-1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-3R-yrTY7oRs/UZRCQtXqKcI/AAAAAAAAAFc/ouVoENvUpQw/s1600/021809-0207-1.png" /></a></div>
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<br />
Anonymoushttp://www.blogger.com/profile/03345128876447406197noreply@blogger.com0tag:blogger.com,1999:blog-969378079278995660.post-32401884034342545212013-05-14T17:04:00.001-07:002013-05-14T17:04:08.253-07:005º FUNÇÃO DAS PROTEÍNAS<div style="text-align: center;">
<span style="color: #741b47; font-size: x-large;">5º FUNÇÃO : ESTRUTURAIS</span></div>
<div style="text-align: center;">
<span style="color: #741b47; font-size: x-large;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<img height="300" src="http://www.fcfar.unesp.br/alimentos/bioquimica/imagens/collagen.jpg" width="320" /></div>
<div style="text-align: center;">
<span style="color: #741b47; font-size: x-large;"><br /></span></div>
<div style="text-align: center;">
<span style="color: #741b47; font-size: x-large;"><br /></span></div>
<div style="text-align: center;">
<span style="background-color: white; color: #351c75; font-family: Arial; font-size: x-large; text-align: left;">Proteínas estruturais são as
proteínas que servem como filamentos de suporte, cabos ou lâminas para fornecer
proteção ou resistência à estruturas biológicas.</span></div>
<div style="text-align: left;">
</div>
<h2>
<span style="color: #351c75;"><span class="apple-style-span"><span style="background-color: white; font-family: Arial;"><br /><div style="font-size: xx-large; text-align: center;">
<span style="font-weight: normal;">Um exemplo muito comum deste tipo de proteína é o colágeno, altamente
encontrado em cartilagem e tendões, sendo bastante resistente à tensão. Unhas e
cabelos são formados, basicamente, por queratina, um outro tipo de proteína
estrutural.</span></div>
<div style="font-size: xx-large; text-align: center;">
<span style="font-weight: normal;"><br /></span></div>
<div style="font-size: xx-large; text-align: center;">
<span style="font-weight: normal;"><br /></span></div>
<div style="font-size: xx-large; text-align: center;">
<img src="http://4.bp.blogspot.com/-bcQjOw3r15w/TtEtPwtEnrI/AAAAAAAABio/bQVtkt4YRxU/s1600/prote%25C3%25ADnas+estruturais.jpg" /></div>
<div style="font-size: xx-large; text-align: center;">
<br /></div>
<div style="font-size: xx-large; text-align: center;">
<br /></div>
<div style="font-size: xx-large; text-align: center;">
<img height="321" src="http://1.bp.blogspot.com/-D_PLysXrgoI/Tod7QEL2HnI/AAAAAAAAFTU/QKt48Djq-3Y/s400/proteinas+estruturais.jpg" width="400" /></div>
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<div style="font-size: xx-large; text-align: left;">
<span style="font-size: small; font-weight: normal;"><br /></span></div>
<div style="font-size: xx-large; text-align: left;">
<span style="font-size: small; font-weight: normal;">ABRAÇOS E ATÉ A PRÓXIMA TURMA</span></div>
<div style="font-size: xx-large; text-align: left;">
<span style="font-size: small; font-weight: normal;"><br /></span></div>
<div style="font-size: xx-large; text-align: left;">
<span style="font-size: small; font-weight: normal;"><br /></span></div>
<div style="text-align: left;">
<span style="font-weight: normal;"><span style="font-size: x-small;">PRINCÍPIOS DE BIOQUÍMICA DE LEHNINGER, 5º EDIÇÃO, DE David l. Nelson e Michael M. Cox.</span></span></div>
</span></span></span></h2>
Anonymoushttp://www.blogger.com/profile/11941914003641618769noreply@blogger.com0tag:blogger.com,1999:blog-969378079278995660.post-1791232430445129132013-05-13T11:26:00.000-07:002013-05-13T11:26:29.692-07:00ESTRUTURA QUATERNÁRIA<br />
<br />
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<br />
<div style="text-align: justify;">
A estrutura quaternária é a união de várias
estruturas terciárias que assumem formas espaciais bem definidas. Por exemplo,
abaixo temos um modelo da estrutura quaternária da hemoglobina humana, a
proteína nos glóbulos vermelhos que transporta oxigênio pelo organismo.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
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UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabela normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
</div>
<div style="text-align: justify;">
Essa estrutura é formada por quatro estruturas
terciárias, sendo que existem entre elas grupos proteicos (heme) formados pelo
ferro, como mostrado na próxima ilustração:</div>
<div align="center" style="text-align: center;">
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27dyszMxN9SqVTFxcUxMTH37t0rKSlBNJGQITgGPxsYgqt1UHsQqampe/bsGT58eMeOHd3c3FxcXJo3b+7t7X3gwIHCwsLVq1ePGzfu0qVLMpkMq6gpKSkzZ85csmRJWloa+kl5DYMhuDoNhuBqI8CFihAqLCzcsWNHgwYNrKysOnXqFBAQsG3bNj8/v5kzZ544cSI7O7tfv37169cPDg5WKBRYdb19+3aTJk26du0aHx9Pdz78lI+YIbg6AXpIAfrM0oxtMffuxg0aOIzLEbJZfAN9k8WLlkmlcvTzvv21DvCksG80eGeoqYmFg73j3r17U1JSCgoKSkpKcnNzMzMzy8rKysrKfHz6mJrWCw3dI5Mp5HIwxqGoqDuNGzft1KnLo0eJdE+sUkmizwJQavujZwiuTkCN3T5/aykKKZVk7P2HQ4eMZLP4BME1NbHwX7KiokJc44Nl8P8ACO7Zs+eDBg4zMTafP29xdnY2+BwA4D8Vi8U9enjb2NgdPHiYTmSPHiW2atXGxcUtNjYeIaRSUVXU9slZwD9b2xVYhuDqHOjsplAosI0ZIfTwQdLQISO5HCFBcA30TZb6B4jF0u83UgZfBkmSJImOHTtR366hk2OzO9H34XO1WF+JROLt7WNiYjZnztxz5y5cuRJ25UrYX39d+v33P+zs7Dt37pqQkKRUkipV5dNXqSh4H/ARarv4hhiCY0CSJFZ57sc86NtnII+rQRBcLU29lQG/weeQ61PbF/OfAPgRiMXSDRs2WVrY9uzROzMjB30a0wtCnEQi6d9/IEGw7e0btGvn6uLi5ubm3r69h6NjY4Jg9+nT7/nzdIVChRASiSS5uflSqRyH/qrRXI1eZLWCIbi6gi+uxvQPS0vLjx452d7Ni83iswiepobunNnzS0rK0Gd2GQbfC/h5icXSgIBV5vWshwweUVhQij4jOJVKpVQqv0ZwLBanc+euqalpMpni8ePkvXv379oVcurUmYyMDOxzoCdyfb8r/l/BEFydwFfsbhQOGX30KHHjxs3du/UyNDBls/gctoDLEbq0cz9y5Fh5ueg7jZrBFwAEpFCogoLWGxqYdvDq8u7te/gX8BoWvuRy+ddUVHv7Bu3beyQnp7x/nxMQsKpfvwHjx0/s3LnrmjVr4uPjMbWhWi6+IYbg6g7U3lSVSiWXy6VSaUpKyqFDh4YPH1mvngVBcAmCy+NqgBlOwNfy9OwQHLz75cuXOMiAwfcF8BdFodOnzzZp3MLaqv7RIyel0k9MpbCYlZWVfc3J8Ouvzl5eHZOSnuTk5O7aFbJx4+adO3d16tTF1dX14MGDItHPs6QxBFcXQVGUXC4Xi8UREREzZsxo0KABh8MjCLaAr8XnaUKYCJAdQbCdnJps2bIlNzf3e4+aAaLZyFBS0pOBA4YKBdrjxk56+PChSCSiy24kSZaXl38tTOSXX9p27NgZvKhlZRX5+YUJCUmzZs1xdnY+evQoLGbYKFGrq4z85ASnZhfHmXogzcBvqVQukynUJHH8UGEDXg4A+NSVSpKikEQiQTQ7PRAH/TjUp6jmy/v/ALYzlUqFKIQopFIi2FAqUMKjJyuWBzZr2srE2By4jM3is1l8K0u7Ht193Nt3MDQwreI4rrVVff8lKwryS6rugFKhUFCUqipI+OcvSvGDgJ6nJRKJDhw44ODgwOPxRo4cff16eHFxqUKhys7+EBsbn57+srxc5OPjY25uvm3bNrFYjN3lkZGRLVu2dnVt//hxMkKooKDor78ujR07vkmTZlOnTk1LS8MqKrz89HJytQ4/OcHhWldSqfTWrVsLFizYvXu3TCYDkkIIlZaWHzp0xN9/2blzF5TKj0W1PucjsVgaExO7du26wYOHDho0ZMCAQUOGDNuyZUtycjLs8PdOxpohOLhYKJtDX3hVSkSRlRz3LCX9jy07fHr1M69nDXqogK9FEFwdbYOuXXpu/WPn3Tux16/dHDlirFCgTRBcoUCbwxY42Dv6L1nx+vVbiCqoEiVIiUQEiRAMagBqr9C7d+82b97s5uZmYmLWqlWbLl26DRgwqEOHTt2799y//2Bubr6Xl1e9evV27twpk8nwdyMiIqysbH791fnevfsqFfXixasdO4J79PDW1zccPnx4ZGQkoi3wtb2k0k9OcBgikWjLli16enpdu3YtKirCn2dkZI0ePdbMzNzPbx5E7WPgZ0xRVHFx6YEDh/r3H+jo2NjGxq5Nm19btWrj6Nh40qRJUVFRsJtcLsdJy2DrrXmRjU6yVFU5HSzBvX6VcejgsZEjxtpY2/N5mnyeJovgEQRXQ6jj6uKx1D8gOiqmtESkkFMUiaJu3xs/bnI9Myuwx7EInrVVfT+/eY8eJeLjQzSoSqWo4cusswBFgb50iUSiS5cujR8/sUuXbs2bt3R2dvHy6jhu3IS//rpUWFi8detWPz+/yMhIqVSKo3ZTU1MDAlZt2vT727cZCKHi4tL4+IdHjhybNm1G27Zt169fr1akpMavsjrxkxMchHRDVPeOHTv09fU7d+4sFosRQnK5kqJQVlb22LHjLSyslixZqvZdvHaVlZWFhPzZuvUv1ta2Y8aM27NnX2Rk1I0bEWfPnj979uybN29gN8wm33HRo2vW9Nc0L7foxvVb06fNcmzUlM/TBMWTRfD09Q3t7RuMHj32/Pm/8vMLYWeKqlTeX758vXTpcmtrW4Jgs9lcLpevpak3ZvQEsN3QT1sjF8egkm7wCiqRSBQKhVgsFokkOTm58fEPo6LuPHv2vKCgCOsoZWVl9IUWzClKJSmRyCgKKRQqiUQGf168eNnExGTcuHFgeMFl5hgbXC2AWCwODQ21tLTs168ffAKqVlFRyezZfo0aOfn7L5PJFPTSz8BTcrk8ISHBy6ujlZXNzJmzUlJS4dVRqSixWApv2OcxYlhPhGWzJl8RlUolk8kwu5WXl79+/Xqpf4CnRyd9PWMI4gWLm6GB6cCBg4ODd6env4SLgoQtVGWdRAi9efNu+fIAe/sGLBaHINgEwdXU0B05Ymxc3AOSrJwttXoC1EbAUooQev369alTp44fP56QkPThQ56awoBTFBBC4GbFqfVVH8rT019GRkZdu3bjxo2IwMDfGjZsuGTJEjC6kSQJBuVaraX+/ASnUCgUCoVIJAoODrawsOjfv79CoSDJysdfWFgMBLd06fIvztO8vLw9e/Zoael07tz1/v04+BBkHIgCR7QX7mv4Xk6GFy9e7Ny5c/jw4VaWduAYBZ1UT9fIp1e/P7bsePjwYVlZGewMVwF8jWhE+ebNm99//93Z2ZkgCILgEQTPxNh8QP8hZ8+eLy0tR0yGQ82CHp527969QYMGtWjRolu3HjNm+MbExCqVpFyuxG8m+sxshyp9RCqEUEWFODr67pIlS3v37jtgwKCuXbvPmTMHbHBUVWVzJg7uRwc8oYqKiuDgYBsbm+bNm+/cuXPr1u1bt27fuXPXhg2bXFzcLCysli1bARylVCrFYjEIXwiht2/fLl682NDQ2N9/GSRmAjNSFCJJ9ew/MHuBkxH+hV9HNZ3xGwFOIZPJXr58eebMGV9fXycnJ4IgeFwNFsHjsAXaWvptf3Vdsnh55K07UsnHvBy1seGlGzYKCwv37dvXvn17Nksg4GsTBI9F8Dp4dTl16gxwHIOaAd0JJpVKDxw4YG1tTRAEQbBbtGh18uRpNTsyoimYEDuCPrbRQlKpPDk5JSTkzyVLlgYG/vbHH9vi4uLAgKPmSK29+MkJDq8/JSUl+/fvb926tYaGhoWFhb19AxsbOwsLKzs7e4FAw9raNihovVQqF4vFHz58eP36dXZ2NtQ7ffv2ra+vr76+4bp1G+iZybiOEL3iAiayyMjImJiY5OTkjIyM4uJiug/rmwIsMomJiatWrWrVqhWHwyEIgsfjgTPUzrbBwAFDL5y/XF4mgZARoGP6vaIoqry8PCsrC0d7wtWVlJScPHnS1cVTKNABguPzND08vI4dO1FWVlEDl8YAoyqZQbFq1Sp4viwWp3//gQkJSXgfmeyjO0LN31VFcx9z7EkSKRQqpfKT3XDAU62O8f7JCQ6vP6Wlpbt27XJwcGjWrFlwcPCBAwdCQ0P37Nmzfft2FxcXW1vbdevWSSSSlJTUVatW9+s3YMqUaSEhf+bm5n/4kOfrO1tLS2fdug1wKDUrFRZ/YIMkyYKCAu+efRo7NW/T2nn0qPEbN2y5+NfVtOevEFX5MmFg+Q9TJF0pAJ3xi8yI96eLkBRFPU99uea39R7uHY0MzUAbBbWUx+P16dPnxIkTGRkZ9GL82O2Lj5yZmblv374BAwYdPnxUIgFbTOW/KirE18IiunX1hmOCs6JF8zYb1v+el5eHiRILv98OdJWfLn7S7QCf543Xdm0LfRIHh9LTX44dM5HDFrAIHofD8ff3p5vMGLsB4CcnOFS13JWXl+/YscPW1rZHjx5v376VSCRisVgsFqelpY0ZM6ZRo0arVq0qKSk5d+7CkiVLfX1nDx481NW1/bFjJ969yxw/fqKJiZm//zK6qAKxwXQHAmxIpdLo6Oh6ZlZsFp/LERoamDrYO7Z38xo0cNic2fO3bt1+/vxfqalpwB0AivrYHwQf7YvGe6gSAf/CGgfg+fPnu3btGjRwWAMHJwgBgeg2DaFOxw5dt23bduPGjQ8fPtBOStFlN4lEolQqCwoKQkJC3N3dtbV1W7RotXPnrvz8QmyvRAiVl0luR94dNXKchlAH2JPDFjRs0DgwMDA9PR19Oq++S4SB2pIADsfvZQOtdtAWPxQefrNrl54sgsdm8evVq7dlyxYsr6Fa7vqsRvz8BIejsbdv325qaurj44Noj7+wsHD69OkNGzYMCAgQi8WJiY8TEpKysz+EhPxpalpv5sxZb99mbN26XVtbt2PHzvfu4cJbJGQy0AF8kZubGxoaamZqiQUo/MNm8e3s7D09O0yZMm3dug0HDhy6cSMiNTWtoKBIbe6p2fW+WMkD22IyMzMvX748e/bsJk2acNgCnGWlraXv3NZt0cKlEeG3P88uxA413HVJoVDExcX1798fbDoEwW7SpNlvv63NyMhCCFUOgUIUie7djRs+bLSBvglcI5vFt7KyWrZsGdT4R1XzsAbmGHir6WsM7hqFPjUh1WpXIAY2I6hU1Nat2x3sHWGNad++/YULF+i7/QRsXi34yQkORB6EkFQq3bFjh7GxcY8ePWBKwKufm5s7depUW1vbZcuWwRzIzv6QlPRk48bNLVu2XrVqdWlpeUpKqqtrex0dvfHjJ8bHP8zLK4CDl5SU5eTkgAMeZ2vl5uaePXvWx6dPkybNTEzMDAyMNDW12WwuQbAh35PN5vJ4Ak1NbVPTei4ubr6+s3fvDr17NyY1Ne39+5zCwmKwnoATA33J0AvvN0KovFz04MGjNWuC2rVzFQo1CYINwRwCgYadnf2wYSPOnj2fl1dA9/bK5XJ6XR1Es7BQFPXgwYPx48cbGhri0VpaWq9ZE5SVlQ0EB7OGJNGjR4kzZvjWq2eB9zQ3t5w1a05CQhKM/7sDnghd3/++46kWwCtKkqRUKp81a462lj4Q3IQJE5KSPhrgML9/t4H+MPjJCQ5VvRMVFRVbt241NTX19vaGOEZAdnb2lClTbG1tV6xYAZ8cP36yU6cuDg4N27VzvXDhIkJILJYePXq8RYtW+vqG3br1CAhYdenSlcuXr27duv33339PTEwEHwK2Z2VnZ6elvbh27cbWrdtnzPB1d/c0Na3H5fIJgs3jCUA44nL5XC6fxeJoamqbm1s6Ojb29OwwevTYdes23LwZmZOTW5Xx+lHuqMwqRQghRJIoNTVty5atXbt2NzExw8dksTgGBka9evXes2ff06fP1CodfV7WDbvVgPHLysrCw8OnTp1qZGQCBxQKNe3tGyxatOTJk6eoyh5Hkoii0MuXrxctWmJhYUUQbD5fSBBsPT2D0aPHxsbGww41BhxfDeIb/QIpiqJnmNTcmL4NsLU3J2JTttAAACAASURBVCd30KAhIK3zeZrr1q2Dagh0PylDcKguEBw8crFYvH///rZt244fP76srAyv5zk5OYsWLXJzc9uwYQM4yGNj4/39l/Xs2at585YbN24uK6ugKFRUVHLkyLG+ffvXr+9gbW3buvUvzZu3bNGi1bhx46KiouihSfTzFhUVPX/+PCIi4siRI5s2bZo9ezZQJ9BBVegsSEBcNouvq2PYsEHjjh26Dh82euEC/21bg6Ojo1+9eiUWi/HB5XJ5UVHR0SMnx4yeYF+/EU5LgAheFxeXwMBA7Oz/fFRfvDl42iCElErlgwcPFi/2b9jQETiOw+GZmJhNmzYjISGJrGp6Ahvv3r0LCAiwsrLCariujuHwYaNvR96VSVXo28wvioavyWWQfZyfn5+QkBAZGYkTyH8OyOXyqKg7np4d4J7XM7M6deoU1iTQzyKuVgt+coKDbmkQDPH48eOQkJBz585BkBqqWt4jIiL279//4MEDkiRBvVKpqIiIW61atenRw/vu3RjsNn38OHn79p1TpkwbOnT4gAGD5syZe+jQobdv38K5cMjFFycexKZdunRl+/adM2fO6tu3v4eHV+PGTY2MTDgcHngkuBwhj6vBYQvAguZg7+jj4zNjxozff//99OnT9+7de/To0ZkzZ1atWtW8WWvwIcAaLhRou7l6Tpo47eLFi4WFhfjC4dRyuRwnVGBgM5maAQu2X716s3JloJ2dPXAcQbCNjU3Hjh0fFxcHmbxUVd2UtLS0pUuXNm/WWktTD7JWhQLtgQOGXrl8vaS4+sNH6Am2NHmWlEqlJSUlmZmZjx8/jo6OPnz48I4dO/z9/UeMGOHj4zNnzpybN2/+NBJNUVHRli1bGzVyIggulyNs7+Z17949+g6MDQ7jJyc4NYALEv8JKSkKhQJWP5VKlZn5PiMjq7xc9OTJ086du/bo4X3zZiSulQSOBbB/QRwcZjSYeGpvFZbscFw4fC6Vyt+9y7x9O3rbth0jRoxq3foXG2t7C3MbHW0DKBcOxnsWwSMIgsVicTgcMzOzrl27jhs3zsvLSyj8WK9NKNC2tXHo22fgkcMnSoor6APAYbr02tN0INpSj0kf+4XT018GBa13cmoCdkMOh8fjCUaNGnXjxg0QD+kxhqEh+9o5twfChcG3d/M6e+avan16lbcUK6QKhSI/Pz87O/v58+fR0dHHjh1bvXr1iBEjPD099fT0eDweQRBsNpsgCA0NjZEjR0ZHR1f7eGoeCoUiMzNzxgxfExMzWAhHDB/z9OlTtd0YIQ5QtwgOQ416EEIymay4uHjOnDl+fn5BQUFTpkxp3br1/Pnzs7Kyqv28CCGSJGUyWUlJyYcPHzIzM8PCwnbv3j19+nRnZ2cDAwOBQAAxuiATEQSXIHgCvraOtjGbpUEQAhaLxWazNTU1u3fvfvDgwZcvXwJZY5sdvYbXf3vXVSpVaWnp6dOnXV1dgSmEQqGGUMfDveOhg8fkMhJRCH4jConF0r1797u5uYO4B1a5Fi1anT9/HuKl8YV/MUQeh86p+TqxpAZGPeziyM3Nj4yMCg3dM9dv4bCho1zauTvYO1pa2JqZWupoG9BuGhcX7zTQN+ng1eXUqVNVpRY+ulboFgZ69MwP63hNTU1zdW0P1gNjY9M//tgmEono4bj/b+5g3UGdJjj6hlwuLysrW79+/bRp0yZMmODr6/vbb7/Fx8ejan3RPxfxQM6SSqV5eXmpqamRkZFHjx7dsGHDxIkTPT09TYzNq5RWHkHwuBwNDluTx9UmCKJz585BQUFRUVEFBQU4BE+NRz4vDPevhqpUKnNzc48ePerp6QmiEJcj5PM0XV08Thw/I5UoEYVIFZKIwX2cf+LEqe7de2poaAHHaWpqt2vXbuvWrZmZmXK5HM9Atfra+HTY96cWXSiXy1NT0yIjo/bu3b9q1Wpf39lDhw738PBycmpiZGimraUPSj3OtMUWSS5HCIo8fMJhCzw8PI4dOwZBM9jHquZz/MGtdRSFIiOjmjZtDje5QYNG585dgGpIeJ+vxYfXQdR1gsMAs/SLFy8iIiJOnz4dERHx7t07+FfNr+Tl5eXJycmXLl1au3bdjBm+I0eM9XDvaKBvShA8FsHXEOp37979xIkTIBzRgZduuEBc8ebfgj7JpVLpmTNnunTpIhBUBtlx2AI3V8/gnaHvs3IhMg5OIpcrr1wJGzx4qKlpvSovCuHk5LR69WpcVAoIFzTiL7p0ZTJZXl5eWlpaTEzMuXPndu3atW7dukmTpnh7+zg5NdHTMwBnMYvFYbMrSQ30YjaLr62lb2lh69ioqXv7Dr28+/rO9PObs8DLszOEUxAElyAIDw+PPXv2gKXyi42Nf2QDFkWh0tLyXbtCwHlNEOwOHTqlpKSq1R+kWyHqOBiCq/yTrjThtZ36tLxMNZ6dpnypA+8GIk9ZWUVGRtaF85f79hmopalPEDxNDb1ly5a9ePECdgMx7fO3+X9RUuj2e4SQQqG4cuXK0KFDNTV0uRwhCEo21vbLlq58+yYLVbEbQkiloqKi7owaNcbQ0BiMd9C2btWq1S9evMJFyvAGSaKKCnFBQVFWVvbLl69v344+e/b8li1bp02b0bFjZxsbO/A4czg8YDQeTwDHhIPr6uqbmJhZW9s2bOj466/O/foNWLhw8dat22/ejHzx4pVcrhSJJBcvXu7Tp5+urj6ozxwOr1mzFps2/Z6Tk4s+TbmjE8T3rev3NSiVZHr6y+nTZ2pr67JYHB0dvYkTJxcXl8J/1QQ3huBQnSU4NdDVE7VVvXoVlv93acUKmtpu79/nBKxYbWVpRxA8oUBn0qRJiYmJ6EsZl7jvBD7df5uo9HRXhJBcLn/06FHfPgOhVwNwnKWF7cqA3zIzcqoKsVRmcd+5c2/ChElWVjYsFgdMRZaW1tOnz3zw4JFCocJOm/z8wtjY+P37Dy5btmLMmHG9evVu2rS5vX2DevUs9PUNBQINkNT4fCGbzcVRNeDYtbCwatWqzZgx45YsWbpv34Fbt24nJ6e8fZuRl1dQUlImEn0MdSwtLb95M3L06LHa2ro4Oqd+fYeAgFVQ0haGDU5wtZLI/+G+fWtER9/t0KET1B+tX99h/fqNuIKI2gLJmOFQXSY4OoOoKUpqb0Y1vihfY7fPTe9YuIM/JRLZ4cNHW7dqC+Ti5uZ27do1Ol0qlcri4uKkpKQrV67cu3cPOI6kda3/t8BSIVXVAxghFB0VM2niNGOjelB8iUXwnBybzfVbmJj4GHbA5BUf/zAoaL21VX1cYtPE2HzihKmHDx0/cvjE6sCgRQuXjh83uWeP3m1aO9tY24MWicP66AY1guDq6uo7ODTs0qXbhAmTlixZunnzlqNHj1+7diM1NTUjI6O8vPyLNgd6KElMTMzUqVMN9E2wA9rB3nGpf0Dyk1R6vN5/VuprDCdOnKpf3wFEUTc390uXruB7Tn6pakgdR50mOPwGfJF3vp0riq6i0ichTixTAzgibt263aVLN5ic5ubm+/fvp5vbXrx4sXnz5vHjx/fo0WP+/Pk4LfQ/61n0tAcQbCmKQhR6EJ+4YP6SBg5OWFfV0zWaPn1mdPRd3JgOIUSSKCsrO2DF6sZOzcHeD31tmjdr/esvLsZG9ejOAYgv4XKE8AmPq2FibO7YqKlLO/de3n1HjRy3ZMnSbdt2XL16Depxy2SKryVLkFXFRbArA//57NmzWb5znRybwYn4PM36dg3nzJ4fH5dQWvpRy8N39QdkOqlUvm7dBi0tHSC4IUOGvXz5Gob5uXLwA46/5lF3CY7OXxStxztZVfUI/6vaT01VRaviT9SKsmHJS6GQoaopmpb2YtiwEZXxwDze+vXry8vLUdVCffnyZVtbWz6fTxCEi4vL9evXwVf4vxAcHtLHg1CIVKH0tNdLFi+3tqpPKyXAnjRpSnz8Q6jfjquP5GTnL1+2CmdcsFl8oDAsRoEkyOdp6usZW5jbNGzQuFXLX3v26O070++PLTsuXQx7kf5GLqO1B6O5JXA1Fzy3P1ft1eJRcj8Urlq5BkaOw0f69hn49OlTzHE/MnJycufMmYsDcWbM8K0qaUWqXfuPSdA1j7pLcLUEJEIk0JxUKvX3XwZWJC5HOGf2/LzcIkwlcXFxLi4uMGmtrepv3bq9qKgyAK0a5VA8i96+fbt58+YmTZpUFdQkjIyMevfuffny5U+iQChUVFh24viZ+nYNcc10CGAmCILL5err6zdu3Lh///4BAQF79+5NTEx8+vTp69evc3Nzy8vLcRrpPwT1EUipJLOzP7x7l1lWVoFDZSCGbuPGzVZWNgTBFgo1NTW1WSxOnz79QALF3g96QwM6WdRMEAk9NhvRdM+rV2506dyDx9VgsThWVja7du2qXXro50RM/xeiiR3066qoEKOqDGj6c4F1V614hBoYgvvBQSJEKpVyhJBCoVi/fqOurj6bzeWwBcOGjkp99tGR+uzZswkTJuhoG3DYAiNDswULFmVlZaPqlkDxq6lQKNLS0oKDgzt27MjhcHR0dAiCaNiwYXBwMORyVc5JCiEKXfzrKhAcm8XX1NBt+6vrqFGj5s+fv3Xr1mPHjl25cuX+/ftv3rwpKyuTyWT0Jj7Uvyz1TlfToqLuTJo0ZfTosVFRdypvJYkQQnK58vXrt9u372zd+hfssjAwMOrRw/vkydOQqwf1V+idDei20Rquc4dtoCRJ7ti+u3mz1iyCx2ZzXV3bX7x4sSZH8r9DLeSQjpcvX546dWrNmjWBgYGBgYHr16+/ePFiaWn548fJO3YER0Tcond9Ky8vv3btWmhoaHJyMq769UVlhSG4HxrQPR4IjiTJQ4eONGnSjM3msgheezevsKvhsJtCocjNzd2yZYuFuQ2Pq8Hnafr49ElNTfvWy3t5efn+/fvd3d1BHOvbt29ERATUVoHXjiJRaYloXdAmfT1jCKBr0rjFruA/4+Pj37x5o2Ym+9LlU/9KAsUEd+NGxODBQ7W0dDQ0tPr27X/16jXoHYEdjiUlZUePHvfw8OJweDj7om3bdocOHSkpwV14PuG1mowawYIbotGBUqmcNtXXyNCMILgcDm/ChEkpKSmoVtnaPic4kiSzsrJOnjw5YcIEZ2fntm3bdurUycXFxdPTc9myZfn5hYcOHWnbtt2iRUtevHiFv5WVlbVw4UI3N7fDhw9D0s7XbgJDcD80SFKJEIk7K0dE3OrVqzeLxSEIrn39Rjt3hOAZK5FITp06BbZ/guA2b94yPv7ht3v18WzPyck5efKks7MzpKlW8ho221Ho+rWbri4eMCpdHcNJE6fl5xWrkQXusog/oT7FPxwV3n/p0uUGBkZgiWezue7unocPH8XFo0A0k8kUp06d8fTsAEF2QHOtW/9y4MAh0O7Rp4pSTTpYQYbF1d/gw/z8/F7efcErraGhtW7dhuLiYvTDp17QgQVz/Ds3N3fv3r2NGjWysLDo3r37ihUrtm3btn79+rVr1x45cqS8XBQcvFtPz2DMmHHPn6eDeZei0Nu3bydOnGhhYbFz586/bxnBENwPDYpSUZQKE1xKSqqv72yI4NfTNVq0cCmYJxBCJEnGxMS0bPFLZYSapfX16+G4AWA1DgnPN/xiiUSiu3fvJiQkgFvjE980iYLWbtTW0gcnQ5vWzqdOnkNVXr+/jzv7D2yCCe7YsRMdO3bGIcF8vtDNzf3QoSNisZTed6q8XHT69NmePXtpaGjhgn1t27bbsSMYK/ifR8/WGKFQtDJ2Mpnszp07Lu3cwZRpbm559OhxXOuhZsbzvwNTGx5zZGRkt27deDzexIkT79+//+HDh7y8vOLi4ry8vPfv38tkiuDg3draupMmTcnMfI+Pk5+fP3PmTGtr65CQELBpfE3EZgjuBwdJkkqSrHyP8/IKNm36XSis9EiOHDEWothhwc/JyenSuQfISoaGxqGhe8AzWL26Fe4qTX0aQgwOTfp7RpLk46SUkSPGAufyuBrTpvpmZX74Yp04/N3/pVs2JrjCwuILFy726dMPqg0TBFtDQ8vZ2SUk5M+0tErDJchxIpHk/v24wYOHQuoFcFyjRk6rVq1+9y4TH/m7ZDWQtGp9eXl5O3fubODgxGELeFwNNzf327drX3EUTG3wOz8/f926dYaGhv37909ISIB96M9dpaJ27AjW1dWfMmXamzfv8Ie5ubnTp0+3sbHZvXu3TCZTC0KggyG4HxykSqWgqEpCkcuVR48eNzAwgmW8U8duMF2B4MRi8cQJUyG+TFNTe+7c+a9evULVvcIrFArcBREnfoD6pnYiqVS6ccMWJ8dmEBFiX7/RwQNHoV2hmkxUXcnhdJVWJJJERd0ZN26CoaExi8WBWsqtW/8SFLQ+JSUVWtyiKs9DTEzstGkzzMzMORwecKKdnf2KFSvT0tJA6cbxKDXpRaUXIn358uX06dP19Yy5HKGertGkSVPS01+iWiW+oc9ij+Pj4wcPHqyvr3/gwAFQCMCgRues7dt3amnpdOvWIzR0z+XLV8PCrl+8ePnQoUOdO3e2tLQMDQ2VSCT4/YEcZ/o9YQjuBwd4GD6+FleuhJmbW0IWQZvWzlFRd3CDrvLy8qX+AcZG9XhcDQ6HN3jw0ISEhOqdAF8MD6RohUDwe6lSqfLy8oYOGQlcrCHU6dtnYHxcglJRSXB04NABHEZAP+l/sMHhb8TFPRg9eqyurj5OjLW1rb98ecDr12/xtyCIJDY2ftasOWZm5mC543B4+vqGgYGBiYmJ3zf/CW5IQkJCjx49IGbQ1MRi9eo14FWsgSaN1Qi15eGvv/5ydnZ2cHC4cOECaAY4HBX/3r59J4fDq1fPwsPDq1u3Ht7ePt279/Ty8jI0NLS0tDx06JBMJiNJsqKioqioSCKRyOVy+lkYgqsFoCt9Dx8+7NWrF1iarSzt1q3bgOPdRCLRvn0H2rZtBxqZo2Nj6ClRIyCxM4QkSaWSLC0tP378ZAMHJxiqvr7hvn0HRCIR9V9zY/8tcIpIamqqr6+vkZERQRBQdMTWxsFvzoKkxKfAtlU2QfTmzbugoPWOjo2xrqqtpT92zMTY+w8psmpPCpFV00dNaJXL5VWrEYQukgiRYEXF+1CfAY8Wb9M2kEgkefHi1ZUrYXPmzLW0tIZAwiaNW4SFXaenoH7LG/lfQFGUVCpVi6ehXSyFEJJK5WFh16H6//Xr4WAxwGFuIGIrleSuXSFCoaa1te3YseMXLlzs6zt73rwFkyZNcXRsbGNjt2/fAZWKys3NP3XqzI4dwb///nt0dLRcLsf1EBmCqwWg1w1OSUkZP368jrYBi+AZGZrNnu2Xnf0B73b7dnT37j1hfpqa1tu7d3/NvPx4YqOq+fb69dsZM3yhtSCPq9GxY+fo6Ls11gyFqgqzUKlUMpksISFhwYIFDg4O2BpY367huLGToqNiKBKplJXVNEkSvX79dv36jS1atAKVlkXwTIzNhw0ddetmNLAbVMH7/Fz4PgCjQXwPsD1C6r1+vgaFQvH27dvY2Njz5//auXPXggWLxo4d7+PTx93ds1EjJ4Jgg+Tu0s49OTkF0V6M6r171Qt6JKNa0/To6Ltubu6GhsaHDx8FgpPLlXCrVCoKMv+2bdthYGA0ePDQa9duPH36LCEhKTHx8c2bkT4+fWxs7I4dO1FQULRrV4iPT5+RI0cPHDhw+PDhGzduxIsoQ3A/NOh+NCCO9+/fr1u3ztLClsfVEAq0vb19wBYDyM7+MGbMOOw6XL16Db2uxreDUomFFwinQNeu3WjSpBkkZpmZWgYFrcftFmuM4BBNJ0pPT1+7dm3DBo1x8r+2lv6ggcOibt9DVcmzsBjk5ORu3bq9fXsPIDiC4BoZmvXvN/jsmb9KS0RQ/44OktaMkSSVKpVCqZSTpJKiVAqFTKVS0C0MaigpKXn79u2DBw/CwsIOHTq0fv362bNnjxkzxs3N3draFntI4GlC/CNBcFs0bwPRy/S6zT8U1JIg1Z54Vcc48vHj5NGjxwoEGsuXB4C7TKkkpVI57A4dAjZt+l1HR2/GDF/sZEAIlZSUzZw5y9LS+s8/9xYVlZw5c2758oDdu0ODgoI6duxob2+P92QI7ocGPW0F5qpIJLpw4YKTYzOoVdusWQt6vJtCoZo/fyGuqTt9+szs7A81IsRViiqw9f59TmDgb9raupB86ubqefduDG4wXzN2enxP8GKem5u7eNGyli1+wSm0QoH2sKGj7kTfB4VILleCHFFWVnHq1JlOnbrA+GEtadPa+c/Q/cBx/3AAaoKbQqEqLxfl5OSmp79MTHwcGxu/bduOpUuXDxs2wsXFzcrKBje3xbHHUGwKN5wECc5A32ThwsXg5P37KLDvBbhwtXRv2BCJJDggsaSkLDh4t7m5ZePGTffs2Zed/QGrqCSJJBIZRaHdu0P19AwmTpz84sUrnG+Xmfl+5sxZFhZW27fvVCpJmUwBTzAjI8PX15fD4eDbwhDcDw165DfWR548efJLm3YgiVhaWl+5ElYlPpAUhTZs2GRubgnTY8CAQQkJSTVDcDhnFiF082Zkt249oB2inq7RzBlz8vMLKeoLsW/fDvRa7Tin9UNOwd49B3HgMRQ4cW7rdvTocUh1kMuVoBlJJLKLFy+7uXoKBdpg+RIKtH/9xSU0ZB9u7gP6L16EKIqit5oGqFQqiURSXi56+zYjMjIqOHj3rFlzvL19Wrf+pWFDRysrGwMDI6FQky6sAZ0JhZpQuo7PF1pb27Zr5+rm5m6gbwIc16xZi5MnT9NDLn5kYCEuNzf/0qUrV69ew0FtiYmPhwwZJhRqtm3bbs2aoMjIqLS0F/fvx12+fDU+/qFMpti9O1Qg0BgyZBjOZACj2/jxE83MzENC/pTJFLhgVFRU1IgRI5ycnKAOBWIIrlaArqgihHJycrp19cbxbsHBu3HtcopCx46daN36F/AYurq2P3fuQo2MkSRJpUwmQQjJ5fKNGzeDO5IguC1b/HLk8AmsANbkbKRLi5VkR6HyMsnRIyfd23cAdQ+U6F9+aXvw4GFQ5ymqsqqdWCwNuxo+eNBw2EfA1+JxNZzbum3csCUrK+tzVy+9a1p29oeEhKSwsOuhoXsCAlZNmjhtyOARHby6ODk2MzE21xDqcNgCXGkdyjdBGQI+T1NH26Bp0+a9evWePHnq0qXLt23bcerUmbCw66dPn23V8lcYNp8vnDBhUmpqao3dzH+LL/pPLly46OPTp317jzlz5kZE3BKJJFKpPCLi1rBhIywsrMzNLVu0aNWxY2dnZxdX1/YLFizKzy/8449tmpraQ4cOf/48HaFKa2lWVvaQIcOMjEx27twFsptKRRUVlUyZMqVTp06rV6/Gz4IhuB8d2NeG5ZGSkpJJE6dBhUgdHT0/v3lv3rypWszRnTv3evXqDTpO/foOGzdurgEJDtItwIv64MGD/v0HgvQBwb3paa9RVcRZzYCun+JtkiTBbVpeJjl+7HSP7j66OoZVlTXZXl4dg4N3g6FHpaIqy4pQ6N7duFEjxxkamGIHhaWFbVBQUFJSEhxWLpeXlJS8efMmOTn51q3bp06d2b5959Kly8eMGde5c9dGjZy0tXVxbSjcExL/aGnqWVvVb9a0lXv7DgP6D/Gd6bdieeCBA4du3br9/Hl6cXEpJtLS0vL58xabmVpCfaoGDRpt2LChoqL6m8/+76A+a05GUVR2dvaUKdM0NbUJgq2lpbNo0ZJXr94ghCgKPX36bMOGTaNHj23f3qNdO1dPzw6jR4/dsSO4pKQsOvqur+/sgwcPgwILOmxBQdHevfv9/OaFh9+E1ejt24z9+w96e3v7+/tDii6AIbgfHXSCg43y8vIVywNNTSwgoHfIkGFJSUlgdKAo9OzZ8zFjxgkEGgTBNjIymTt3Pj056ZsNstJvKBKJQkNDweXH5wuNDM1CQ/YpFQghpFJVZ+GmfzCkT05XGWenQhBpLJeRN67f6ttnoKaGLoctAMWwUSOnoKD1YNuq9PeRCFEo9v7DYUNHgeeax9VgETxDQ8PAwMDU1NRXr17dvXv3yJEjAQEBkydPbtPm13r1LHg8AfA79JMFSRZ+OGyBpoauibG5rY1DwwaNXdq59+0zcN7cRaEh++5E38/JzlfIKUQhbGxSQ0T4bS/PzkKBNhy8Z8+eaWlpP6aKSq9TgBAqKSkJDw9v0aIVl8tns7lsNnf+/IXv3mWqXWl6+stHjxLT01+CXAaf49Rgqqp1JABKv1AUys3N3759p6Nj4yFDhty7d6+srAzvwxBcrcS+fQdAD+XxBC1btoZ4N6h+UVhYuGbNGujTzGEL+vUdBG396DWI0DdQFRUKFUWh9+9zBgwYBLGyXC5//Pjxjx49ostQ6Lsmh5O0Gu5isTg+Pn7GjBlCoRDrqvXMrFYG/Jb9Pg9RSKX8uKikpKTMnDnT0NAQWsTyuNp2to6eHl3dXL2aNW1tbVVfS1NPV8cQK5t0GQ26eQkEAktLy3bt2o0cOXLt2rXnzp2LiYnJzMzMyckpKioSi8U4GwQvaRRF0X0IFEVJJJKgoCBjY2NowWNkaLYy4LfCglJEI5Qfoa8rftCVFdwo9CwlvU/vAdARjccTtGrV5vr1cIlEBhIZrDpi0cdeIv/kFFVdmco2bNjQtGlTa2vriRMnbtu2bdOmTXg3huBqJaKi7nTv3hPEBHNzyz179lG0utVHjhzR1zcEwcHDveOD+ER6TOm3WPBhcikUqrNnz//yS1vwAxobm4aEhOTl5eGTfovk/38LOoPI5fKbN2/OnDnT1MQCMi7YLL6Ntf1cv4UPHySBtxRnyD558mTx4sVOTk4sFosgBAQh4LCF0KwWSgnQeY3N4uvrGTdp3KJnj95jx0wMCgravn370aNHb9y4kZiYmJmZCYUJ5FBj8zNJk/6McBchuG8xMTEDBw4EEwSXI+zYoWtE+G1IV4L9RZN3MgAAIABJREFUgcR/BLEOP+j8vOLgnaGNGjYB07Curv6qVatzc/Mh9lChUFWUS0+fOh+wYvX16+E4sOlv5H28SimVysTExBkzZtja2pqbm3fq1Mnb27t///64PjNDcLUSeXkFkyZNgdeFw+HheDd4pSIjI52cmkBUQauWv548cVatNG61v/3wKn74kDdhwiQDAyMQLV1d2+NcsR8tnQhPHqlU+vjxY/8lKxo1bALExGbxTYzNJ02cFnMvXiIBt0Pl7Xr9+vWaNWsaNWok4Oty2EIWwScIHnxLU1PbxsauVctfPT06Deg/ZPKk6Uv9A3bv2hN+I/Jp8nOxWPyvSAdXEPn8c4lEcvjw4QYNGkHVLH0947l+C7OyshBNK1coFDVclfNz0ON7b0fe7dypO9Tp5PEEbm7uuEsRIPxGpKdHJ309427deuzdu//Fixf/MPxFpVJlZGScPXt2/fr1GzZsWLt27Zo1a+imSYbgaiUoCi1duhwa6xEE29d3dlZWNp4+jx496t69p0CgwWbx7WwbbN60tbi4+IvJQNUFkkQqFRURccvJqQkIFyYmZsuWrcjNzYUdfhyCwxITzntVKBR5uUXr1222s20AwXEQBty3z8CIiIiCggJEK+Sbmpo6depUHW1DYDcDfZMmjVu4u3sOGjRk3rwFBw4cCg+/+ebNO7B7wm0hSXr2lXp0GEkDTZevHK1CoXr3LvPNm3fw9OA2ZmVlzZw5S0/PAKTF+nYNL1y4AFMacyL9LDUPeiW70tLyNb+th26T0CR327YdFRVifItKS8unTfXV0tSDHXr08L569er/K+bDE8G6MDxWKAMByxKAIbjais2btxgbm4INe+jQ4Q8fJuD+ni9fvpwxw9fUtB6fp2libD7Ld25GRgaO2EKfFoytLmRkZC1fHiAUaoKJ3c3NPSYmFtfspedOfV8VlS7dfNQHKfQ+Kzdo7UZbGwfcj0Yo0J4yZcqdO3fgRgF3FBQUBAUF2dk25HI0NIQ6gwYOO3v2/PPn6VlZWYWFhdioBPibG6ymh35pnKryctG1azfGjBnn5zfvyZOnUFUBhnHjRoSLixvWiIcNG/bgwQP0afTfj1AIU6FQXbhw0cuzM0Q1sVicUaPGZGRkoSoXgUgkOXXqTIvmbSrVfBZnzJhxT548+fvD0m/d3xciZQiutuLYsRPNm7cEgnN39zx79jxMLZIk8/Ly1q5dZ25uCf36Onh1SU9PB4KjU1v1ToDw8JudOnXBLQ5mz/YrLVVvV/p9xQr06SXjuwHeVaUC5eUW/Rm6v+2vrhBEzWbxBw8eDMSBqibVq1evfH19TYzNCYJrbFRv5crADx/yYIfqklKBcNOev9q2NbiDVxcNoY6JsfmK5YGiChlCCMSTwsLiZctWwDC4HKGZmRmubatm1PtegFXk3bvMyZOnamnqwZrh4NDwwIFD9JaPL1++HjJkmJ5uZQWwNm1+PXv2vFQq/Xv2l8vlnztVcH9IukGGIbjairt3Y/r1GwD6oI2N3YYNm5TKyqJDIpHo4MHD9vYNoJWyc1u39PR0eqI7Pbm1WlBcXPrbb2shgwLENzrh/ggGbwCdg0CUqxwbhWRSFXhOTxw/0865vZ6uUTvn9vv378eqH9y0J0+eeHt7AwM2auS0a1cIjrJGNJGQ/BTwX5Ik1Wp50qt70u+SSolSnqaNHzeZyxHCzG/dqu3tyLt0q9z9+3H9+g6CUGEOh9O/f//79+/jwlPfXXxTKBQlJSUHDhxq0qQZOKkFfK158xakpb2gqMoonMLC4tDQPQ4ODcE/Y2pisXJlINRS/oc2OPqVfvErDMHVVqSlvZg5c5ZQqMlmc6G8Jcj8gHv37nfv3rNhg8auLh5z/Ra+fFmZkE83+Vcj7yQkJPXvPxA8HgTBnjhxMq3+6if5mN9diKNHiiAcNENWBschCikV6M/Q/aNHjd+75yAY4PDMIUkyISHBy8sLSKdVqzbHj5+ECSaXy0nyfxKdPrlLKlRRLt29aw+0cGURPEMD0ymTZ+CFCiGkVJI7tu82NqoHbRhNTEzWrFmTmZn5I3h14D6kpKQMGzZCINCAhbZ5s9bh4Tch25eikEymePw4uW/f/hoaWmwWX8DX8vLsHBsbT0tH/erNpKul9IBHtS4WiCG42ovy8vJt27bxeAI2m8vjavTy7lteJsFTt6Sk5MmTJ/Hx8a9evcrMzMS9+NQirQB0ieP/Yz0ZheQURVEkIlUIkYhUotJi+do/tujXs2ALtAiCV9++0Z9/7hWLyhH1ozgW/jkoilIqlRKJpLy8vLS0FNd0Q1XTJirqjq1tfZCbWjRvc/9+HF5XqpG44Sm8ePFi+vSZAoEGi+BxOUIrS7ujR4/Td0tKejJ06HAeTwAiUvNmrS9evCwSSehy+rcG3W1C4UY5KpSXW7T1j5021vZA0Ob1rIN3hpaVleGI9KKiknVBm6AANYfDsbOz27ZtG10crpbxMwRXW6FQKA4fPgy9o9gsvqdHp+eplWIa8JRcLv+kBzMNWI2ib/8zXZL8WPeRREolKZfLRaLy2fPmGpgYEwSbw+UPHjw0Lu4BIilEfX8j9z8EZnyqqhNrVWV2lVqdu7Cw6+bmlpBx5dzW7fHjZExr1SgRA1PIZLIbNyI8PLxAI+ZxNSZMmPTkyVNUVRiyrKxi374Djo6NWQSPwxbo6RrhskLfpZLSx4WTQrduRnt6dOLzNPk8TTaL7+XZOSnxKaLdpYiIW16enYH+2Gz2iBEjHj16hD4Tsf9HMARXixEeHg7xblAj7OJfV6uWR/WZ9jVbz9dkuq9CUTXfKRIhJYWkSqpChUTnzp6e6zfb06O9q4tzSMgnZqlaga/dgaoaUJUrgVyuPHbshKGhMUzLrl160ouUVS9AFBKJJAEBq6AXKkFwraxsNm7cLBZLsR6Xnf1hxgxfXR1DMGPZ2zc4duyEQqGomTJKasYHLHPlfigMWLEa+2oaODgF7wyVy0gs4n34kDd37nyhQBuG7ejoePz48W+hVjMEV1tBkuTjx4+9vX34fCGL4EG8W15eHrAYENl/buX5Vb6D+a5SUkoJQjKEZBRSUEiBSFReXHTrxvW9e3anpCTL5XK5QqX6/q68/xW0wryVIV3btu2AADQuRzh0yEhcxfObDQBFRkZ17dITzkgQ7O7de0ZH36U/nPDwm+2c24NZkMcTDBkyLDY2FtWIGY7+kmDPplwuP3H8jKuLB4ct4HKEXI5w8qTpH3IKcB09uVx+8uTp5s1bQrMOFsHz8/N78+YNQogeDl0t42cIrlYCyCsjI2PevAXGxqZQvnzK5BlZWVmf21lx9UFVFb6mjWJ19XOCq/wE9FNEqkiZipQhRELJb1KJEIVUKurDh2xgwcodaxs+E+XIqnYTKoRQVlb2smUrgOB0dQxn+c4tKSlD38xTTJIkRSGJRLZ92y4wZhEEu149iyVLlkL9W7ASVFSIV61cU8/MCnawsLCi1wv6pqBb+jEfvXv3buKEqVASSlNDt0XzNmfP/IVoL0R6ejo4H0Czbt2qbXh4OOjUwJLVeD8ZgqutIEmypKRk164QCAcR8LU8PTqlpaXhMG66yvBltvp0Pv+NMQ7zY3YpyiymiqWUHCEV0JgKqWQoKw/lFiE5QkqEVIgkkYr6rLT3D46veFo+IbiUlNSJEyfr6OixCJ61Vf01v62vqBBDIc/qdQ3TLKQIIfTk8bMRw8eABMdicdq1c71+PRx6foOLIzEhuV/fQWwWH+IQu3XrFhMTU43j+Ztxok9X06KiohMnTjRp3AJ0Tw2hzvx5i3M/FFb290EoNzd3165dVlY2YFrR1NDdsP734uJi+m3/pwaTfwCG4Gox5HL5X39dgjgjguBaWtgGBgaGhIScO3cuIiIiIiLi7t276enpmZmZBQUFFRUV9OqPIMdBH0m1LK7P3y0K6r0pFIev5wWffHzx7succkoOb6wSkRLqTHjGob8Skt+WiBBSIlKhkiPqb1oR/HD4ui2SBDMczOGYmNhevXpD3EOzpq1Cdu8Vi6VUVU5+9Q4JzAsQVFFeJjlx/EzLFr9A4XJdXf3Jk6cmJT1BVckSchm5f9/hxk7Noe6ThYXFggULMjMz//4U/zvUAioVCsWdO3cGDhwoFGjzeZoaQp12zu0jwm9DgCEQXERERI8ePTgcHpvN5XKEnTp2e/ggCVV1nsVHrq4FgyG4WgmyKpsyIuJWixatcIcBgiBYLJa+vn6LFi06duw4aNAgPz+/ZcuW7du37+zZs3fu3Hn69Onr168zMzNzc3MLCgog7Pv/jX2HCFW5XD56cXTHkbtmBp6+9+yDBFypMrG0pGjswqPDZu84H5VSQiEZQipKiSiEao0TVR00poNeiJU6e0TELXd3T8hyd27rduzoKVxr7xvFZFQ6EyiU8S57wvgpWlo6EGnYsKHj6dNnobkBSSLIfBgxfIy2ti5BsNlstrOz882bN7/FkD4d3keCU6lUhYWFf/75p4GBAXiZLcxtVq1cU1xUXsluFCovL1+/fr22tjaUC7Sxtt+2NbisVEyPjoTGptVlQGQIrhYABKhPcgwpBDW25votBBcblDPDVRXBuMvnaWpr6Rvom1iY21hZ2tW3a9jYqTkUWZw+bdZS/4Bt23YcOXIsPPxmcnJKfn6hWCytbE9Z9UbizqEUiYoKy/qtuN5i3LUGw26N25icUoLkSERRVGEe8l50q/uMwxfuvherEEXKESVFiFTWWoL7HFBq8czpC42dmhMEl81md+zY8f79+9goXr02OKwp48OWlpY+fvy4VctfodC5hlBnQP8hCY+ewJNSKpUKhSIsLAyaugoF2nq6RpMnTU9Pf0kfF0ijSmW1OVjVVNTLly+7uroSBAH1Vrt27Q6dYuClQgidOX3BvX0HguBCe51Jkya9fv26ugbzRTAE96OD7gylqhJTlAqUnvZ6qX9AfbuGGkId6LAFvAbeNFyVDOZDZbQRiw9togR8LR1tA0MD06ZNm7dt287Ts0OPHt7Dh4+cNm3G4sX+QUHrf9+87cTxMxHht6OjYp6lpOf+H3tXHRdF/r9nk0ZRCQPsOuNExPY8W7Hu7Bbr7NZTOTux89SzUVEMsEVFRQEpFQkJFZCupbZ38v3747M7jqve77yDRfzu89rXS4TZ2c/MzjzzzuedWwgMSEuVo9YGtJ7oW2/41a6zfa9G5shooBkoyMcHrQzsP/fcteAstc5r/T4IjkteFMUc++tUTQdHDBPyeLzBgwfHxsaWYbTosx/NmjYURUkkkqVLVtSq6YS+2fr1Gv956C+1imRjne/fv1+wYJGtrT1KudZ1aujtfZGbBuFWvZQV2HqU5OTk+fPnm5ubYxiGYfy2bdsdPnxUKpXrlAohL69gxvTZdra1UDLE2dnF29u7vNtajAT3TUOvsYkNxGZm5G5Yv6V2rbqs7Vandr0J492nTvlt1MhxfXoP6NSxm3Mb16ZNWtR0cERKs1ziQ3yHpLr5fCHSXGLnb9rYVK/p4OjcxrV/v0EjR4ydM3vBX0dPZmflSwpKJm4I7PLb5T6/B7hMPjVr253whFISoKi49JfVwW7zvf2CMr8zgmNDAQCA4+TmTZ5I9ALDMHd39+zsbODYL2WeZwBdcID9ZVjo8wH9B7Nf4kC3oVEvY2ndeSYI4vHjJ3379ufzxGidw4aNCA/nigXQfz+n9V+A9c0zMjJ2797dsmVLRHBz585HqiHorKhUmsuXrzZrqh2Vy+cLlyxZlpaWBhz1yvKAkeC+aXDD/+x1UFxcvHfPwR+at0bJUz5P7Fin/qaN29LTsmUyRXp6Znh45M2bt0+dOuPpuWPx4qXu7lN/+unnjh07t27dplGjJnXqONna2lepYmNhYSUUik1MzNgpnOiFor8sD4pF5r8MHfE6Lqm0RDFlU7Db4strfN6N23S/24Q/d516UUJAqUo2fF3ooIUX/YIyVTQAkEApAWi6MtaJfAyuBLFMpli+bJV2dgyPt3TpUqVSCZw7vAzDcHot+h+i+Dize9d+9GDj88T2drXXrN6AJMsRD8rlyh07dtWq6YSiYDY21Xfs2MUacWw0tazWqVezJpFIvLy8RowYMXTor+fOeev+RANAXFz8uHETzEytUF+qi4vrvXsPymoZfwMjwVUOoFYEAMjPzz9//nzrVm2rVqmhrW6vXW/jhq35eUWcQkpSqVTL5crSUllBQWFWVs779+lJSW9fvIgKCHh04YLPnj37Vq70mDNnXp8+/bp06da0aXNbW3tLS+sP84YFpugWQu7tL0NHpKZkSApKJqwLHrrU+3Rw9rGArCFzz42efyE4TpGjpIatfTZ4kY9fUKacAJbgKj+/ae9bxFzZ2bnz5i5Cp8XExGTz5s3Mx23tZUhwevlcVoYEGIiJjh8zegIbfHBp2+Ga3y2uxGNMTNzIEWN147v4vXv3vXv3no6piTJ3UeHjgiS5XJ6YmBgZ+SI7Oxd05ltOTt6ePftq1aqD3Ijateru3bsflfJ9qZuwrGAkuG8dXCNOKpWePn26a9euQoEpEp6tYl191co1Gek5WjGMz4Fb6YY0ryUSSWpqanx8fGTki6dPg69du+Hlde7o0WM7duxateqPxYuX/vrLyO4/9Wrn0rGmg2M1G7vFi5YrFTiuoYeuCPx16blrkdmxBbDj3IvuY/as2h/4JFE9aGXgkMWXrodky3AAIFGS4TsgOFZjiqKYmJi4SROnoqlatra2Bw8eRNuwBFfmwTiu7YZ2TuAMRYL3+UsNGzRFj7cq1tXHjpnIqsVQFKPRECdPeCEFdh5PUKWKzaJFS5A3TRCaMic4VsGUJMkvsdW9ew+QViCayNOv78CEhCSUIMZx3Oii/u+CFWUGALlc7uPj06NHDx6Phy7uajZ2c+csfPf2PbfOSA9fioIzn5MMU6k0ubn579+nBz0NvXXT3/v8pW1bd25Yv+XO7fu4hi4plg9YFTx00bn7zzNlAOHJioke593meq0/ldxzwZ3Bi3xuhuZqLTjQfB8uKnuWKIp5+PDxQLehyLZt2rTpmTNnAMq+xFfv0/WqJVBSOyM9Z8ni31G0Xigwreng6O3tjfp/SZJmGEhMeLdg/hITsQWa2uHs7HLp0iWlUomSDEzZiSBwY5SgY2HdiBztDNO0tIxVq/5gpyA1afzDoYNHpVI5ki+EcngwcGEkuG8aLAcRBBEVFTVhwgSBQMDj8fg8sbVVtUkTp754Hg0MsOM+4f+75b5Qxwts87bWXtQxJoEzNAU0BcBAcZFs6KZX/WadvBv0FgeQAhy+ndB/3uX+cx92mek3cMGFOxEFChJYgvsOelGBc7v6+l7r2uVn5LO3a9fOx8cHyjqxwII7NYr9gSRJ9nt5/CioZ4++PN3Im0mTJgUHB394PwP+dwOaNmkhFIoFApGFhdXMmTPj4+NRa22ZExy6qPQqdVkVqStXfHv16oNaLEzEFtOnzcrLLeTupFx7Zo0E901Aj3Q+5M50F/SzkIjhw0ZbWWrnjAiFwtmzZ8fExJTTDfYpCZIkKZfLey2PGrj4+rWQ9ziAhsZTC4jd52LbDD3w4/ibw5bfvxFWWqxGDeoEQ5CVqJPhS2BbOGga9u/XJnYwTDhs2LBnz57pSYQbRmMS+a2lpaUbN26sWrUqj8fj8XgWFhYeHh5oVh5q6kxLS9uwYYNtjZoCvgmfJ67p4Hhg/2FUz2iIFjqdplZGes6smfN0qWfhTz/99ODBA5a+uSrT5QQjwX0r+HwyjgFgIC42ceyYiVaWNiZiC1MTSwHfZMCAAX5+fuwNVuYy/J8lOIVC0W/pQ7e5Z3wD41F5qRQHv6DckYsu/jj69LAlV/yfF2oAAGhgSAanKUMI9hgINA2bN291cmyACgknTZr06tUrNgWh56mVH1gOpWk6IiJi5MiRQqGQx+NhGNa1a9ebN2+ivhQA0Gg0UVFR3br2QD61manVmNETXjyPJnDGACoISCFZrSLPel34sbULqkkSCkw3btzIVvayDni5njcjwX0rYKc9cdtCaQoSE94tWfw7mzOtYl29U8dufn5+KObCupx6yuBlDqRzu2Bv0NxNFwOfv2PQ7wDeFcDRqy9HLPdZtOtWwMvMEhVFkCqgiXJI1lUA2DC/Wo3Pn78Qyc8KBaZLly5NTU1lQ0jlpCbyKfRmShw/ftze3h7DMBMTk6FDhyLjiDX/CYLYsnl740bN0ZVjZ1tr8qRpfx76y+uM95kzZ8v1derk2ePHTu/etb9nj75I9M3M1MqlbYewsDDuRW6Ak2YkuG8F6IHGBjUQYaUkpy9ftgpVz6MUe9cuP1+5fI2da8vtny/X5VEUheP4rfDM64Gx6XmlwAClUTIAOMC7XOX5x29uhackZBXhAEguif5C0qNygU0RlpbKxo2bwMNEIqGZSGi2c+fOoqIidjNunYTBFsYwTHR09IwZM1q0aPHrr7/6+voWFxejv7LXT2xMwvhxk83NrLk9fCi7Wq4vocBUwDdBgpfoExvUb3L4z2OFhYXsGTPMiTIS3DcB7pOZLWHPzs72WLUW5fvR1encxvXI4eNqFQmcyjgoH/ONm45gdHJJEiVIZASBFoirgKEYABKgQAMlFGgAlLgmNze7qKgIpT6+G2Rn5w4d+iu6XU3EFl5eXlzx5M+mpMsJ3AJgtVodExPj5eUVFhYmk8m45jxaj7RUuXDBUlRRJBKaoWcknyfm84Xl+mJ7LVAhOoYJBw38JSkxmS2c5p43o4v6PwG9cqrc3NyjR4+iOcTo1bBB01079+VkFyDLiG3zZi+Rsr3HuNnYD5V0AAwAzaDPogFIgtDQNEkBaCiIT0javWfftGkzfHwuAwB3BHLlBTr26OjYn3/uib4IC/Mqt27d0nOyDOOiosWw3Iq+INRQAR9ayrTKuhKJxHPbrnYuHVleEwpMRUIzocC0vC04RG0CvglqzGrS+Iczp89Tuoc4l+DK+4wZCe5bAbdgMiMj488//+zcuTPqoheLzFu2aLN2zcbkd2msMirziThl2RZM6nULaT8FJRcoRkORFNAM0CROAEUDQYQFh8yeOa+mgxOGiYYOGR4dHV2GLUEVCJRFffjwsatrB1SWUdep4aNHj9Bf9ezc8l4MW2iGvh12sgzDMGzJJKK/kpKSY8eONWzQFHmIqPd+oNvQiROmTJwwZcqUaeX6mjDefYr7jAnj3dEPBw8cycrMQ9ct/Tm96PKDkeC+CXBdVLlcfu7cuU6dOvH5fPTgrVe30e/LPT60KzAf6o+4MbuyXdLnCY7SztXCgcaBxmlKK2xJ0Xu3bq9mVQPDTEQiK4eajlu2bJIrist2SRUFiqLu3PF3de1gaVHV0qJq504/cYvOuA1VFbRALdirSK1W37p1y9nZmRXRsrervXTJipTkdIoEitSqP5XfC9U2UaS2KkWbuv2Y01gjztjJ8P3gi/eAbrK6Rk2dOX2+Y4euOvMes7S0nDVrVkJCwv+/kwrF06dPhw0bJhCIBAKRSGjWoX2XhwFPgNNsiESfyvuC/nfgWmEf2RcEAQQplypCnkWuW79l9Mgxbr26/T5vakpqNMMoSJogkTQfDcAAQ+B6CrcI6AzoSXL/67yEtilVb/00sDVuNAXX/G6hAhE+n8/j8erUqePh4ZGamoo2/javn3KCkeAqAKxiOLqXaFo7UJ2h4UlgyJDBwyzMq2jDPRYWEydODA4ORg9nlGY1mHn/VdBoNMeOHatVqw7qyKlezX7hgqVoMjwLg0VevhbMJ9D+gcIZGicIQlJY/Dou6UXky6CHj+MiX+YXZtNA0MAQqKoMmSckwd0b/eWZGP8aXHZDZrtW/FZn2uMa+tZN/z69B+iypTxzc/ORI0eGh4cTBKFWq/+n2A2MBGd4fP7RzQCBM89CIkaPGm9uZo3KEVBBaWBgoN7bDbbUfw5klCUnJ0+bNgMNneLzxC1btLlx4wZrv4ChZq3/O+hRG/pZCaAG0DpYFI38cRoHHNgJO8CgdAoDDKc3jVuRy0ZXAQDx0b9OHXKrgj7ag65z4MXz6BHDx7AZTGtr66FDh96+fRttpVdo+b8AI8EZFF8MljEQ+ixy3NhJKKOPpg117fJzZGQkIgjW0ftmr060woCAR+3atUdFCWKR+cSJE58/f442YHSV69/mIXxKcDRNJ0ghJgfPLAYSAIAGIBgAioE3eXRCplxGAoWOi9AwFA004DgJACqVJiLieXDws4SEpKKiDzOw2TYD+G8Pqs88IxkgCXge+Wrmb3NRTTiq1xs8ePCdO3cQr30kef8/AyPBGRTcW4g74zYzI3funIXWVtVQLh/DhN1/6nXj+h22l0Wvfe8bhE7ysGjx4qXWVtVQkae9vf2ePXtYYUjmkylz3w6YjxsSUD/AoiNBUzdc33kqIjGdIAHUdImGUahJasORx9tPPEjIkBEAqFyGG0GPiooeM2acs7PL2LHjL126kpdX8Nmv798RvZ6GktYYZODli5gZ02fXqO6AHpBWljbIgkY14dyL7X8KRoKrGLDBFIZhsrKy1qze0KB+E51IofDn7r1vXL9D4NoyN/Zd33IMC3Rt3mFhET179NVpqWPDhw9njTjuxt8a9AgOdW6M3vTEZcypX+b6nfXPkOCAgwoHeVFJ4YglPu4rvJ6/lRIAAAQAgbLLFAmFktJjf52yt6uNzPCOHbqOHDF2//79UVFROI5zj/1fnAeGI6DEfXt6Wvaa1Rtsa9RERUUYJmzr3P7M6fNICJM9rm/zzJcrjARnUHxaMxUdHb1161Z7u9qsfG7LFm3On/MhcAapPrATZ8pJ+79MwNZnAQBNw66d+xzs6wgFphiG1atXb926dZmZmfBt32CfEpxGoxm5LaTNhIsdJ/rO2PzIPzpLCcAArZETE9Y9nfyHb2wmjQMwjOqD/h0DSYnJSxb/jgoY2VJ+Ozu7sWPHHjly5NGjR+np6f8lj6wnykBRVFpa2to1G1u1dEafaGlRta1cpNk3AAAgAElEQVRz+0MHj6qUWs9UL9fBjon5X4CR4AwKvZ6q4uLiPXv21KxZk88TI5+ufr3GqF2B1Xdj6Yxr9FXE2v8OnG4KhqKYqJexI4aPEYvMBQIBhmHdu3cPCQkBnYn3bUKP4EiS1Gg0I7Y96Tbf/6dZD7vPuLDl7JOUQjnDAC2FiZteTPjjZkIu4AAAagAVS3DJ79I2rN/SvFmrOrXrfRhvxucLhUIzMzMXF5fNmzeHhoZmZWWxDcVfBT22Sk9PP3fuXNMmLRCTogEdB/YfZlVDuCkOY5LBiPKFTppCDQA4Th48cKTFDz/yeWKRSIRhWLNmzfbs2ZOTkwOV7SpE1MDyr0qlunr1at26dVkFlNmz5r9JSkGZvk97VMtbCuWz0PtERjeekX2iSKXSMX88Grbs9uLjwd0Xnuw0+8aJoJJiigZCM3Jz+LSN12OSixkACjSktgCapGkgSTovryAw8OmWLdu6d+9hYWGFpLrRqRCLzK2tqjVs0HTM6AlnvS6UlEjZmaEsCIJiZRfYiBvzcdsm+hfpETVt0gLDMFNTUwzD7OzsNm7cmJWV9ekB/m/CSHCGBrrspFL5iROn2rt2RhETPp/v5OS0cuXK5ORkqAh1ijIBeysCQGxs7Ny5c21r1ESWaetWba9cvkYSuknSH+dbDFzch8iCq6On5zMiKlGpVJM3BQ6af33XtTerL0b0mOMzd1fQqzSZUgkjN4dP3XDt9XspA0ADQaFpyhROUQxNawcj5ObmP3z4eOtWz6lTp9vb1UZCfkhjQyQ0s6lq29a5/Zgx43bv3hsdHYvjJMMAV9aPWxGid3J0RZG079UbPXv0ZR+QtWrVWrx48cuXL9F7/6dc0S/BSHAVAIIgLl++2rFjZ3ZWqY2NDVLoRRt8s67o34O7YI1GExQU1N61MzspbuKEKa/jkpARxxapsm80zMHqxfj1QqJcuSqGYRQKxYTNd9x+u37usSQwvWjqhmtdRx877JuYlA+jt0ZOWX8tPk1BA0MxOAU0juNIKpdhgCAoVmigtFSWkJDkuW3X5EnT2vzYzsrShjuglscTODrWHTZshKfnjoCAR3l5BYgf4ZNWOXZVyNpVKtV37vj37eOm09HCbG1tFy1a9ObNGwOf0m8cRoIzKNBQK39//759+4vFpgK+iVhkXrVKjSlTpjx79gw+GfRbWfDZvIdMJvt9uYedbS2hwFQsMkeq2WxsSE8poELW+SUWQL+Uy+VjNvgOnuXvG1SUSxPn/GPdJpyfsubh5Zfq4RvDp264/vq9nAEgKDUFQBCEtKgwP1+iUmnjjCqVhvtp6emZFy74TJ06/ccfnWvUsBOLTfl8oVAo5vEEQqHY0tLa1bXDhg2bgoOfZWfnKpVKlsvYlXNdVH//+3379kcPDwwTmpubT58+nX1A6qVr/5dhJDhDIyQkZNSoUWKxKWppsraq9usvIyMiIlDImRvkrtBlfh24zilwLNAXz6N79+rPyuYMHvRrRPhLkuMOGtjQ4H4W22PAPlQoikLhUUQuOI6P3nht8Cz/a0EFStBkSIit+18Nmntl5uEXPRbd/W3z3bhUBQNA0gQFUFRUcvnCxQ0bNvn5Xc/Nzed+KI6TiJcIgsrKynn8+AkKz5mYmKEptAKBCMP4PJ6genVbZ2eXUaPGJCUlIXZjS6O51m5UVNSECZPMzCwEfBPk+Y4fP/7x48doA1TyZrTgEIwEZ2icPHmyadOmGMYXiUxMxBa9evYLeBAInDJ3pjwn0ZUfGI60yYc5LATs3rXfwb4O8qTsbGt5rForl6m5t6uBD5b5RGYKobi42MfH58SJE6iiBU35HLM+oOfkK5cfv1eDkmQgMFQ2Zd2NH92PtZ7oPXd7QHyaCmVNCAYiI18M6j+gYcPGnTp1mTlz9pkzZ+Pi4llr7kPTKAAA5OfnP3z4cOfOnRMmTGrSpBka7icSmSC+a968RXh4ONt9DB8/7YKDg6dMmVK9ui3SlbSytBkxfExgYKBCoQBOnpqtLvofh5HgDAqSJM+ePevi4iIUioVCcU0Hx7VrNqJ6N/ZyZJmuvId+ly24+b4PtxYDr+OSJk2ciuQPMUzY3rWz/90AuVzOxvUNn2HgfhxBEKga9vHjxz169GjRosXx48flcjlN0wqFYsz60O5TfLwDE+SgoinIkcCxO9HtphxtPdF7wa4niRka1AMqKSk9ceJUTVs7ZJQJBKImTZq5u089cuSvZ8/CsrNzufF+1PSOfoiNfX3o0OGxY8c7O7vY29fEML6lpfXkyVPevHnDNYpZmouJiZk5c2aNGjUwjM/nCwV8k5+79w54EPhpJ19lTFKVB4wEZ2jcu3evT58+6HFdq6bTtq07GfpDQIphGLVanZeXl5qays4fqhRgm4E+CuTTAAycP+dTr24jJLtYzcZuivsMiUSCaAU4jGNgi4OiqNLS0vfv38fFxeE4fvr0aScnJwzDRo0aFRYWhgp9J22Od1t042JokgIIoIACiJaoJm1/3GnW9YW7nyakq2kGaGDepKSu/mO9nY0t8jR5PAEiIFtb+8GDh+7atScuLi4jI+PTSRoAwDBQWFh89arfpEnujRo16dGj161bd9DJYZ8B6MxIJJLly5fb2tpiGIa8Wpe2HY4eOSEtVQKARqNhS39pA44x/MZhJDiDgiCI3NzcFStWoBtALDKfMX02Wxem0Wgoijlx4tS0qTN79+rv2q7TrVu3UITo06ENlQjJycnLlv1erVoNlECsVdPpko8vUi4D3YTgMj8o1mhipW51dfwk+6H37j0YNGhIp05dAgICEhMTZ8+ejWFYjRo19uzZg95y9VqQ7/WnCW/yCFTtRoNSRcQnJB07f/1GQFhajgyVYysVeGhI2IY1a39o3rpGdQfUkYIySJYWVatXs2/zY7sF85c8C4koLpKplARKJZPERw3wGRkZAQEBgYGB+fn5ACSOqwlCwzAUormsrJwNGzbVdHAUCc14mIjHEzg7u5w+fRoNVzPiSzASnKEhl8s9PT1NTc35fKFQYDpi+JjcHK1oGkVR+fmS336bhfqcxCLzI0eOyGQy9r2VLjaHIuUEQdy+fRepjKAZnZMmTg19Fqkrtdeab2XoVbH+Muv/klrQAFBaKktJea9Uqs+ePe/oWFcgEM2bN+/Vq1cBAQHu7u6zZs0KCgpCSuVZeYq0rNLCUhKnAKe0okQKlTI1T5pZqFRSwM4OU8jk8THRd+882LplR98+bg72dRDNIabj88QO9nW6de0xfdosrzPeae+z2HpAANBoNCh2hpLsFEVRFMEdQf/2bfLGjZvbtGkrFpmjh0TduvU9PXdkZmYai93+HkaCqwCcPn3a1taexxMI+CY/desZGRHFxobz8yWTJ09BxbEmYovly5enp6ejPzEGnL9ZhkC0VVxc+scfa1ALOoYJHezrbNq4DTVLwseRprL9XBboIwiCSkp6u3z5ivnzF4aHR0ZFRY8cORrD+EKh8NSpU1Kp9Pnz59xqRFIn+kYwrOQaDUDjOp04EoCktfN3kKZIfl7Ro4dPPbftGjF8TPNmrSwtqrJVb+g7bd2q7bSpM48cPh4R/pIVBGW/Wd0zjGYJTiaTHTnyV/PmLVDaHcOEjnXqe3iszs7OhW+7++1bgJHgKgC3bt1q2rQ5Gh/ZulVb36s3lEolur2lUvnatesd69RHFQCjR49GUhxsUqzSERzouCYsLGLwoF9Zu6Zf34HPQiLQBrou/bK0T9nRU8hFVSgUeXl5SqX63DlvOzsHMzOLxYuXJien3rp1p2PHzi1atDhz5gy3tha9S0PRFAAaLcAAzQCBE0qKViPBS4KhGaAZoClaQzMagA/1LwRBpaS8P3/+wvjxExs1amJboybKsfB5YmTQ1XRwHNB/8OnTXkFBIbm5+TozFnSdWzTKG6hUqitXfPv06YfOGw8T1XRw/H25R2pqGlTaqklDwkhwBgW61UNDQ3v16iMUitGso5079paWliIKU6txL69zLm21A5zat29/8+ZNbllT5fJSuS0ZSqV6395DbAu6nW2t5ctWFRYWgy5BUYYuql5Hem5uro+Pz7p166Kioh8/ftKv3wAM49vZOZw9ez4/XxIY+PTx48eoOgR0rIEiX2pKo6Y0FEPSQNAMzgCBLDUaKERtjM520/0JGAZoWvuSy5VJSW8DA5/On7e4rXN7S4uqQoEpS/EW5lXs7BxcXTvMn7/w9u276FSgPaBEgVqtvn795oABA60sbRC71ajusHDB0qTEZADUL0GBMWH6tzASnEGB6OnNmzezZ8+1tq7K54mr2dhNmzqT9UNpGoKDnw3oP1goMOXzxLa2tocPH+aWs1cuL5W991DwKy42ccJ4dx4mQoGkts7t7917oFB8SKeW1eci8401ex89etS7d28HB4fVq9dmZeVcunSldm3HKlVs9uzZJ5cruW9EFh8b2GKAJGkNAySgblMGeaM060KSJE7TJGhb7SluTyv3m0pNybhx/c66tZv69nFD/blI+QPZ6fZ2tdu7dp4xffbpU+e0kgQAAPDw4eP+/d1QtzIPE/N5JpMmTn0VFYeWxZ4toxH3NzASXAVAIpHs33/Q0bEuDxOZiC26/9QrNjYW/YlhID09c9LEqcij4fF4a9asQYq4ldSI05Us0ACAa+hLPr7Nm7UyN7PGMGHVKjWmTp3++nXC/7ePf4Pi4uIHDx74+PjExsb6+/v369ePx+PVqlXH1/dafHzipk1bNm3a8vLlK5KkKYrRs/hANw6VAZJiSEZLZwzQDDBAEbR2/PWHaj/tL+AT2Q90BlC5DIEzIcHhmzd5jhg+pmmTFlaWNqw1h0TGmzZpMX3arCOHj4eFRQQEPJo0yV2nKydysHcc6PZLSHA4TQEw2lww/A9L9f5DGAnOoECJAqVSeeWKb7NmP6DHePNmrSIjI3U3BhAE9ftyD92VjS1YsCA/P59bB1+JXBKuyUnTQODM2zepv82Yg8TZBXwTOzsHX99rOI6X+SzB6OjoKVOm1K1b9/fff3/37t2JEyfq1KlTvbqth8dqZDMiaSMAoKgPpb/sMtAPFEPSQGljcwzLZAAMMASpFQ6gQfejFmyzxIfyRlr7XiTzl52V/+ehv8aMntC0SQtrq2oo04oeaQK+iU1V20GDhvTq1cfCwgp5shgm6tmj37OQSK7eFFJVKtuT9v3BSHCGBiKy+PhEZ2cXpFFeo7rD5ctXNRoC3WUEQR04cKh6dVsM4/Mw0S9DR4QEh6P36kQlKw3BfWpcSKXSuLi4bt26m5qaYxhfKBSPHDn61asY9vC/tJ/P2yk0BTQBJA4U9YGAGKAo6sWLFxMmTMAwzMnJ6fLly8nJyZs3b96/f39kZCQ76UK7D4NbxCRJyuXywsLC+/cDVq9e6+LiamZmwa0QNjerwsPEAr4JukK6d+/h73+fbfwy4p/DSHAGBctNaWkZPXv2Rg/t6tXsPT13FBQUoqngNA1Xr/o5O7sIBCIME3bp3P3yJT9ka7C1XRV5DF8DrlvNRsQlEomHx+p69RogIQ0np3q7du2RyRT/ZD96v/zkN1olSJqmc3Jytm/fbm1tjWHY8uXLU1NTk5OT09PT2Q4KvQLg8ga3ygdF+tRqNY6TKSnv7917sH37Tje3QTVq2KF2VD7PhIeJkYp9r579Tpw4lZdXYIBFfn8wEpxBwXpAhYXFU6dOR+6JlaXNb7/NSkx8Azql1tDQ8F9/HS4SmWCY0MmxwbatO5EiRaWLtnAJjuuEvnz5avjwkajJHMP43bp1Dwx8+k/2o/cbkmIoNPSFARoZx4y2MYQkydDQ0FmzZg0dOvTUqVPFxcXlcYD/EGi1bDce90/oG5fLlSEhoZ6eO4YPH9m6dRszU2tEcAK+yXbP3cXFpRWz7soPI8EZFGxFq1Qq9/TcUb9eYxRdHjBgYFBQCACgi//t2+T58xcigjM1sZwzewHy4CojwXF/5nQmMYcPH61d2xGpaJibW06dOv3du6/ovdUyBU0zABoAnAEAEkDDAKnRbSCTyeLi4uLj45VKJWJYvQwAEj4xsMvPrbaDjwMOJEnGxcUdP368aZOWGCbi88TmZtYXL1wBbe1IJfv2vwUYCa4CoNFoFArV5ctX27l0RMWfTZo0u3z5KrtBSYl01649QqFW+nXUyHHs/GDD6wuVIbiLj4uLd3efamFhhQJPrq4d/P3v//P9aHelLgRCBQwAQ4O6CKhSAI3mcw3nn/VGP+ynnMH9XD3pSgS28g4ACgsL3QYM5fNM0IisY3+dUihUlfY7r2AYCc6gQI9rmqZxnIyIeN6/3yAeJhIKTC0srA4dOqyLHwHDgLf3RVNTc1RG0Ktnv+joWGTB6T3/KwU+Vd8GAI2GuHrVr2XL1hjGb9Kk2dKly2Ni4v7hDtnzoAm5qowJZiTZjCSrJD5E8/45kKXkx9Ue3MJddg0GttpIzrQFbtk2SeI4rmYYCoDWaFQEoQGgKYqYN3extVV1lFRdtHBZUtJbQ672e4KR4AwKjggaZGfnTp40DRX08vlCD4/VKNSCboQHDx42bNgY5dFatXT29r6oVKorHbtxJTDRb7i2TGpq2saNm8eNm7Bv34GYmLh/fmSI4CiKKji+LO/qATo+gnn7IvO+V3HENVDk0bpP4J6rz3ZKoIUZoF/9y+XZNMNoW+vRi6ZJhqF27zrQuNEPyH7v329QQMAj0IUvjPgqGAnOoOCq7OM4uXTJClSnjmH8KVOmcR/UkZEv+vd3Q/RXp3a9LVu2FRYWV7q6p095jdYOGNQqF+XlFRQUFGo0xFcFmFiCY07MVV3ZCUmhkPJccu+4KuIqEIXAaUSFjxs29Wy3ChlXCB+dDZLTV68lO4oivM9f7tihG5q/1bFDV274woivgpHgDAp0QVMUgQoFjh074eRUj8cToObz+/ceIf+Upum0tLTly5dXr2bP54mrWFefOHFySsp7tJNKl2r4DCgAkgRGRdNKBkhgSJAWQGkGBUUkxYASQKUAvJCkNWoAggIC0jUgVwOoAZSgJkHOAIkTID+zUuW3Fd5Hwbs41bW/IPw+aGioTDbu5/HqVczYseNRTZy9fc3du/dW9IoqK4wEZ2DQLMHRNH3liq+Li6tAIOLzxO1dO5/1usD2GEokkn379iFZEXMz6/793VCI6ntgNwASgAYKQMMAAUBDiUTzIpB+6KPy3yW5czLH72Sp36FS/79UicFASIGUa4CkAGgSGCTAxpBA0bRMU3xiWemVjZAeRaW+Lrx2kAy7CZ8OUq6EyMsrWLBgEZLttbKqsnKlh1qNV6rgxLcCI8EZGB8IDgCePQv79dfhfL6Qh4lq16q7bu0mjYZA17FKpbp9+zaaey8UmLZs2Tow8Ol3M0lEA6ABAgcSRb+Y9HfFVw8X7plH7ZtccnJFjtf6gtMri703ki/ugSYfiNwSAIoBIAHUFDLQaIqgZFLp6RWlVzZCZhSdHi+5fkATfgOAUEGlpziSpLds2YYmPIjFppMmuRsLff8djARnYNAMQyH9CQBITk5duHAxEjIUCc2muM+Qy5UoGkUQRExMTMcOXZHwhr19zStXfNkq/MoORttgBWpkk6bFy3085dvGQOB5SImAvDhIC4e3kVAgAQAZo8ABAFeDohDkeaAqoYDGgVTTctxrjfziJkh9CekJxTcO0c9vAqNRwfcgcnvs2AlbW3tUJ9inT7+oqGjUzWLEV8FIcAYGMt+0JkZRUcmOHbvYerdfho7Izc1HFhxJktnZ2W4DhqAshJVVlQMHDhUWFsL34aVSNJAkqtGlgYGMWI3fNvLAGFliNEniCgCCVgFOMTQoAeQAkJekeRWgCr+ufnlHEfcESjIBFCqiUHnsD5nXJkh6CckJUr9DEHoTCDUJZdy3XyG4fftu27btBAKRQCBq0aLVpUtX/r6bzYjPwkhwBgatqwkAhmE0GuLs2fO2tvaoKbVnj75IwAcAaJouLS2d+dvcajZ2PExkZmaxYMGipKQk+D4IDnVXAeAoJZoRI/fbojowmsxOAlAxoAGyBBiSAmAooArSwG9XyfkthVcPFvseyTu/W3X/PKTHgKyg6OTGYp89THIcmfxWev0E/ew2qFSV/+wAw8Dz5y9HjhyNBoTXrFl761ZPqVRe0euqfDASnIHxgeBQldb9+wE//uiMhF5/bO3i7X2RvY4VCsWO7XsaNmjKw0QikUnfvv0DAwMrcOllCQaAZhitBi4NaXHSyztKd40nA45CuC9EXKde3sDTXoBGCsVZ6seXif1T1b77yJePmVB/mdfWksO/U0FXQVGgeeItD71EFGVrCvLVYTcgMZQmqe/AjSdJOiMjy8NjtaWlNYbxra2rzpw529iR+i9gJDgDg9aVPmkJLjw8slevPtpRSU4Nt2zZlpubjzaVy+Xnzl50buOKYUIeT/DDDy2vXr1auQp9vwQNgBpADTQONDAkpCepLu9T7JhK7JmM756p3juv5PiK7Pun8Py3kBlXcGpzyUF34vk1UJZAwXvwP1K4f0a+3x4oTIGCF0x2qIZRKAkVvI+A4mQcQFLRR1cmUChUhw8fRapZIpHJkCG/ZGRkVfSiKh+MBGdQcDsiUcVpamrqH3/8Uc3GTigwNTWxHDx4KFK4ReWpcXHxQ4f+igIx5uaWe/fur3RVEGzzBlttS5IkTjMANKHBgQYgaXgXK7uyu2DHuOJAbyruqfJ1cHH8U2l+MqWQQlRE0e4VskOLqEvbyRs76KvL6VMTJHtGFl7aBTnZFXdYhsCjR4+cnOohWUCXth3CQp9zhzB8D5GK8oeR4CoAXILLzc09cOBA7Vp1hQJTkdCsa9efXryIAl3HokRS5O4+FdVDYRh/xYpVEklRBa/+K4Hm2jEMo9FoPvRj6v5KEARo1JDzFr++V7pzPBEfDCW5oCiE4jRKVQCKQogMkHrOyj88D792SHPHW3XlKHlhu+yiZ2mwH5TkVdAxGQhhYWGtWv2I6sCbNmnh53sTjdriEtynfftGcGEkuAoAd7SCXC6/detW0yYtUNtp48ZNHz0K5GwJK1d6WFhYYRifxxPMmDHzqzSFvhHQNK3RaNijfv369ZmTF+77P5DKZRTQtEYG71/JLmyWeY5RpsQASQAFQKuBUYK6ECJuyT0nyc8uhQg/SEmCpHeQGAcpr2hJCoDy//3oyguGYRITE93cBllYWKEyyT27D6A0OpfgKl17soFhJDhDQ292DEVRMTEx7V07ozBc9eq2ly9f5bZ/Hzp0GOmmYRi/d+++9+8HVNjSvx5s4yf6QalUBgcHL1iwwMmhyaABv9y+508CCaAhkyOLzm9S7pose/cSVGqaBopiGCCAkkNcoOzwYtVfCyD0EhQng6YQNHmMMgtUBcB8zxLeNE3n5ubOn7/QwaGWUGBao7rD/HmLU1JSwOiifg2MBGdo6AkHMQyTlZU10G0oqnczN7fcs2cfGnhOURTDgJ/fdRcXVySa5uzscuLEKbW6shayvn79ev369TY2NjzM0tqi2oyZvyWmvQPQEJnxRdcPFe6bS2e8BI2KYYCigQSaARJyk1X3z0v2zCv12qi4f1wV4aOM8i2N9le/jwPF91wXRtO0XC7ft+9Ao0ZNkPJl/36DXr58if76xSEVRnwMI8EZGnoER9N0cXHxnNkLqtnYYZjQxMRs9uy58fHxoBURg5CQ0MmTp3Tu3HXo0F9XrFh1/35A5apox3FcIpG8e/dOrVZLJJKDBw9aWlryMCsME3Xt2tX/0X0KaLo4Vxl+p+DiDsiPAVKD7lwKafOSJGSlau6dLDrnWXT0D/z4Ovycp+rOOTwxCpTfQUHIF4HmFt6+fdfFxRVNfW7YoOnDhw9ZXmM5zsh0fwMjwRkU3Acv66gqFIrdu/Y3qN8Ew4RCobhnz94PHz7UbQwZGVk3b96+cMHn6dPgd+9SKlcxVEpKyqVLl9atW7d8+fLIyEgASEhIcHd3d6rXsq1zB4+Vq6JexeA0AEVBbiq8C2ekaSTF4GjIHmjUwJAAQFJQ9I5ODCFDb0PQLSbkHhP3EgoLoZJpR30dkB+akJDUr98ApHtqbmbt7e2N8gwIBlMkrrwwElzFgL0uaZpWq9Xe5y+1btUWw4QCgahZsx+uXLmi20y7PUcRtjIJHx4+fLhdu3YYhtnY2Ozbt6+kpEQul9+7d2/FWs/z3peKCyQAQKJZf4oS0BQCqNQAcgoAaAA5ATgOABQAXsoQJQyoNEBIkWXHwHfRkfV5sBKhRUUlo0ePNTWxFAnNeJjo4MGDxcXFRpPtn8NIcBUMJAz3Kiqux8990BBMkdBs96792iHBH88x4E5I0Y5eN+y1rjfigB1Hjarz2LWgues4Ti5fvtzBwQHDMLFY3L179/v376PjVSgUarVaT2KXO1VP7wfklbPj3KFSsfy/AzqxGg2xefPWqlVqIC913rx5r1+/5paGGM23v4eR4CoA7Gwnlp6UCnzunIUoz2BpUdVj1VqZVAUMkCSJSE1vDpOeY4Kqgg0wZ4DlnU/vK4KgGAaSkt4eOnT4wgWfwsJiimKePHnSq1cvDMMEAsHgwYMDAwMRZ+E4zh1T8KV9IqDfJyQkeXmdu3nzdk5OHuiE3b9joFOt0RBHjvzVqGEzVEU0fPjwoKAg+JxUshGfhZHgDA2uncJxO2G75270oBbwTfr2cQt4EKhWkdx3caeWVHj1EzLE2J8BQCIpevIkaO7c+Y0bN+3ZszdS2SZJ8s8//xw2bNjMmTN9fHxyc3OBUzvCHgh3YKjeHUvTtEQiuXrVb+bM2e3atR88eOiTJ0GGPNKKBY6Td+74/9y9t1BgimHCNm3aXLhwAXQEZ2S3/xdGgjMouKNPkNmFrlECZ7Zu2VHTwRENM3ewrzN50rS/jp6Mi4vPzc1nL2NkJXH3pofyXv+XjESahvx8ydq166tWrYZhfKFQPHDg4NTUNADIzMx8/vx5ZmbmZ3fCcMYh67zRj3IHKpXq7du33bv3QLzSQzcAACAASURBVG3nNjbVt23bjjIt3/HdzXYpMAzExr4eM3oCEtSqUaPGjh07gJOCB6OX+rcwEpyhwdIQG0EjCCI4KGzwoF91A2iEfJ7YytKmYYOmXbv+5OGxOjQ0XKXS6N4OGg0BHD8X/Z6macNMhwIOBymVyjdv3kRHR8vlSoKgjh49VqeOE6pJdnFxvX8/QKlUfvaQ/wbsNjofTZOSkuLmNgjtFsP43bp1RxNUv/v7GtnI+fmSeXMXoQtDLBYvWbIEdb8BJxJakav8tmEkuAoA8/EIu/T09Jm/za3p4IguYiSdhHxVDBM6OTbo28dt4YKlF7wvp73PAobTyVlxToparY6Pj//zzz+nT58+YcKE6OhYkqSzsnIWLlxsb1/TxcV1z559CQlJiOAAgCAIPTr+0iQ9NjrJbiyVSk+ePN2oURPUk2tiYrZixarCwmLDHGkF4kOeYZOnqYklhgn5fP64ceNSU1PRBkYL7v+FkeAqBuxF+fLly02bNqEqXwwTmplaNW/WqkH9JqgygLXpzM2sO7Tvsmzpyks+vs9CIkpLS1l7zZDt1izvlJaWHj58uE2bNkKh0NTU1NNzx5s37wAgLCxi/fqNXl7nEAF91rhgKUyP4D4tYWX/++5dypw582xsqiMjrn37jt7eFyudsMrXgj17Z06fd6xTn4eJeDxe7969Hz16xFKbMQz39zASnEGhF4DLysrasmVL9erV0UwGkdCszY/tPLft2rRxW5/eA2rVdDIzteJac0hVYvSo8f7+/rGxsaWl2qJfg13lKpWqqKgIAEpKSjZu3Ghvb49hmEgk6tWrz92797hlHNxDZj0pPb5j61T1wnAs0FmiaZqimLt377Vp0xYp3PL5wuHDR2Zl5ZTnsVY82EzSndv3W7dqy+eJMQxr3769t7c3juNs+LKil/lNw0hw5QVurpBtWkAOJoEzwIC0VLl2zUbbGjX5PLGJiQmGYa1bt/by8srOzpZIJDExMRcvXhw/bnLLFm1QH76AbyISmiHZuJoOjn16D/Dctis87EVpiYKhgaaA/huDhgaggaKBAqAAKFo3SZ0hAWgNTqJ5VRQNADRQOKIqbvUZSdI5OXn79h04fPhoXFw8AMTExA0Z8gvyGUeMGHHv3j0uf5X5jOqsrKz169ebm1tiGN/UxLKuU8NtW3dKJJJP73A2RFVZwPXHP7V5SZJ89erVpEmTzMzMBHyT2rXqrl+3WSZTGJntn8BIcOUCFHJCP7MWCkVRNAUaNYXY7dDBoy1++BHZZRiGtWnTZvv27WlpaehdDMMUFhY+j3zlc/HqvLmLWrZogwoFUJAOObP16zXu13fgyhWrr/ndysrMY2NzOI6z87dQPQdF0KB3PzAADNAUAUCzBR/a9VKEbj9aklKr8Xv3HkyePKVJk2bt23f8888j6O66ePHS3Lnzly9fcevWLVQCwqLMh8ZTFPXgwYO+fftbWFghuv+5e++XL19y8x5lzqrlDXRVoEcgl9qQgYZ+Q9N0RkbGH3/8YWtry8NENlVtZ8+an58v0XbsGjMMfwsjwZULWKUQPSeCpgCx2/Fjp5EWOcqZNmjQYMuWLSy7fbhRGaApSH6X5n3+0qKFy/r2catTu56OE4VoZKq5mfWPrV2WLlnhe/VGREQEd7Tgx2q6NDAkmrcHNHcuBE3jKmAIYAhgSGA+6klAhkVxcenu3XtNTc2RqEm/fgOCgkJIks7LK0hISMrNzWc/iEvrZXg+0W5LSkoOHDjUpEkzdPiWFlU3b96clfVByNvwrR3/EdzLg9uvoheCVCqVhw8ftrOzQ4+3Af0HJydr8wyVzlw1MIwEV474TEsNAxo1dfrUuVYtnUVCM+R71qjusHbt2piYGLQlSZKs+C13nrlMpggMfOrhsbpPn351nRpq02o8MQrSWVpUrVXTadIkdy+vc69exZSUSNG7GAZpq9EAJNAEkGogVAyhpmgNjQYkMwA0ATQBpAZIDdDaW6ugoDAqKjo4+BmqULl27Ubz5i34fCGG8Xv06HXjxi2pVE6SNGvl0TTNWm3lERtCJyQ6Onb48JGmJpbIjHV1dfX19dUdqT5TfPvQW6pareY+n7iu640bN+rWrYuY3bmN6/PnL9m3GGy1lRFGgisv6D2ckQ1C4Iyf782fu/fmYSKW3SZNnJqYmIg2+NTJIkmaTRcqFKqsrJy3b5OPHjkxcsRYB/s6aCfaIimRuYWFVdOmzd3cBnl67nj+/KVcjsrQgAFSl6HUVpnQwNBAALLRGN2YKxSEoyEtLWPv3v39+g3o128AKjpLT8/08Fjt5FSvQ4dOu3btSUvL0B0awN82WpUV0JmRy5XHj59EwgQYJrS0tJw1a1Z6ejpwzNVKZMSxtX4AQFFUWFjY7du3MzMzuQFc9MOzZ8/atWuHvu6GDZrevHkbXRVGC+7vYSS48sKnBgXDMI8ePh086FcrSxtkdtlUtZ02dWZY6HNdyzrB7WZHacfP3q5FhdLIiKizXheWLP7dtV0nC/MqLM2h+FSD+k2GDhm+ZvWG69dupySna3AFCaAkIV8KBTLQMEABMEBQBEmRoCEhu1BVKKcpAGBApVAeOHCoS5duGMY3NTWfO3f+27fJNA3v3qUcOfKXr++11NQ0imJLOr544GVINIi80G2fkZE1b+4iti7shx9+OH/+PNrgQzKnkoB7ilJTU5ctW9arV6+FCxcmJCSwR4QOJz4+fvjw4eiLrunguGPHroKCQr3InRGfwkhw5QW22wZdgjKZLCQkZPiw0ZYWVRENiYRm48ZOCnoaytBac09Pq4MLPQcQ2VwMDWnvs3wuXl2+bFWvnv0c7OuIhGZsqTAPE1lbVevbx+2s1wW5rJQESMykj16OPuj9/NU7JQkADAUEQTPwOq3w9M3gxzEZJSQwAIRCsXHj5mbNfkAFGT/+6Hz+/AXkqNI0a7Jpc6wkSZMkzS4M9fyXd9/YrZv+3br2QMkZExOT0aNHv3r1CnQMWIlSDex5S0lJ2bZtW5MmTTAMs7S0XLt2bVxcHLd0Jj8/38PDw862FgpHjB8/8fXrBCO7/b8wEly5gO0zZe/z0NDQWbNmWVnaIGoTCkw7tO9y4/odkgC9/CZBENzhSdzysQ8/M8DoXEuGBrWKDA4K+8NjXedOPzk5NkAcisJzDRs03bJ5u1JaigPceZbbZ/K+jsM2nfKLlqoBaApokgK4FRw3ccW+fZeDM2RAAQCJp6VljBkzrkoVmxo17JydXa5fvwkArNUGnDYpdHxcK5U9/DI8nwzDqNVq9nRKCkq2bd1pZ1uLz+djGObk5HTy5Em5XM614yoLSJLMzc09dOhQ48aNka4Uj8fr1KnT3bt3ufxVWFi4detWxzr10TfbuXPXkJBQdJKNNPc3MBLcf8KXFD7QLcbGzt6+Tf7jjzXVqtVAV7BAIOjSpcvNmzdxHC8Tf4qiKFQaEh8ff+LEiV9++aVhw4YikQjDsO7duwcFBdEUAE08iihpOdav7iTfX9c8uPk0Tw1AkgAgDQh733vKRc8LSVICzZpXMQzj6+u7aNGirVu3hoaGymSyT8t0KwqIvyIiIoYMGYI6PcQi804du4U+i0SkT5EfxQRZvqvA9esxERsupCkoLVEcPHCkUcNm6MlnIrawtKh69K9D79+noGJF9N43b95NmuRuaVEVHXK9eg2uXbuh3UnlcckNDyPBlSU49xJqFweahuTkVA+P1Q0bNhYKxWZmZhiGubq6+vj4SKVSJPf2Xz6I/S9Jkui2kUgk4eHh586dW7JkiZub25o1a3JyclBT/8MISduJV1rNvtZt5jmPfU8TctUkAAOKu8+SB/x2edeVt0UqAIJBBJednZ2QkJCZmfkt5Om4lWLofs7Lyzt69Gi9uo2Qv29vV3vD+i2pKRla25ZzivSE5yoEX0oFoKRTp47deJgI5YVr16q7auUaxG4Mo32oJCenbtiwqWHDxiZiCxRj7dr1p0ePAtFOKpFLbngYCe6/4ksJRGS+FRWV7Nixq169BjoxDKxZs2ZHjhxho0X/7t77bB0G9zcajebNmzf3799/8eIFABA0ABCPwrN6zLoyYmdInwUX+rqfPHj9rZQAHDQ3g964zfLZ55soUTJAUcDI/sWSyhVcgmPtoMzMzFEjx7EJlh9bu1y5fA1VGnK/FDaF/Y2AXYxSqbx+7XbfPm5s/XaD+k3Wrd2UmpKhs91whmHS0tK2bNnWunUbDOOjLGqbH9vt3bs/KyuncjnjFQIjwf0nsM2S7H+595JUKj93zhsN/RMKxRjGb9Cgwc6dO9FUQJak/gXHfSmK/2lBPOrJJwEoWnn/2Xu3+RfX+L3xOPOq7zTvX36/E/y6VAZwOzy97/Sze67GFqlIoGl2oLLe0VUgTXAFlLgBPu/zl1C9NJ8n5vPEc+csTElO1yO4bwToTDIMg6w5tVr94MGDzp1+QkYZhgmtLG2WL1uVlZlH4AyAVvxKJpNt376zceOmKH2EYcI6tett2bw9NzcfjNG3fwAjwZUZtE1RWjcKNBri7Nnz7dq1R+2TGMavW7f+3r17379/D7peHCi3AIpeeyMFQNAq/6C0fr+d3nP37cO3jMehGNcJJ1cfevJORgTESvv9dmHnpZfFagoY4E5zYfvhK9ZY0Pt0lKilKCo/r2jZ0pVmplbIv2vZos3RIydYJWS9x0AFHsKn+fGnT5+OHDlSwDdBMTVTE8tRI8eFBIdz5bA0Go2f3/UuXbqxaXcH+zq/L/dISkzm7txYCvc3MBJc2UCPBRgGLl++6uLiiuRtMYxvZ+ewevXagoICtAH77C3bAApXuoNth6AoigENTqruhRb1m+G9/3ZsDgl3w5RDF57t+5vX9Rfp1yNLBs/z3X0pqkhBAKdwl2W3byGMBZ845iRJAgP+dwOc27iikQUiodkvQ0e8jkvibsOWrVQ4wbFfenh4uLu7u6WlJRKJsbSoOmb0hOCgMI2aQi42AKjV+NWrfj179q5ezV4oMMUwkZ1t7WVLV76OS2JooGk2kfX9zhYrCxgJ7j+BtcK4PZhyuTwoKKRv3/4YxufxBCKRSa1adebPXxgTE8d9L7e0rfzWBojgqBKKIe+HEgNmXj90K1pOQ1YB/OkT3n2G35oTAZ7eMf1n++33fV2i0lYAs7zA3WHFOkSfPVc0BXm5hevXba5V0wmRRV2nhp7bdkkkEjYj8VntOcMDGfgEQYSFhU2cONHGxgbDMB4mMhFbDB0y/PGjIIrUpoBpCiiKuX377sCBg/k8sYBvYiK2rFG95qSJ0xLi37JZFDCUjHOlhpHgygbs/VNUVBQfHz9gwEBzc0seT8DjCczMLKZNmxEdHUvT2jl7/50p/uaO5TYScEyeIgbgxhOy19Sbh669LFVqgIbETPnw1VFj//CavNa3u/vFQ9eTZDgABST5QSwA3ZNohxVLcFwvjw0FIFJ48TxaV/crNBFbdOncPTY2Vib7hlIl7Jfy/v37BQsWmJubIx09ocC0Z4++ly/5KRW4dlAkA8DAu3cp48dPNDOz0DXhWfTvNzgkOOKD3JZOzAqMLurfwtAEx0aL9SJQ7POZ/RO3Kh3dY3oK9Gxl1qdmFDfWznBGN3GXUSbg3v8AAAwEB4UNGviLqYnW+7CyqjJhwiQ01N0wY/30fEmtd8kACXA7OG3Q5GMHvNOylaAgCGDwc3cTh6266TT6fBv3q6duZ8ukACRFQcV7o/8Q6GAVCsXZs+cbNmyMgllikfnKFavfvknVdt3SgMwcA3jZ7DWsn5lhABjIzytat3ZTTQdHAd8EZUWcnZ1PnDghl8sBiVMxAAwkJSaPH+duZVmNzzNBigwjRowKC4v4BoIElQ+GIziu0cEwDFsCxoaN9Fy2T5Vk2HfpXako3sQVmeGGkPTWoMd0/xEc5WgAgFdRcXPnLLS2qoZCQnyeuG/f/g8ePERzjsvqQ//5wj6AInEGbj5NGjzpwP6zCYUkkAAARHoRbDob3XrSmVajDh/zTZRJAfU3GHKp/wXImgOApKS3o0aNMTO1QsF4l7YdfK/ewDUflWEbZj3w8fOVJbg3SSmbN3k2a9oSddFimLB1q7YnT55EGlkEQREEBQy8fBEzY/psB3tHscgCw0QYJuzXd6C//3126pARX4UKcFE/1a1maeLTjdEvPxWKUKvVXwrPc3mNKzzJddnoMgLo/DiSpOPjE5ctXck205iILX7u3vvSpSvo0jRMDAglZ1HT/ke9YiRBMPTTlynzV3ufu/mmhAQKCJqQUwD+z3Nmbvcfs/LilQeJMhkBQGvZr5KADUJ5e19s69weTYAXCkznzF7w9k0qu5nBkiSMTsOS+7kyqWrvnoPNmrZE1waGCRvUb7J3z8Hi4mLduwAA0t5neaxaa21VDcNEGCYS8E06dex25Yovqqn8FvI8lQ4GIjjWvGJ5QSqVRkdHs2qFLPtkZ2e/fv06Ozsb/R7RE3sR4zjOfTamp6e/evXq+fPnsbGxL168SExMZCMviNq4tFJOFIPINyMja+VKD8c69dnhCR3ad7l44YpKpaEohiuGUa7gkr5UKk1LS0tNTc3Pz1fJpAyQ2cXyawHxUW8VSgAGNAAE0KQUhyevS64+TY5PLVFrKACychEc6C6PrKycxYuWW1tVQ+e/caPmR4+cQE8XA/T/s2BpiPUh5HL5ubMXu3TujsZuYJjQzrbW8mWrMtJzgFPWl5OTt2H9lvr1GrNSpp06djt16oxUKgdjtvTfomJicDiO+/j4dOvWbdmyZfHx8eyVl5ubu3nz5p9//vnatWvsRBUW3CdYdnb26dOnR4wY0aZNmxYtWjRv3rxFixYTJ0709/dHkoGsecV+LnKBWWuxTIAuzcLCwv37DyKlWfR8ruvU8OCBI6UlCnblhrxAaZpWqVR+fn6LFi1yd3efN2/e9SvXcnLTNQyVJSHVACTQOFlK4xpGXgQAKoACFchwFAIiCag0iTnk+OvGvIPv1Rs9fu6DLDg+TzxyxFg0PgLBMC1NXO8BAAoLC/39/bt17WFT1RYxb00Hx9+XeyQmvEMFyWj7zMzs7dt3oo5UVNPX3rXzX38dz8/X1oQDAFSe0MG3AwMRHDspDl1kNE3/+eefYrF4+PDhcXFxoLv40tPTp0+fXqVKlUOHDhUWFsLHpEbr0giJiYlLlixp0qRJo0aN+vfv7+7uPmbMmCFDhixZsiQoKAhdWAYTligqKjp69Gjbtu3EYu3MhHp1G+3auQ/1RbL99uVaEaIHkiSLiorWrFlTv359KyurWrVqLZn3++v4aAZI1E3/NuW119lj2zfv2L11/d07t7LyJCSg+hCgKIJhKk19PCI49sRmpOds99xdzcaOHSnr6bkjJyfPYGee/lhGhaKo69evDxgwAHXRoySv1ndmABjt5a1UKv/663jz5i1YRb86dZy2b9+Zl8dWTRK6KUFGfB0MbcHpHrbM6dOnq1WrNnr06ISEBND5sNnZ2XPmzLGzszt8+DBKLemmxlGsRSaVSnfu3Ong4ODo6LhmzZrIyMjc3Nzs7Oz4+PjExETW7uMyI2pER7uiy7QzUSqVnjp1qmPHjkKhmMcTYJiwfr3G69ZuKi6S4RoaGKAohlUZMmRTdElJyaxZs9CwLpFINGfa0qTEeAANRQPF0DdvXxro1qdWjXrVbaqNGjXq8ePHlG4oDYkT+uNpvm3onp0AoC0Z+WXoCBTI52GiXr36+Pvfx3HcMCcfXV3o4Yrj+OPHj0eOHIlhGOqQr2JdfdTIcWGhz1EtG0UCAOTn53t7e//8c0+BQIRmCdWpXW/FilWvXsVwd2wkuH8HAxHcp/nQEydOWFhYTJ06NSnpQ915bm7uokWLHB0dDx8+rFAouG9n6zYfP37cq1cve3v7NWvW5Ofnw+eiHqwLSRBEaWlpZmbmu3fvkpKS3urwpoxw5cqVbt26YRiGprFUsa4+b+4iSUGJVrRHd0FypXrL+zyjR0VxcfHUqVNNTEyEQqGVldX+7adKiooB1MgWuHTpdJsfWwgwS4xn2qXrz35+fjiOkxQDACReiZKoH0DTQJI0MFBaojh65IRjnfomYgtTE0tX1w6XL1+tkCXFx8fPmjXL2toawzAB38TSourgQb8+fhSEbDf0/FMqlTdv3vzpp5+QeLJQYFqjusO8uYsSE9+gnWg0Gq2WPE0yYAzDfTUMZsHRNE2i2BcAMAycOnXG2rrquHEToqKiGUY7GyUzM3vOnHlOTvX27z+I5gmQJI0sINYU2r17r4NDrR49er14EQW60XYfBLY+qT+64H355+69mzdr1aqlc8MGTZs3a9WsacuvfTVv1uqzrzq165mbWbPD56dNnfn2TSriNZ1oJYOWwfYYsjYsV/ynrMA6wjk5ed279zAztRLwTaytqp0+fVqlUlEUhT7t2F+nGtRvIhKa8XiCQYOGREa+QOlXhqEqu6WA47hcLv91ZNfatWynTpjz2D+iOL+UwhVAqQFoXFsRqNYdpYIBDcGJyerVOX7tp5OEdnBaTHT85EnTkDY9DxNhGH/s2PHBwc/QZmzNx+VL19wGDBWLtAW9FhZW48dPZNnNiP+OCiY4R8e6AwcOHjr018GDhw4Z8suQIb/UrVu/Vq06Z86clcuVJElrNGwZvfZqmz17rpVVlfnzFxYUFDIMoA2Yj/XB2WAfScCunfuqV7NH5VF8ntjUxJIVZvjnL3SZfvpCO8QwYRXr6rNnzX/5IgY9mWldPQqKwalVZHZWfm6OhNvGwFJbeUSIEhKSXF07CPgmAr6JnW2tO3fucD/Ic9uuqlVqYJiQzxeOHTs+MfGN7o6mdN9UpYEeEyHtz4eP7nh5nXsVlSCTqgBIAA0ATZHaPjSKVgMBQAFByklGWZYRRwYoEt6+Sf19uYeDfR105fB54k6duly54iuXKwlC+4xRq/GXL1+NH+dexboGholQ2nTYsBFBQSHGapAyRAUTnI1NdWdnFxcX106durRv37Fdu/ZVq1arWbP2sWMnFApVXl7B48dPrl+/eeWK79OnwQBAUczYseNNTc3XrdsgkynYlmNEKJ9aQwz9geDQpAIUfv4SYX3ti02b2tnW8ty2SyZVoUmmrCdeWioLCQndumXHooXLznpdkMlkegXJUA71TRRFPXsW9uOPzoidHevUf/bsGeiMRxwnV/z+B0rVCQSiuXPno1QdwzCsDFnZrqdc8XmDiwa5nCYBcAANEEpQkQAkCRQFDNAMAMUAxQADNEGrGN2j8dMs+VcvhgalAj/21yl7u9roMhOLzNu7dvbyOieRFAHrSgNERDyfNWuOTVU7Ps8ENWC4uQ26fz/AyG5liwomuL59+586dSYkJDQi4nlw8DM/v+vDho2oW7f+8eMnNRoiOPjZjBkz3dwG9e3bf9asOZGRL0iSnj9/oYmJ2fTpv2VmsrVyH+lTc8NwJElfvHhpwICBLVq0+uGHlo0aNWnevEXLlq2bN2/xVa9mzX747KtO7XrIHjQztRroNjToaai2oxAAADQaTVRU9MSJky0tqpqbWQ/oPzgmJkalUrG3YpmnVtHeVKr/Y++qw6JY3/ZsL92lpNjosUHFQMXuBBM7sbu7uzuwOxEDE0VAATFoEAHpXBY2Z+b5/njZcVw45ztH6d/c115e67I7+87szD1P3o/k7t37jRs3QddYE4fmwcHBVKlKXp5o1sy5yLJgs7mrVq1RDZQhqh3BqdU5/vwvCUoSCgn4+D0/PKMwTULIABQkEDjgQORLic/R4rQ8kAMooHjfy6RQTiZT5OcXnDhxysGhKYfD43B4LVu2Pn78ZF6eiLLdAODTpy+ennMMDY2popD27Ts8eeJLreQPl8GAQiUT3MiRoyMiokBVyZ2RkTVjxixTU/MjR47JZIrQ0LB9+w4cO3Zi3rwFnTq5zJkzLz09c/v2nbq6+q6uPaKiYtCmURWn6jmOioEpgy47OzciIioyMjo2Nj4yMjoyMjoiIio8PPI/Pb5+jSj1sWrlOofGzZChZKBvsm7tJkmRglD5PGKx2Nvbx8GhKSIaA32T7du3JycnUwelnE7lnJycgwcPW1vbIubt2aPv169fqb9++/Z97JgJyPwUCDR27NiF3H+lUlntXFS1A0j7r1hGgH943vhllyesvHn+SXQeCXIoBBKUQAaFJ67acef83S8pBUolFM+hUNvOb/OdXK5MSEg8depM27btGzZsvHfvfmQgg6o9PjU1fc2adSYmZhjGRv5Eq1ZtLly4hIK2qtsMg7JBJRPcuHHjEU+h3z4zMxslGXbu3C2VyqVSeXp6pkymuHnzdvfuPUeOHB0bG//w4aPmzVtaWNQ+fvxkTk4epalQqouKgNNQtpzyLT5p4oSplNvb1qmD94PHKAaHYm0fPoT07t2XwxbwuBoctqBt27be3t7UqqiVl+GSACAlJWXVqjUWFrURq3qMmxQbG6v6UjIw8P3AAUOR4WBmZnH8+EmCoBqMcJSzK9v1lB9KEpzqlRw5gO/nws7jzrYa5jVr84u3kekykAGpVAL5JDB20JRDG4/5J4oAByWQspIb+cNyoqysrEuXLp06dYrq1UFIS8vYvn1n48ZNkAYqh8Nr08bp1KkzYrGYJEm5XApAKBRM22mZofKzqGFhn1EWFQBSUtKmT59pZWVz+PBRmUxRVCT183vr5XVh6tTpPXv23rt3f3Z2bnZ27vLlK01MzNq1c96xY9ezZy/Cwj5HRES8ffs2NDQ0Ly8PfR/FaGUe4aKDJODihavNm7VGITmhQNtj3KTkpDSFQoGutMJCydmzXlQTooaGxpw5c6Kjo+HXLouyWg9yzOPj42fMmGVkZMJhC8zNLBcuWJqYmIgCcFKp/MGDhy6dXVHKpWnTZlevXgcV21b3LCqN4CRSAO9PYufJl1uPu9tj2u1dZwPSxABKGQ7wIix90Ayv7eej0uSAAwFEEdW9S1Wk/94CqBQ5qvilV5vjOJmWlrFnz7769RuyWBwOsXE27AAAIABJREFUh8fjCRo2bHz8+Mnc3HyghQhwnCkHKTNUvotKNdMoFHhqavqcOfOQdVZUJE1NTd+yZZuTUzsTEzNHx7ZeXhcKCyUAEBAQNHTocBMTs/r1Gw4dOnzevAVz584dN27c6tWrAwMDZTIZ3b8giF/GElOn4H/C3+4VDtlZ+SuWryketM7iN2zQ5NzZi6g7ErFGfn6B56x5qnnPmKOj482bN6kakTKvjyMIIjw83M1tpIaGFpvFt7G237xpOyUAWVQkvXTpSquWTshF7dTJxdvbB37WJ1ZLgivlZ5KDFMAnvKDT7EuuC1+7TL4/bv6Nh88TgZQpAZ6GZvSZ5rXJKzZBDFJcBmRhYmJiUlJSSkpKRkZGTk5Ofn6+WCwuKir6jcWU2pOH46RCgZ8961WnTl0kg4pEnteuXY9CyXK5nDKfcYKx4MoMFdeqhZ6Qql7UW7duDRw4cMuWLahVCyEhIWHPnj0DBgy4fft2fn4+juNJSUkfPnzYs2dPmzZtXFxcUFWwRCL5+vXr8ePHBw0a1L59+y5duri4uHTs2HHGjBkvXrxA+n8Vo86IiMzX17dTJxc09EhDqOParVdUVAzlDZMk3Lv3oGtXVxRz4XE1xoweHxsbDz9r5cpyqUolERb22dm5o0CgweHwmjZtdv36zcLCQvQtubn5e/bss6/TALUNjRo16uPHj/QFlKvBW2GQQ6EclC8+5/TxvLn8WNSGY687jdwzeHVEZLxYShBvviT3nnF5y+XE77lygEK8CB87ZoKTo3Ovnv3GjZ24csXaPbsPnD1z4f49n/fvg5OSfqBaSwpKJYF8DiqJT4EiWXquHACAhBvX77Rs4YjcUgzDbGxsVq5cmZ+fT+looShBzTj+VQcV3apFn/nm4+MTEhKCOhbQ7yqXy6Oiop4/f45EskBl80dGRnp4eNSvXz8wMJC6Q2ZmZvr5+T148OD+/fsPHjy4devWy5cv09LSQCXlXGHZqLS0tAMHDllZ2aBqOwN9k/37DyYmJgP8dL3Xrl2vo6OHIl/16jbav/9gfn4BlHX/FiqHfv36jb19PTQOomXL1vfve1NyLPn5BStWrEJFDJoautOmTYuIiKAfqJpxgSlAKgXl09CM3rOub7qYcM8/dcaGG85T7p25/TFTBm8i87tPu7j1Yly2BADEkeFRTRyac9gCoUBbX8/YytKurn1Dh8bNnBydu3fvOWTIsPHjJ86c6bl8+coDBw5du3bDx+fx27fvPn/+mpqaLpX+knEmaUpwVM2jVCq9eOGqS2dXDaGOUKiJYWwzM7Nly5Z9/fpVKpWqqbQyKdSyRUW3akFpKr4AUHLGe3Z29ps3bx4/fhwSEnLt2rUePXrY29uHhYVJpVLKH6HKzYAmxKT2vLyhUCgIgggL+9yrVx+UteRyhJ06uTx+/BQAqFLkt2/fOTt31BDqoLq5rl1dAwKCoKwJDtkUd+7cMzQ0xjA2jydwdu74/n0wdRXl5xeMGzcedTjoaBusXr06MTER/Yl+SKs7lKCQkeTj4LReM69svxb3vQiuPA/vNOnE8EUX3n0D30joMfPq9gtfi3AAKPB9+cKhcTNK5wo57xjG5fM0MYzNZnO5XL5QqGlgYGRnZ9+iRav27TsMH+42YcKkhQsXb9iwad++A2fPet29e//585fv3r0LCQlJSkrKyspCbdEymezVq1cdO3RB9zYMY+vo6E2aNIme10Ygq8D0spqHiiM4+pVDpzaKregmOkmSMTExu3btGj9+/LRp0wYMGNChQ4eFCxemp6ejt9EJkfhlnBWp7h2U836h7xKLi44cOdaoYVNVMkFrzZp1KHhcUFAIADk5efv2HbCytEOqs6am5mvWrEP2Zpm7qKdPn9XW1uVweCwWp2tX1x8/UqmvyM7O7d27L5vF53E1dHUMjx49mpOTQ+0L1BSCIwGUAE+CM3vOvLj5YlgBQGx24cK93s3dDuy8mXDieVGvOTd3XQpVKAGg8N3H97169WnQoJGlpbWpqbmBgZGmpjabzeVweCoNBTS0m81icdDr6MFmc9FQIUND47p167ds2bp//4FjxoxbsWLV7t17vbwuvHz5+tKlK+7uowR8LfS7C4Waw4e7vX79mgoHFy/4DwpTGPwDKtRFpXMZ9VuWvLwRhUml0hcvXqxdu3bp0qXLly8/fvx4YmJiqfM1kH4DxYz0psJy3qFf7K8fP1I9Z81T3f/Z7do5X79+E5WYoSLPpKQfQ4e4IUVGLpffqlWb27dvQ5kacQQBYnHRrl17hEJNNK6wf/+BeXki6lAkJCR26NAJiVvoaBvcuXOHHgOCX23tag0c4Elwdm/Py5u8PuQplRIgnoSk9Jh7adgy70m7QjvPurrvaqhUQgIpTRVnvnrld/ny1X37Dqxdu37mTE83t5Fdu7q2b9+BIjuK4xDNcbl8+osUG2poaCFbz8Kito2NXZMmfzVs2FhPz4Aa7TxkyLBnz16gPJha6ytaNkNzZYtKUBNRu5D+4edUKBSxsbGfP3+Ojo6mpHop9/OfK5Uq8kRRKBToqy5fut7EoTnq8USN0+HhkQBAEMW9tJcuXmverDViQC0tnblz59Lrfv8cSiWRmZm9fv1GHk/A4fC0tHSmTJmGZAsAgCCIgICgVq3aoOvN2Mj81atXai2xNeTqIgEH8AnK7Dv7+raLwZniAhJkGUWw9eqnPrOvtJlwtfmEUwdvfS4SASgJKRAAIJVKMzMzf/z4ERkZ+fHjx9evXz979uzy5atnzpzbs2ffqlVrZs70dHcf1atXn44dO1tb25qYmGlqalN2nIrsfnYu03uZUbtL507dnjzxlckU1MlJVTLRL4eaYURXEVScZDl6Ql1FdEeS4iy6LUYf+FjcOU/7l9oadSesyLgbHfS4cvjX6EULl2lq6KJYsq1tnT179qkkp3EASEvNWrZ0lalJLZQBaN68+YkTJ8pQ7JckITo6dvbsuVwun8vlm5iYrVy5mgqEy+XyGzduNWnyF7rqGjZogsZ9qe1OWS2mMkHgJMCj91m9Z13feeFTboEYSJlCCcGJkqUHApq4n20w+uih+1EFOQBKkKn2miohojaD4yRBgEymyMzMjomJe/8++MkT3xs3bh07dmLnzt1Lly6fMmWau/uofv0GdOnSrX37Ds3+alWvbiNzM0tUNsRhCwR8LTSR2sbafveu/UVFUlCd2xS10d0axoIrW1SOi/oPUDPKKGON+lOpDQCU6D4dFcN3JEkqFIribicFvPELcHJ0RtUAXC5/yJBhSNYJ6UEBCQ+9n7Rq6YQyABiGDR48mArzlwnevPEfMcIdLcDY2HT9+o3IZCAIQiKRHD16vEGDRsim6ODsEhqK1lbukysqGgoFCeAbIuo+7crWsyEFYimQMqUMCgGuvshpO/lGvbHHDnnHirIAFCAmcHr8sSTNAfXzqZ5TZxaOk3l5oqiomBcvXt28efvE8TNr12ycN3fRxAlTO3fqZm1VR0tTD91O+vYZ+PpVsVwS/XymfQWTZCh7MIOfyxiZmZlXr161srTjcTVYGM/C3Grtmo0Z6TlIJgwACgsLt23bpqGhhermrK3qbN+2OyMjA1mg9JP+9851H5/HnTq5oAgRqo6myrhQC5elpTUyLoYMHhEXF4esCbo1/YdHoFJAF6EiSRJARgJ8jkrfsP3C9XsfskTo2MtwUKTm5l+483Lt7qs3nnxNEYEcQFl2MygKCgpyc3PT0tIyMjLi4+O9vLxatGiBJti3ad3uzOnz9PlYFanw/D8LhuD+CCUHxCmVyqioKNduvVDWjMMWoAZVkgBKCvzNmzcDBw7W0tJBZSWObdqHhIRQw4mVSiXKpfwGwZEkXL58tVmzFigG16VLt3v3HlCbiYmJmTnT08jIhM3iGxqYzvac//37d7XhFdWL4KjMkppdjyslBAn5hfA1Nud7mrxIDjgBAAoCFDICYpNzAz7/iEuTS0hQApLALDOQKi1CqVTq7+8/bNgwLS0tpGW/ZvUGlFKvXge5WoMhuDIDVeOiVCq9zl2iVEaEAu3Fi5anp2VTBCeRSE6dOtOgQSOkF8bnaa5cufLbt2/or5Su0e8R3PbtO7W0dFDMu1+/Af7+AdRfP3/+PHy4m6amNgvjWVvV2bJ5R3p6OiURSn37Hx2FigWKRdAbAFQ7QqRnZkTGJBTIQa6apwNAkDhBAuAASgA0Z4cgf954yhzfv39fuHChtrY2hnG1NPWGDxuZlpYBFTuB6H8cDMGVAehxYvRvdlb+pInTdHUMUTatTet2ly5eU8iLE2cAEB4eOWbMOF0dQyS6W79+/Rs3bvy5f0qSgAYY1q5tZWlpPXnyVEpUCgA+fPjg6tpDINDAMG79eo1PHD8jEon+fVK7yqJkDFEqld+8fWvRksWXb1z5+DUsJy9XSeAKBQ4/7WgCgCBJEgiyzFtvqfNBLBYfOnTIyMgI5VWd23eOjo4FABzHGf+0YsAQ3B+Bmh6v3s5Jwq2b9zo4u3DYAhbG09TQHTVyXOL3FCrKplDg16/fbNO6HZI85PF406dPp0SN4A8G/X74EHL8+MnDh48uW7bi1KkzOTl5oGLVV69etWjRiscTsDBei+ZtHtx/pFZXWK1TePTFJyWnzZg1U09fy76ude8+rrfvXC821EggcQJwORAyIOVAKoEEXFH2Riu1krt379apUwedBs3+avX27TuUD6uspP//GhiC+yPQY9u/nK8k5OYUrF61Xl/PGBlx9nUaHD50HLXvoLt3RkbWwgVLDQ1MMYzLZrPt7e1PnDiBplb/iQsjlcpFIrFUKo+KiklISCSInym/hw8fWlnZoPGG7dp2DP4QViJXWM0ITq0lBj1RKpXHT59r+ldzFoZxMMxYX+/g/gMECXKimOOAJACXAy4HkgASlHiZ7XLJLpq3b986OjqijFP9eo0vXryMwnBQPY3lageG4MoMv5QXkAAkPPN91bVLD1QowGbxnRydAwIC6B/xefi0T+8BSEYJw7DevXu/fv1aoVCUSfMWdfkgTVAcx69du6ajo4fqUbu4dE9KTIVfqbnaEZxacAAAcBzPyMgYNX68voERly0QYIJOTp0ePnhMquJuJAAQAAoSBeEIIMvVV4yKinJzc0PnQO1aNmvWrEtJSSvPL2TwCxiC+1NQMxboFhxJAEmAKL9ox/Y9dezqo0ZrA32Tbdu2paeng6ruNydbtHPHXn09YwzD2Gy2rq7uhg0bcnJy6EXOvwG5XIkqVEE1VhHH8YKCgrNnz/J4Ajaby2EL+vYZWCguHkdAT0FWL4KjQB38oqKiyMjIFk5OGIvHwQRGQtOtq3bkpInkClIBIAOUUvnJdjKckJd1EI4qw8RxPDExcfbs2WjskaGB6ZQp0+LivlGRjbL9XgYlwRBcOQEJfxNxcXFjxozhcHiot6GJQ/O7d7xRnBsVjoaEhIwYMQKNBzYwMJg8eTLS+4XSqh9KBvv+oTSUpA3ABhIKxbL16zbraBf3RU6dMjMvV1wy1K32FdUCP48ACelp2XPnLDQ0MEWqLQ4OTX19n1fKYlAUNSsr6+jRo3a29bgcoYCv1apVm48fP9FnhjAoVzAEVy4gCCVSMJbL5ZcuXWratBlq0ubzNJcsXhET/Q2KpY3IvLy8W7duNWzYsFu3buvWrXv58mV+fr5MJvvFHqTd7emvI0UKtVfoogPUp+Qy4vUrf3e3MVqaemwW30DfZNHCZeKC4iknyNYovxkR5QpKIxoAlAp49fKtY5v22lr6bBbf2Mh81qzZcXHF9TcVsF/0Fhp08xCLxXfv3m3erDWSY7K0tH78+Gn1OsLVGgzBlRN+iuunp6fPnTtfS0uHw+FhGLfZX61OHD+DXFTkimZlZR05cuTBgwfIeyVJknJRS97k/+HaoKhNoVAUFBQkJiYGBQXdvXv33LlzW7fsHOk+tq59Q+Qsa2rozpm9AE3/orcJk6oO8DI+GOUGyr9GRyU3p2D3rv2I3dChvnPnHjU7vAJohd6DRXUZfv36tXOnbmhJurr6p06doYq6y3s9DBiCKycUExy6qFD7FIaxkarE0CFuSGWEIjJ6YRSlFKZWKUJ3SHFa4k8uV4pE4szM7LS0jISExODg0Dt37h04cGjRoiUDBw5u0KCRlpaOhlBHwNdCRgSXI+RxNfr3G/zlcyT1FfSwUTUiOAqIKz68/zho4DC0mwK+lrvbmPj4hIpcBtUuTTe68/Lyhg115/M0kVDg6tVrkawhQ3AVAIbgygU4rlBxHA4AOTl5mzZt0dLSQSITdrb1du/ei8ZlUhxHnfGUwgR6UpJxUG8/avkuKCiMioq5d+/Btm075syZ5+raw9Gxbb16DWrVsjQxMdPV1VfJlv2U7kGmhImxxfBhI9+8eUNVrlRHXkNQKpUkCUolceTwCWMjcyRY1Khh02NHT9E9+IpxUelfRKpESpYuWYnqgXg8wbhx48PCwhh2qxgwBFdOQPPhf0qhvH37rk+ffkjQnMsRdu7c5dUrPwCQyWSlShDTw//UxSCTyRISEgICAq5cvnHo4LFlS1dNGD9lQP8h7dt1qmNX30DfpKQSGdLqQYWmujqGKJ2HXtfS1OvXr9/t27fpSdvqld1DRwaVK3/79n3SxGmU5viwoe6fwsJBVSUDlRFbpJI8x46eqmNXHxFcjx69njx5UsEr+Z8FQ3DlBAI1zpOq1uucnLwLFy7ZWNsjL1VXV3/p0uWpqamgUj0EAJRboOTwlEqlSCSKi4sLCgp68uTJ5cuX9+3bt2jRolGjRrVo3sbOtp6OtgG6mOmkhgZ3oZydibFF0yYtXDq7jho5bvKk6SuWr1m+bHXrVm2FAm3VR7BevXrduHEjOzsbflWNrxagnEEcJ8+e9WrapAUL43HYAlOTWtu37S4QSUCVzIGKIji17BDy+h96P2nfrhML43G5fAeHpqdPn66O2erqCIbgygUymYQiOPQKjpPx8Qn9+g7S1tJnYTwMYzdq5HDlyhW6pSaXyyUSSXp6+o8fP8LCwvz8/E6ePLlq1aoRI0Y0b97cwMCAyy0uCUYdrBS7cTlCoUBbW0vfxNjCsrZtg/oOTo7OgwcNX75s9ZXLN975v09LzZJKlECCVKI8fux0W6cO2lr6fJ4mi8XCMMzFxeXOnTt5eXnVyHZTQ25u/tixHqpJMdxuXXv6Pn0JZLH5VqrEWzmhJG0plcrgD2FDBo9AU2z09Aw2btxYfQ919QJDcBWKWzfvtXXqQAXCPGfNS/yeQuAglSgTviU/83119MjJ+fMW9+83uGULx3p1G9WysDY0MEWqsHTHE8MwFovFZrMxDONyuVZWVt26dZs4ceLBgwevX78eGBgYExOTlJSUkZGBer+AlrLIzs5++PDhqFGjuNxicW02i1/XvuGWzTt+JKejHgx6Y8Cf7C9lwqjV66k9J/4G9JoyemDrZ7KSBLmMABKePnnRvl0nSr7l4MGDaJiOmtpdZUEkEi9btgKpkHI4PE/POWrzBhmUExiCq1Ck/MhYsniFibEFsryaODSfPGn69m27p06ZOWyoewdnlwb1HUyMLShGY7P4HLaAzeKjB4+roSHU0dbSb9Kkiaur69SpUzdu3Hjs2LEbN268evUqNDQ0LS1NJBJRCkj01AG9Mk4sFt+/f3/ChAlItI7LEWoIdRrUd9i8afu3+CQgfxlURnHNb7iuf8csxK9TCP659qVkNfLPqCUJBA4Z6TlrVm+oXcsGyU81atjUx8cHBebowlOV6BIqFPjWrdv5fCGSsRo9eizTsFUxYAiuYkHC61f+gwYOQ2yFEg7GRuaUv0kPqLFZfBbG09bSt6xt27RJi86dug0fNnLWzLkrV6w9f/7848ePIyMj8/Ly/s11S3EE9WaJRBIQEDB2zAQ0BBpZlPXrNd6wfsvXL1HoPRQNlcoy/2p3f2UuasbK370NMTJRYigaZQlSy5DL5QqFAtmb7/zfd+rYFUXfjI3Mp0yeoTY4XG3fKwVnzpyzsKiNCK5rV1ckK1KJ6/kfAUNwFQpcCQUiydYtO1GtFhrAjGFcFouDZm7y+UJtbV1TU/M6deo2btykQ4dOQ4cOX7p0+Zkz51698ktISERlqzKZrKSiP4pbKxQKdPHTeYRS3SBJkmqTwHE8NOTz4kXLLWvbUsRay8J60sRpISEhlAVE1Tr8zv6WNgCX+i/VREExGv2al0hkmZnZ378nxcV9+/TpU25uLgDI5XL6dkgCCsWyA/uPIJpGkkQ3rt9Bi69SCZOHDx+1aeOE5g06ODQ9ffqsRFLKDEwGZQuG4CoWJAAJhw8dRz2hKP4l4GthGFtDQ8vKyqZdO+exYz02b9567dqNFy9eRUfHJiYm5+TkSaVydKmSJNCton9uR6WDutp/6a4nICoybuWKtbUsrKkAn56u0fjx458+fUp5dn+YhaSYl+okQ5aaGt8hDsVxMjMzOzQ07Pr1m+vXbxw71qNnz96tW7c+evQoFUakXGYChw/vPw4cMJSaRT/SfWxyUhq1y9TGf2/lZYjg4NCRI0cLhZocDs/cvNayZSvy8kSVvaiaD4bgKhYkvPN/7zZiNNVXYFnb1t1tzPbt248cOXL16tVnz559+vQpNTWVEimB0uYtlUpqamEyNe4r9f0ohpXwLXnjhq32dRoglxnDuCYmJoMHD/bx8VHb4G/u9N/zC0mShYWFCQkJ/v7+Dx482LJ5x+JFy8eOmdC7V38nR+e69g3RnGwMw+bNmycSidR3k4RTJ89ZW9VB9TF17RseOngMtaDRDb2SfFrxSEr6sW7dBm1tXQxja2pqu7kVy5czKFcwBFehKBBJVq9aT1Xb2trUnT9vsf/bIKlUiqwbNa/q3wTpQXUxlyQ41PWlJpBN9WMhgsOVACSkpmTu3rW/Tet2qEyPw+FoaWn16tXr2rVrmZmZv01taA2Un4voLCsrKzo6+v37997e3mfPnt2+ffucOXMGDRrUoUMHczNLbS19etMFilSy2ezRo0fHxcVRKyFJsqio6HvCj0kTp2lq6KLk6Uj3sV+/RNFnLFCHpdIJrrBQcunSFRMTMwxjs9lcZ+eOdDV5BuUEhuAqFO/833d37Y2cKTaLP9J97If3H6GEy1nqZ0v9E/mr+PU/ZCTViAZ9RCEnkdcMJBQVyk+f8mri0JyF8agyFGdn5xs3bojF4t/LohIEIZFI8vLyMjIyvn//Hhoa6u3tfe7cucWLF7u5uTVr1szQ0JDH43E4HFSRR2/AQFOTtbX0DfRNbG1tx44dGx4erjb8++qVm02btEApZg2hzsYNW4EEkvgla1EV/FMAIEl49uyFtbUth1NcBfn+fXBlL6rmgyG4cgKhkoQDAMBxUqHA8/MLxo2diMwNDGPb2dmfO3eOqlOrtIXSaEskEl24cMHJyQklVZET3bKFo9e5S2mpWSoZO3WVdnqoq1i6gwQgQamAz58ivB883rlj7/Rpnn37DGzV0qmOXX0Lcys9XSPUtUZPH7NZfJRkxDC2lpaOvX29nj17e3rO2bRpy/Xr1z9+/FhYWAi0mKBYLJ46ZaaqpIbdu3dff39/tSkTFQzyH4ctBAcHt2njxGZzuRyhnW29c2cvUk43lJhrzqBMwBBcOYFAenCgMjdEIrG3t49D42ao315TU9vDY8KXL18q3b5QGxuYkpJy586dAf2HUCVyPK5G0yYttm/bnZWZByo1J+RQU1YhZShlZ+d6e/vs3LF34YKlkydN79d3ULu2He1s6xnom9DLlbkcISqCQf/lcTVMTWrVr9e4T59+48aNX7ly9bFjJ+7evf/27buIiKjExGSquA9U7rlSqQwMDHRydBbwtTCMq6Wls2bNuszMzMqdVvUP1jcAxMTE9O8/UCjURPLlO7bvSUtLo/5K3S0q/ZSoSWAIrlxAEEqFQoYIDuX+vnwJHzVqDOILDOO2aNHqzp17lb1MgNIGBhIE8erl27FjJujpGlElcnXs6m/auC0jI4NKg5bclFKp/PAhZPhwN1ubuvp6xnyeZokGjOLGMj1do9q1bFCf7JDBI2ZMn71l847Tp7yeP3/5+fPXnJy8Uq9xqVRKPU9LS1u+fDn6FgzjNm/e8uHDR2V9bH4faikO9Dw9PX3BgkUmJsXy5eM9JkdFRVFVMhTNVZ3SlhoAhuDKBXK5FHmp6OQuLJScPHnazMyCkipasmRZaioazvCb4wHLEPTGrGI7Qglv/ALGjZ2IGASlVs1Ma2/fvj00NBS9mS4mjD4okUh8fZ/Xr9+QxmhsFosjEGjo6uqbmJjZ2Ng5ODRt1arNuHHjly9fef78xaCgDz9+pIrFRQoFrlYBgxSQ1JiOIKCwUJKfX/DkiW/Hjp0RuxkZmi1cuDg6OpZQSX6W+yH7R5RKUgRBiESiY8dOoIHfGkKdVi2dgoKC1GpZGIIrWzAEVy5A/qlMJiFUWklDhw5nsTjIfOvRvc+bN/4E8QtHVBZKdnQBFOccQoI/zZu7yNzMEjmVGMa1tLScPn16YGAgehvlq1KcEhER1bFjZxS847AFQqGmpaV1hw6dPDwmbNq05cqVa/7+AZGR0cnJKVlZOUVFUrW9x3FSqSTUvDT0XCqV5+TkvX8ffOHCpR07dg0ePFRLSwetqmmTFg8fPiIIQOXNlXjPQBPRSia4AYAgCLlc/uzZi3btnFFWxNjI/NGjRyXHblTKymsqGIIrFyDBS7lcCgBSqXTDhk2mpuZIeNLK0m7P7gOo11pV2lppcWV6+vWXP6hSqzHR31auWFvXviElr6Svrz9hwoTAwED6RhQKBaIVkUi8adOWYUPdx3tMXrli7ZEjR65cufLq1avw8PDU1NTCwkLV3GtFSWan+ciA42RRkTQxMfnt23e3b9/dvWv/vLmLJk2c1r/fYCdH5/r1Gmtq6FLid22dOrx8+ZraSFXgCJlMJpVK0UrorBcX961v3/5o2UKB9qlTp1DmBKEqrLyGgSG4cgGOK5ARRxCEj49Px44qvpj/AAAgAElEQVSdUXKQz9Mc7zH586cI+psr8bQutZgOqXSQRHGJXFJi6tYtO5s4NOdxNXg8HoZhxsbGEyZMePLkSV5eHvVxxFxyuTIs7PPzZ6+/fI7Mzyukc/cv2wcAAIVCQel9ojkS3759Dw4OffDg4Zkz53bu3L1gwaKhQ4d36NDJsrYtsgqRYYgECNA0ZS5HaGtTd/78ha9e+RUVFVXUkftb5OTk+Pn5eXl5UUM2gBaIEIuLPDwmoEQTlyNctWpVSkqKWu0OgzIEQ3DlBAI9vn37NnPmTF1dfRaLw+HwateyOX3KSyEnkeA4qNRoKxFUCJxOdkrFTyOOJCApMXXf3kMtmrdhsVgCgQDDMB6PN2TIkEePHqFCB1pbPgAArgSSAKRKgjZYMrQkk8lyc3OR+F14eLi3t/eRI0cWL146bNiIBg0aoSmLKITHYnHo6VdEaoYGphpCHRTTxDCuvr7h2LEeHz9+lMvllUgTycnJt2/fHjJkiKmpqaur64MHD5BeE5WqJgiYO3e+gb4JSiJPnTo1OjoarZkhuPIAQ3B/Cnop6c/TlAQCB7mMuHD+SqOGTdGVyedpLlmyJDw8HKpPuRO1a6mpqU+ePGnZwhFRDGowaN+u03mvyzJp8b7QW03/boMEAQQBnz9F3L/ns23rrimTZ/TtM7B1q7Z17Oqbm1nq6hii3Ctde53DFiCZTzQbu2nTpkOGDJkxY8bcuXNrWVjzeZqomE5TQ9fdbczbN4G4EuhroIb4/LaljFIoqCwG/XCUDDrFSHl5ovv3vd1GjK5r3xBV2KDRZakpmah+sDiSKFGe97rc7K9WbJaAwxZ27Njx/v37KAxKH6VWUk8FaB17dPzeHv3vgCG4P0Wp5xlSYfz8KcLdbYyerhEyOlq2cPTx8aGbPH8nH1R1QJlmJEnm5eV5nbvUxaU71dnO52l27NDl3NmL2dnZSMKEfiiKmyUUeHJyyrt3gbdu3dm378D8+QsnTJg0oP+QDs4u9eo2MjYypwwxRGo8rgZq80B3BWurOo5t2o8ePXr+/Pk7d+708vJ69OjRhw8fwsPDIyIiTp4427lTN7QeDaGOoYHpwAFDL5y/gnxVtVllv7H7f2cPor1Esx9JEvz83i5cuNjFpau+njHyoNGS+vUdFBQYAiQUFRUXuMik+ONHz7q79uZyNNgsQYMGDc6ePUuPhP6bk4GkSYQyNPfPYAiuDED+qq9PkiSBQ4FIsnfPQdR2ymbxjQzNVq9ajzR/gFatWmXZrVTvUi4jvB88HjxouKoHnisUaLdq6bRnz57Y2Fj0nuzs7ISEhE+fPvn6+np5XTh48PDChYsHDRrStm37OnXq6ujosVgcqiaOroLH42qYmda2r9PAsU37Xj37jXQfO3/e4n17D129cvPdu3dxcXEFBQVqjboEDjdv3O3cqRtKp2IYV0fboGULx4sXLyYnJ8MfV12Uyh0EQVAE9/HjpyNHjg0ePNTIyATD2JTLbGdbb/Cg4QcPHI2OipfLVEdPrgQS4uMSJ4yfwuNqsjC+gYHBvHnzwsLCKOVheskOPRVD7QhRbUc7VgoYgvsjqGUhSWpoCwm+T1/27NEXXboCvla3rj2DAkNAlXOs+nddevEH8vJUFxi8eeM/YoQ7CpNxuXwMY1tZ2axbtyEgIOjly9enTp1Zs2bdyJGj27Rx0tXVRxOvWSwOjydAb2axOCi+pqGhZWhoXKuWpb19vWbNWrRt237+/IWbN2+9evV6aGhYdnauQoGjjCrd/qJTAABIpfLbt+927tyFzeYiQT0MY7dt2/7QoSM5OXkAoFQSqMju9wQm6fGHn7qhSoiL/X73jvfoUR5mprVpQ3zYpqbmTk7t1q5d/+nTF+TJ4jiJ42Sx2hUB/m+DBg4YymELuRwNDGO3bNl65crVDx48DA0Ni49PyMrKUVMzV89vlyYt8xv79T8ChuD+CGo8Rd1mJUWKJYtXGBqYovPezrbe/n2HC8XFEpJqt9+qfDdW20HEEThO+vm9dXMbqaOjh6iKy+XXrm3l4NC0USMHOzt7U1NzgUADMQ7VXko95/OFurr6trZ1XFy6Tps2Y9++Aw8fPgoL+5yQkJiWlpGdnVtYKJHLlSUvW+Ry0pcklxe3wd2+fXfECHd9fUM094DN5jo6tt2370BiYjJ6Z8ma4X9/BNSSMFKp9JGP77Sps1o0b0PXPtEQ6tStW3/RoiVPnz5DQ2+BFqQDgPz8Au8Hj91GjDY0MMUwHoctRKs1NDRGFN+7d99ly1acOXPu8+ev6emZFC+jEmiFAi8J4t+pAf7PgiG4P0XJ0wuNievYoQvVQz56lEdUZBwKNlNWAN37qMD1/iuoSUvS/0TRcWBg4PTp0+3s7OgqIPQHj6vBZnO5XL6Wlo6VlU2bNk79+g2YMWPWli3bzp49e+vWLT8/v5iYGDR5GuHvXcJSXv+V6eT+/v6jRo0SCoVoPSyMV69uo9Wr1sfFfqcywn+IwsJCPz+/zZs3O7fvrK9nTO0plyOsXctm9CiPCxcuJCQkUO+nDqNMpvDxebxs2YoOzi4oBcFhCzlsIerEoG/H3MyyaZMW/fsNnjxp+sYNW897XX7n/z49LZvAf8lKM/iXYAjuT0FvAgcApVIZHx9PzTrAMO5fTVtevnQdTe0D2klflSvXqa5PapGUZiSpkt4lSTIiImLt2rU2NjaIzpBQCgvj6esZW1naNW/W2sWl64gR7nPnzt+6dfuFC5devfKLj0+gIu5A232SJKmKGRR+okorkEw5fXl035mymmUymZ+f38SJE42MjFChGYZxbaztlyxe8TH0i0JOEv/dUEYrAQCJRBIWFnb06NEBAwZoa2sj+0tTQ4/P07Iwt+7Te+DuXQciwmMpRRDqNiaTyUJCQvbtO9CtW3ctLR1K5E5DqFu7lm3DBk0szK2EAm0OW4DS01TimMsR6uoYNmzQZOCAoSuWrzl18tzdO95BQUGxsbEikYhKUjGU989gCO6PQG8MQid3Xl7e06dP7WzrcdgCPk9TW0t/0sRpsTEJJQkOgT5VvqqBfqFSRfnwa1IlJiZmyZIlde0b1rKwrl3LpkF9B9duvaZMnrF2zcZzZy+GhX1GgTD4NZZU6twv+P9ynfQYPHpOzyGgP71//37atGkmxhaoKw7DuBbmVksWr4iOilf+VgeXXC7Pysp6/vz55MmTLSws2Gw2h8NhswQYxtPVMWrcqNlszwXvgz6iomigkW9RUVFCQsL169dHjx5tYGAkEGig7AqXI9TW0m/ZwmnlinUnjp9Zu2bjoIHDmjg0t6xtq69nzONqUElYqu4Pw7i6OoZ2tvWGDh26dOnSq1evfvz4MTk5OTs7u6ioqHIFVKo4GIL7I9A1vJRKgiTgY+iXgQOGCvhayJxxcmr39OmzGnwKyuVysVh87Nixo0eP3rp1Kzg4OC4uLikpKScnp2L6Cohf1XqlUml+fv6SJcvq1WuAYWzU86CjbThqpEfAu2KBSRWlEnK5lCRxACp/8oueB0EQSgW8evl2zuwFlM4VGqPBZnNtbevMmjX79es3eXkiFOAjSQASZFIcV4K4QOr94PG4sRPr1W2kraXP5/NRKR+LxbKzs1u8ePH79++zsrLy8/Ozs7OTk5M/ffp07969jRs3DhkypGXLlpoaukjjgMoOI7ITCrSNDM2sreo0bvRXzx59ly9bfef2g8+fIiQSmZolR03woLfGSqVyFLWUy5XU66j5F70B/RVVodNfr75gCK4MQNkgovyiw4eO165lg0TKateyWbduAxXnrhlQK7zCcVwul+fm5mZkZIhEIvTXkj3n5boe+nfhOC6VSmNi4tav32hnZ6+SCeAZ6JsOGjg8MPA9ymyqDGcCgMDxYrOUqiwDALFYHBwcvGH9ll49+xkZmvG4GqgzTMDXMjOtPWXKtGPHTkRFxRR3bqiSpKjAOygwZPmy1R2cXSzMrZAhifSKbW1tPT09b926FRERUVBQQN8LgiAKCgq+ffv27t27hw8f7tt7aMniFYMGDvuraUtjI3PKGqXKUFCBjpWlXVunDn37DJw0acqqVWvOnDnn7x+AxKbQkhBDSSSyly9fr1y52s1t5LBhIwYMGOTuPmrbth0REVHR0bGbN2/dsmXbt2/fqcWIxUUPHz7y9Jxz8uRpxN3VN6fBEFwZgPrJX75449qtF6WFO2TwiJCQj9R7aka45O/K6Ol7V5EFqCXLJhCiomJ27NjVqlWb4sGMGJ/NEgwf7vbkia9EIkOFLySJ04WXKXaOjo7ev3+/m5ubtpY+6pQobgjTM+7Xd9D2bbtjYuKooX8EUex94zgZ/CHs7JkLQwaPMDG2oGvhmZqaduvWbffu3V+/fqXLh5QMoiG3nSQgIz0n4N2Hixeubt60fcrkGd1de//VtKW5maWWph7a8q+dHmxDQ+MWLVqNHDl61ao1R44c8/N7i1aYnJyyZ88+F5eutrZ1GjRo5OTUrnVrx4YNG0+YMOnNG38fn8cODk1btGgVEBCE2FChwLOycjZu3CwQaLi7jyqWaC5xzMvwFyxXMAT3R0AnKzpH09Iyli5Zqa2lj9wKG2v7I4dPoJOMbhpUa9B3QY3CqKAYddFW2P6WJFz0u4hEoitXrnXu3AUZ1MgC6tqlx8WLl3Nz8+EnKf9CMTiO37t3r127dhiGodIWNpurr2/Ypo3TokVLXr58TSVJ5HIl8ukAIDIy2tvbx91tjI21Pd3UMjezdHJ0XrZsmZ+fn5ooOZ3p1M4Qum8olyvT0jICA9/funVn3rwFbm4jHR3bWlvb6usbolqc4nZdFgfD2DyegMXiGBoaL168NCMjq7BQsmfPPktLazMzi2nTZly+fPX16zfv3gVev37z1Su/jIysZ89eNGnyV+vWjsHBoWhflEoiOzt3y5ZtGhpao0aNqe7nLENwfwqqIenWrTttnTpgqoEpkyZOi4yIhRKFmtUaf5fNrCyUTDuoXinmLJlMdv++d8eOnRHpIFvMuX3nS5euZGcXd5WgzAk9ThoUFDRkyBAMw/h8IYfDs7a2nTBh0r17D6jqNnotrkgk9vV9Pm3aDAeHplSDB+qlr2NXf8H8JY98fH/8+PGfDl1JW58kobBQgiZhBwV9uHLl2urVawcNGmJvX4/L5aMKaqrYUFdXf+nS5WlpGe/eBXbv3tPU1HzhwsVRUTHIlScIkErlMpmCIODZsxctW7bu3LnLly/h1Bfl5Yn27NlnbGzq4TGBVGVOKswkL1swBPenQL/6t2/fPTwmaAh1UGVTwwZNLl64iiuLg7XonTUg1VDyKiVVypdUmKbUd5YTiF8Hv9LamAilUq5QyABAJBJdv35zwIBBQqEmhvEwjCcUaLdu1Xbnzt0JCYkEQeWIVF0KOF5UVHTmzJm6deuamJgMHTrUy8srKiqKKp1RKBTIwhKLi1698lu7dn23bt2NjU2R3h9iNytLu9GjPM6cPk/VPxIEIZFIqG9BrEoNw6bbv/RKSYVCgY6t2o4XFRV9//49MDDw5s2bR48eXbJk2ahRYxwcmuro6LHZ3GbNWly4cEmpJHbu3G1kZNK1q+vHj59A5U0j9kSn5evXb9q2be/q2iMs7DO1cbG46ODBwyYmZuPHT4RfzUk6qgXfMQT3R0DnpVgsPnHiVJ06dZGGhIG+yYrlayIjYoH8mYpSG05aM/APd/UKC8DRjQuKJlBwDYBAOQeZTPH69Rt391HaWgYCvjaG8TCMW69uo/XrN3769IUyUtC/iHpiY2M3b968a9eu4ODi3CtVjofeEBkZffjw0QEDBqEuVNShweUIrSztenTvs3PH3uioeFDlVUsG2v4hZFEyVktF60o9hQiCSE/PDA4OPXXqzOLFS0ePHrty5eqPHz/JZApPzznGxqaLFy9F4smUQw0AqE3i2bMXTk7t6tatv2zZikOHjuzatWfv3v07duwaOnS4UKg5efJUKE6hFFMtfQFVuQOHAkNwfwqlUhkUFDRs2AhtbV0OWyAUaP/VtGVQYAgSFKHeU6lrLGP8ncNC/FSFqzjd8FLJQiYvREacUlnsSxYWSiIioka6jzM0MMMwHjK0bW3rrF27Pj4+gbJD1XaHek5dzHK5PD09/enTZ5MmTUFTnKm5E9rauk0cms+ftzgk+BOituLiOFoHAqocpo4SqM3h/vXbqTJmNUkuesX1r7kdAICMjKyUlDTk0nbv3rNWLcsDBw5RVpiaIvyzZy9cXLoKBBrm5rWsrGzs7Ozt7Oxr1bLU1zfk84WzZ89VKHCZTJGWlpaSkpKampqTk0MpFVeLpBlDcL+A0m+gx8tRTEeplFMylshAIAglkJCTLdq8abupSS2kIGRtVWf1qvUSiaRadNT/ryE0NGzq1OmGhsao9QLDeNZW9tOmeoaFhaE+CurXL2ZwVY8X6pQCEt74BcyYPrthgyb6esZUNpPH1ahjV3/SxGlv375NSkqib6RSdpNav6trDzMzi507dyNSozubSIPg5cvXKGWxfv3GEydOnTt3/tixE/v2HRg6dDiHw5s1azYAfP0asXbt+mHDRowZM27p0uXBwaFSqby6nNoMwf1LEAqFTCaT4LiCkiMHIAgcXr5407fPQFQFyudp9uzRNygwRM2YZ1BFoFQScXHfVq9eiybpoJCcmanluHHj3r59i95D2XEymUwqUSJpYoWc/PD+49YtO7t17WlmWhu1qaA2g9q1bNzdxpw9c+Hrl6iioiKaeO/fzLsof1AEN2XKND09g8mTp6J+EoUCRxp2oKoB9vV97uTUzsmpna/v85ycvKIiqUQiS0r6sWnTFhMTs6lTp+fm5r965bd48VJPzzljx3o0a9Zi1ao1P36kVvAe/TYYgvsnoNiHUqkkCCVlweG4Qi6Xohh2Zkbu4kXL0fxQDOPWtW946OAxIJnxvVUaCQmJ69ZtqFe3EeI4Pk8Lw7Dhw4c/efIEsRsS7wQottriYr+fPHF26BA3C3MrpF1KlcV1d+29c8fe0JDPMilORSTUcrsVP+WLIrhNm7bo6xu2aNGKGsoDqrQ++tfX93nr1o4uLl3pSQaRSIyyE+PHTywoKIyJifv06UtKStqTJ77NmrUYMGDQ+/fB8PfJhyoFhuB+Qcla7X9wNHAcv3P7QauWTtQklPEek+PjEv9ctYJB+QG5ollZOZs3b61frzHq5UKlFYMGDfH29kGli+g3T0vNeuj9ZOKEqdZWdejN8Do6ei1btvb0nOPr+1wkEqMto4p/NTmsSql/pAju6dNnXbp009c39PCY4Ov7HFXGZWfnZmRkZWRkKZXE06fPHByaOjt3DA4OJYuzvZCTk7dr1x4DA6Nx48ajFrSkpB8hIR9PnTrTsWPnBQsWRUZGU5ZgFQdDcL+APmacridOV+VH52thYWFUVNTQIW76esao6Klxo7+uXL5B4PAbqhUMKgo/6zDS0jJOnjzdqWNXLkeI6sg0NbU7dXI5e9YLZRiDgj7Mmb2gY4cudGUkoUDbQN9k8uSpN2/eTkxMRm4oPdpOvyNWliFPEZxYXHT06PHGjZsYGBi5uvZYunT53r37Dxw4tGLFqpMnT3//nvT06bO//mrevn2HoKAPVNtZbm7+7t17DQ2Nx40bjzZ45sy53r372tjY2dvXO3nyNNXFUfXBENx/QGGhJCoqxsfn8ZEjx+bNW9C//0B9PWPksAgF2itXrKV0uxhUVRAoO6RqdRB7eV1wdu5I6bKxWXzHNu23bN6xfdvuwYOGoxkLlLS6sZH5SPexR4+cDA8Pp5pY0O2QntCkR98ql+AAIC0t48SJU/36DWjUyMHGxq5evQaOjm0bN24yY8as4ODQN2/8Bw0aMmzYiODgUNXiITs798CBQw4OTefNWyCVynGcDAx8v3Xrdje3kc2bt1y+fGVMTByUVo1cBcEQnDroZppEIklJSYmIiHj27MXly1d37tw9ffrMzp27WFvbampqo8JOFsbj8zQ7d+oW8O4DkKqBewBQWjNTpewRAwoKhUwVSy2u3cnLE928edu1Wy8kv4xCbCbGFmamtQV8LeTAole6uHRfv25zYEAwrgSqUEOt7wqdPPSqDvLXeR0VA4rgKM30Dx9C0F15ypRpCxYsWrduw5Ur1xISEuPjE86fv3jx4uW0tAzq44WFkoCAoEOHjjx79gJUsTaCgM+fv7q5jXRx6Xru3PkK3qPfBkNw6pDL5Xl5eZmZmd++fXv58uXBgwfnz5/fsWNnC4vaVNET6onh8VD4htugvsPWLTszM3KpQaJQWn0WQ3CVDpyQoTQR1WAPAHK58vGjZwMHDEXjSpEdRzWTamvp16/XeMb02f5vg4ozCST6VHGytdSisFKr8yoMdAuOKu5FbQxI5wWlU9GSFQpcpbCipGRIAECpJNDrP36k/viRmpmZ/eVL+MSJk9u1c967d3+l7NdvoIYQHKkqQy816kHP2VPlaeRPO6v4CY6TaalZ/m+D9u87PN5jcudO3Ro2aGJuZqmjbYByCFTdE5cjRF2Npqamzs7OW7ZsiYyMVG2EicBVP+A4/u7du1mzZunpGbDZP1vlNTQ0PDw87t27l5aWRqrGPFb2YssXaloJCQkJO3fu9PT03Lhx4+TJk5s2bTp27NiQkBCymqjj1BCC+zvQ9cRL3GOBJKGoSBodHfvo0ZODBw8vW7bCbcTorl16NKjvYGhgSlUD0EUHeVwNy9q2rt16zfacv3XLzosXL/r4+ERGRlJy24yZVk1RUFDw/PnzwYOH6usbIsPNuX3nAwcOBAYGUsMeazxImoIT+jc7O/vevXuenp5TpkyZMGHCkiVLHj9+XDFSpmWCGkJwJQep/V0CS6lUZmZmfv0a4ef39vr1m3v27Js509PVtYeNjR2Hw6OUv6h7OIct0NM1atigSccOXdxGjJ43d9Ge3Qd8Hj79nvBDqVAXQUPfW/F1TwzKBCKRaM2addbWtkjo3HPWvJSUFOqvBEGgvvcafA8jVADajJHExMSXL19ev379wYMHcXFx6J3VpY69hhAcBbV8FgDIZAqJRCYSiZOTU758CX/yxPfkydNTpkzr2bO3nZ29QKCBwmr0AXccDk9bW9fMzKJhw8ZdunQbPtxt1649d+/ej49PUCsEp39vtbDYGZQKlBbIz8/fsGGTrW0dpOO2bOkq5JlS1Fbjf2IUuSs1eiiTyagXq/LAcjXUEIIr9XAjQzo1NT0w8P25c+dnzvR0cenaoEEjC4vaWlo6PJ6APrITiWpxuXwLi9rt23fw8JiwfftOb2+fr18jfvxIFYnEv9JZ8ZPKqgNgUOYgCCI3N3fDhk1WVjaoImTF8jWJiYlU61VlL7CCQCe4UgNtdKar+qghBEeHQqFITk729fU9duzYnNkL3N3GdHHp3rjRX1S5Jpcj5HB4PJ4AWW2amtq2tnU6d+4yatSY9evXHz9+/PHjx1++fMnOzkYbpE9+oucxSp4EJScTM6hGyMzM3LBhk7W1LQvjmZrUWrVyHb1zHkprdKl5oGdgSZKkksV0H4U6GpW1yH+PGkJwBEHEx8c/ffr04sWLBw4cmD9/vqurq729PZ+nSUXT0EA2lAPV0tKxta3j5NSuf/+Bs2bN3rVrz/373l++hNOpSm3gaUmU/IFr9qlfs0GS5I8fP5CLymELLMytli9bnZycTA9I/S/8vhS1kTTxOwTqhJfJZNWF6GsIwSUmJh45cqRr166mpqaampocDgcrxs90gaaGrrGRubVVHYfGzcaO9di4cfODBw/j4r7JZAoqoKYWZ6EVTCqpwk76faykvVZd0ucM6ECXblpa2tat21GSwdSk1tIlKykXVV1GqYaC7pzSdxylFNT6F6vFcahmBKempEiSpEKhUCgU+/YebdqkNQsTYhiPhfF/lmuy2RiG6ejotGzZ0sPDY8eOHT4+PhEREbm5uSKRSCqVMmTEAFTMlZ6evmnTFmtrWzaLb2pSa9nSVaVacNXiwmaAUM0IDoHOShKJ5OvXrx2cu2lrGbFZAi5HA8N46ARt1dJp6tSpa9euPX369MOHD0NCQtLS0hA/ymQytZQ/Y3n9L4MhuJqKakZwlLYH9UpaWtrmzZtNjC1ZGB/DeHq6xl279PCcNW/79p2XL18NDw/PyclR2wj94+SvqJi9YFDVwBBcTUU1IziU0KSntF6+fOno6MhhCzGMx2EL+/Ud9PzZ68JCCVK8oYcMgKlWY/A3YAiupqKaERz82isXHx+/bNkyHR0dFHpzcnS+cP4KJVZFqrqg6aluqqyJOU0ZUGAIrqaimhEcyvIgklIoFF5eXg4ODiwWC1W3TZ/mGR+fQJLwz81SJdmNVClclu/qGVRVMARXU1HNCI6euv748aO7uzuXy8UwjM/TdG7f+e7d+2oOKP1cpHzbkl4qOr8Z7/V/FgzB1VRUM4JDIAhCJBIdOHDA1taWw+GwWCxNDd11azfl5xeAqmZHJpMhXUPEXIRqeDjaApNYYEAHQ3A1FVWU4EpVfwb4OUz3jV9Azx59Ub0blyN0c3Pz9/enPFPG2WTwn8AQXE1F9SM4ICE9LXvd2k3WVnUogbZTp06lp6dT75TL5UxMjcG/B0NwNRVVlOAQ6P1uxT4mAUDCvbsPW7ZwRPq6erpGI4aPio+Ppz5FZSGYE5HBvwRDcDUVVZrgKPysXyPhW3zS9GmeQoE2Iri/mra8fOk6EtRlsgQMfg8MwdVUVFGCU+t4//lfEs6dvdiwQRPUP6+rYzhv7qK01CxQSV1SH4HqIzrKoNLBEFxNRRUlOPp4cHo8LiI8ZqT7WGqKZccOXV4894PiidyEWuSOMegY/EswBFdTUUUJjh59oxqzMjMz167ZWMeuPnJOzUxrb9u6q0AkoQiO+mwlrZpBdQVDcDUVVZTgKFAnk1gsjoyMbNXSicfV4PM0WRjPuX3nt28CUeEIPRfBMB2D/wqG4GoqqijBEaqxWMVDXkhI+Ja8bOkqfT1jHlcDw7i1a1tduqWg4XYAACAASURBVHSF3mfKgMFvgyG4mooqSnCgOqWK53KTcOf2g+bNWgv4Why2wNjIfNy48ZGR0UAbMM6AwW+DIbiaiipKcJRkiFJJAEBsTMKUyTPQVHkM47Zr2/H27bsk+U/zTxkw+PdgCK6moooSHH2qhUymOH7sdF37hihzqq9nvHDB0tTUdFBNxGCMOAZ/CIbgaiqqKMEBTcft8+evw4a6c9gCNHa+u2vvZ76vgDaclEkmMPhDMARXU1F1CQ6hsFCybdsOC3MrZL4ZGpju3LE3L1cMUDwHC/UwMGDwJ2AIrqaiihKcKsMgf/LE19m5I4q+aQh1hg8b+T4oFBW+odNMIpFU6koZ1AQwBFdTUUUJDgBIkoyNjV2+fKWhoTGGcQV8LQtzq/Nel6nKXgYMygoMwdVUqAhOTgIJSgACSFCSoCBJEqQAhaCUkhKSkJGgKAJlIYASAJTlHvZCqiFXLt+wtamLJpzq6hiOGT0+NzeX8kmry2xtBtUFmZmZmzZtqVXLEvXJLFq4jBr8TKq0oHEcZ3qcqxFUBKcAIEGO+ItAPAdSAAVqFMAJIAgcQAqAAwBRPN2KKIH/+vUlt1C8HRLCv0ZPn+app2uEom8dnF3u3X1YVFRE71FlCI5BWYEkyaysrC1btllaWnPYgloW1nQLjtEWrKZQEZwSSAA5FHMcgQNBghyAUAIoqVdBTpAVdPMiYf++w3a29VDhm7GR+bq1mwpEErr+JUNwDMoKyEXNzs7esmVb7dpWbBYfEVxKSgrVCl3Za2TwOygmODkJMgCZispwksBxhQKX4wQAAaAEUACBIz1dIAglABAEKJUEjpMEAThOKpUEeuU/PQgCSn2Ef43u22cghy1ABNezR1+/1+/ooTd0RlbKIWNQU5GVlbVp0xZz81rIRV2yeEVSUhJ9zhHJTF+rbigmODGQMgAAAggl4DLAJaCUoJgbCSADkBAoTAcAREbmj9DQsMDA9/7+AQEBQQEBQe/eBfr7BwQGvg8K+vCfHujjJR+zPeebmdZGhW8mxhY7d+ylcgtqthvDdAzKCigGZ2FRG8O4FuZWy5auSkxMVCqVJDNxrdqimOBkIAGyEES5EBtLBPgXvfBVvHkB799Cxg+QF5FASAEkAEqAgoL8l6+eDh40vHev/t1de/fs0bdXz349uvfp7tq7V89+PXv0LZNHLQtrFsZjYTw+T3PI4BEfQ78g6xHdP9UcVebkY/DnIEkyMzNz8+atVlY2XI6wdi2bZUtXpaWlUX8FpqS8GoIqE8mBhAji3oOiXQczl69NXLjo+4L5ifPnFp08CX6vITsTihOtkJWV4XX+lK6OIVL1YLP4yM5C063Qk3//QCxW6gP9tXmz1pcuXpPLCJIAkgD4NbeA4zjjLzAoExAEkZmZuXXrdmtrWyToMNtz/rdv3+g5Uyq3VonrZPCfoCK4gvisO5e+TpkV19ddMd4TFq4gps/MGDostHu/1PWb8eBgUBDIhiosLDxz7qSujiFFZ2h2H/1JmTxYGE9LU2/qlJnfE34ACTIpXrL8DZ1wFXzIGNRIEASRkZGBsqgYxtXU0PUYNykgICArK4upC6m+UBHcK6+8yR6JI8ZmXPDKj4+A9Az4npYSFp7sOSepW2dYPAd+JMsACAKKMrIuXjljbl5LQ0MLw9gsFofL5bNYHAxjs9lcFovznx7oI2w2l83iI8ONzRKwWQJkD3bu1M3b26dYEo4Bg3LGjx8/Nm3aZGtri2EYl8vV0tL6q2nLFcvXREbEAgnFPgRKtAHI5XJqDi+DKotigsuaPyZx6EDxstUQEgyyQpArQCJXikXg/SBnzMisEUPIZ8/lCiBJAIU8KvrLtWs3zp07f+LEqdOnz54963XmzLkzZ86dO3cePfn3j5MnT58963X06HGvc5dOHD/Tu1d/DONhGI/H1TAyNFuyeEVaWgaokvTMjZRBOQEFPfLz8w8fPtyoUSMMwzAM09TU5HE16tjVHzhg6P59h2NjEhC7KeRMUqvaoJjgUjs6ZoweCVeuQ4EESJCTIAdCCXIQ5chWrUjs1Dn30CF5Xj4OAKSCIOUAgKpDCALIX6o3/tuD9kn4/Cli1MhxbJaAwxZqCHUGDxoe8O4D+iOKejA3TAblBIVCgdLxYWFhGzdu7Natm6GhIYZhVMDE1qbu9Gme9+4+TE5KQxYcjuMSiYQ6J5nAXNVEMcEVtWgl9pxBvn4BMqUSoLC4aUEhJiVw6ECeS/eC9RvJjFQcFACKv/s1f69aA3mgWZl527buqmvfEFlwQoH20SMnVb6AEhh2Y1CeIAiCOsFycnKePn06c+bM+vXrCwXa9DRa0yYtNqzf4vf6XV5eHr04iUnlV1kUE1xhy1aFi+cqPvgTckURCVIUZyAVmSCHkydk3XuLV63Bk78pQVHczVXWBJebU7Br576GDZqwMD6G8Thswf59h5UKIIhigmOSCQzKGxRJ4Tj+9evXy5cvDxk8wsbanoXxUAKNhfGsLO3at+t04MCBL1++qH2WCaFUQRQTXLpj67w5MyDgNZAKGQBe3KGlIEEB+/bmu3QVrV8nSUQERxA4QBm5qD+JkoTYmIRJE6cJ+NpcjgaGcV279fJ9+lK1WSbqwaDcgeM48lXRf4uKij68/7h3z8HOnbrp6xkLBdqoegnDuHXr1nV3dz916lRkZGTJAb4Mqg5UMTjXLmnDRxAXzoMsRwpKwAHkACRAZop0yfycLp1lRw7LszJxAFBCdExCWSUZ0MePHTtx6eI1r3OXBg4YymYJMIyH1N9mzZybkpIGKvONOYEYlBPQCaZGVUj0oVAse/7s9dw5C1u3amtoYMrjamgIdTAMY7FYDRo08PT0vHPnTlxcHKNLWDVRTHDExHGZPfoXrN1ApkVLQQJyBUhBguP46+eZY9zz+vSAO7dAKiMBCrIKrly9VVZlIkKhJpfLR2UiXI6QyxFSLioaLuPt7UMQwPTKMKgAUGG4nwFfEpQKABJE+UX37j4c7zG5jl19DONyOByUaeXz+c2aNVu3bl1wcHBOTk6lLZ3B30BVB3f/YeK4SYl9+8P+fZAQAWQhFOTCG3/o1yumb8/EPdsgI0VG4kUA+WLZ1TOXdbQN0PRlFIJFVWzo+X96UDa/WmMDhnH5PE02iz9o4LCkxFTqPFNrRGVYj0F5gzLr5HJ5YmLi+fPnR44cqa2lj6Jy6Maso23Qo3ufvXsOxsXFKRQKSo8afVAtP0aqUME78r8JFcFlh+ef3pvqNjirf7/smTOzNq9PWbM0bsrYhEF9slYsgZe+oJAoAWQAmVl5l0+f19LUQ61aiNfUeOq/tmqxWXz0oAiOwxagTgk723r79h5K+ZFBFVjSTw5G2oFBuYIkSdRsD6pAcE5OTlBQ0PZtu3v36q+poYs4js/T1NE2sKxtO2rUKC8vr8TERAAgCAINhwMA+nBLiuCY23MFQFUmAiJICiPPHZN4euaO8UgZPfr7eLeMmaNTD+6GwLeQlwO4EiUeJIXST4EfZs6YM2XyjAnjp0ycMHXSxGkTJ0xFzyeMn/KfHuM9Jo/3mEw99xg3adzYiWPHTGjYoAkiOD5Ps2OHLq9f+Rcbcb8SHNNsz6C8QcXjKEMMx/ECkeTpkxcL5i9p3aqthlAH3a2FAm02m928eXNPT09vb++UlBT0/qKiIvj1vP2/9s47Pqoq/cM3k2RSCYQmIFhgf7LSuy7ggkoRpYQSWug9gQAiiNgoKiX0KtKLgiuCBCkSQKSLYEEUQnolyaRNn3vvued8f3+c5DoGdF2WkGQ5z2c+OIx37kwyl2fec877vkds5vvAKO4HpwEUMOcjIQ6XLtoPRruio3HlW2SlQ3VCI5RCZSAaAwPkotibt4HTNKbf/qi/2x/dFIWoqsZ7w6mqpijE5VIcDteypasaPtVYv24WL1pWkG+9a7skgaBU0YcIJSZGKEVOTu6BAweHDRvx5JMNfHz8JMng5WWUJIOPj9+zz7afO3f+hQuXLBabfh73saoo2n8wFA9RXdBUWAALQEBVu12zuEDAozYXpRrA+D7zGilq6wHgXnPf/gSeO3I70zRm9AQ+DSdJXp07dfniwJei4aXgwePe0MEtBCu6o6rar7/e3Lx5a8+evX18/IxGX0kySJLBaPR95JHaXbp0+/DDj9LTM2VZ1se57nHcA/9pHjr0PRlUEM3BqAICzQVFBgHVYAfsDDItcgvTKCgD++2DcR8h6gPGv86db6hoboJhx/aP/96wCZ+bCwyoMnrUeFNOQYn0cTFfKyht3H0ky7KqqnrSkp7Za7Vaz5w5s3z58tatnqlSubr7LHOTxi3GjJ6wZ8+e2NhYfrAI3B4kRYIj1ApQUECV4SqEYgWhUKEVlTSAEo2pStEg8f69fAk3/SYshrhbSdOmvhbgX5kHcY2ebrZ3zz6r1arH+WKyVlDa/NF3px58EUJ4iKeqqsvl+nzfwcgpr7Zq2c7Pt5KPMcDL05evobVu3ToyMvLIkSOZmZmKovDrVkRwD4DiOTiqaQChcAEynArslBJogApoAGFQVDAKUMqgMuhLS+4tJ+8hkioR0OnO0gjAEHP86yaNWwT4V/Y0+Pj5VurTu//t27etVuudWvyvfw8Cwd1hjKmq6l7h4P6d6j584V/MtzNN+z+PfrlH75o16nDHSZKXJEk+Pj7PPvvsypUrb9686XA4xLfyg6H8bvxMCMnPz1+5cnWtWnU8JG8vT9/q1WotWrg0OyvPvQgfIuYXlDMURUlJSdm5c2e3bt38/f0NBgOvz/ExBtau9VjnTl23bN6Zl2vR3PYXFskApUQ5FZw+s/vtt9917dqdj1L9/YK6dunx1bGTsosX1jB+pIjgBOUEfc8QQkhubu4333wzZ86c5557zuDh4+3lzzUX4F+laZNWkyOm793zuclk4huZu0eFYuh6HymngkPxx6woZN26Dbw+hu9v//qsN1NTMvXDRBslQXnDPf88KysrOjp6+LDR7dq2d9+0JDCgSutWzyxYsODw4cO5ubkoTioWXUnuL+VacLyAOS4uYeSIsb4+gbxA9Zl2HQ7sP6QfU6bvUSAoiZ4OokdkhJD0tKwtm3eE9BnQoH5DPTHY4GH09fXt379/TEyMXtcluL+UU8G555EoCtm7Z1/bNv/gl4W/X9CE8REJCUkoDt+E5gTlhBIp6L8l9zJYzI5rP/26ft1Hz3fuynMDDB5GSZLatGmzfft2i8WC4tBPDEruI+VUcPoiOp9ou51pevutebz6VZK8GjdqvnXrdr7IICbgBOUNnjvC73Nb6Rsnmc3WY8eOjx8/8Ykn6kuSQZKkFi1abNq0yWw2Q+w6UgqUU8Gh2FyEUABg+Ob0+ec6Ps/D+8CAKn369P322+9Elq+gXHHn+NTtQchyUWh25sy5fv0GeHv7SJLUunXrHTt28HpVvuAguI+UU8G5XSgAoBFkpGcvXrSsZo06fEW1evWay5atMJvN7lXQAkGZ4575wS9jSmnR93QxV6/+MHbseD+/AA8Pj5YtW27evJkPUTkijruPlFPB6eims9vtOTk5L7zQhTfX9PX1b9Om3eHDR+FWD/snCcB6zYNIOBKUBZQxjRXXOP7447XRo8f6+wd6SN7Nm7XeumWnzVay44jgvlBOBXfXpSi73b5p05bmzVvyeubKlYPnzHkrJye3xLP+5JyivZKgjBCCKxvKr+DulBFjLDvbNGHCJG9vH+64xo2b7tixC7+/Mv7kEhHF+YIyQgiubCingtMp8ZFTir17/9WsWQsPD09//0Cj0bd375Bbt+J5hqT7s8rizQoEf4QQXNlQ3gUHty5MjDFNYyZT3htvvKkHcfXr/2379p2yLLtnw7G7UYY/guChRwiubCingtNr+vhfS3zwp0+fadOmnSQZPD29W7duu2nTFlmWSxSlst83pxOmE5QpQnBlQzkVHH5f0FfiU8/NzV+7dn337j169w5ZtWrNtWvXeUMbPlB1n4zj3ZzuqjkR5QkeIEJwZUP5FRzubLZV3NAcQGpq+hdfRJ89e55nGPESZUVR9IarHN6VxF1z7ssXf6XDsEBwPxCCKxvKteDuAs+BdAB2pIPkQ0bBbVy/knVsp3PvLm3LNkTvQ+IVF3KtAJwAw8mYE6tXr7569apCVFlVGKAyCuCrr77atm1bTk7OH+1fKRDcP4TgyoaKJjhFZQBUgMABRU2OVTdtuz1rji10oDNspG3Y6IKhQ83TJ8r7NiMrnoHKTtfcd97t8I/269evLygoIFRjAKEapXTOnDk9e/Y8d+4c37xSXFiC0kQIrmyoYIJjCmWARsFAYEpjG7aaeo2IfWWA/NZs2/ql9i1r8qdHZD7fuXBAP+zbCZZNiTZ65KhKAYHz5s3jgtMYZYCiKEOHDm3UqNHx48f/SgKdQPDfIQRXNlQwwREADLJGQS3qsS8KQ0cWvjwY69YgN9WKQhlO3Lgmz1+U3blvQcQsxP4AhknjxletEhy1eInD4WCMqarKAMZYWFhY48aNT548+d/sKSEQ/DWE4MqGCiY4GYAGTWMoyDTNfyetwwuOd96GJQEKrIAdgAJ8f808ZkZG1yH4ZI9sd0SGR9SqXuOD994vyMuHWxHY0KFDueDuXJoQCO43QnBlQ4UUHNOA5NjbY0ZldOtu/2y7jELYnXaNyU6AAa5s+6L3TR274b25ZlPezKnTqwRWGjpw0O6du44dOXr08JGjR49GR0d36tSpZcuWp0+f1tcWRBcHQakhBFc2VDDBaYyCQgUQ90vWoEHZA/rJp46omkuBvQBgDARwIc+xdaWlSze8M7Ug2/TGjJlGydD06UYDQvoOHBDaL6TvoNCBoaGhtWvXbtmy5ZkzZ8QqqqD0EYIrGyqY4MAo40PRxBs5gwZnDx6Eb87ADjCXjTJYwGQ4YdU+227rH2p+b5olN//Nma/7eXq3atZ8SOjAYUPDBoUOHDFs+JAhQ+rUqdOqVatLly7xjGIRvglKEyG4sqGCCY5BNcsEFPj+mmlwmLVXfxw9kgeFMIcLUAAzqAqTffXS/Bd7Yv67+fn506dPDw4OnjVr1k8//ZSenp6QkJCSkpKSkhISEvL000+fOXNG7GMkKH2E4MqGCiY4aKqTwQXgVlxexJTMf3alGz6EZoMVsDCXhYARZMY5p87I6NwDO9fLshwZGVm9evUlS5YUFhYC4FuUE0JGjRrVrFmzU6dO6XuwCs0JSg0huLKhognO6VAZzICWb1I3fpjStYdp/CRcuQAFhC9BWHOxb2/eS/2zB43A9bOU0rFjxwYFBS1fvtxms8FtC66RI0c2b978zJkzEPtyCUodIbiyoaIJTnOBwaaBEAW/fJ/9+qwbL/eyTZlhP/c1UuORdCP7k63xo0ekvtTLuiwK9jQAYWFhRqNxwYIFJpNJVVWXywWAUhoSElK/fv0TJ04AKNFOTiC43wjBlQ0VTHAKVBDACQZAM9uOH0gNn3y75+DMQaFkwhTrmMlxfQakDByoLFuEW9/LcGqaNnHixLp16y5evDgvLw/FW4EwxsaOHdumTZvDhw/rmXHCcYJSQwiubKhggiuECgVwQKOwQ9UKUhFzHGs2F745SZkckTduqvmdBdizC3FXKCwORiilu3fvnj17dkxMjN1ud7+A9u7du2zZsuvXr+teEwNVQakhBFc2VDDB2QAogAwFsIABKhwW5GQ7k7+hV85bv7uCtAzYLIDdCgIZAHJzc5OSkvgEnL6MwBjLysrKyMjgj4jYTVDKCMGVDRVMcNxpTIMLcAGUgkArAIFmgQsagQOAhkKoBQDsJXN3ucjc28zxP/lh4toSlBpCcGVDRROcQFAxcZ/k/fGH66NGjvP1EYIrdYTgBIIHgbu5rv98c8zoCUJwDwAhOIHgAcEYoxSU4qcffxGCezAIwQkEDxoewfkYA4TgShshOIHgQcDn4Li+xBzcA0MITiB4oLhcyqmTZ/qGhHp5+grBlTZCcAJBqaMnYGZnm06e/Hr262/9vWETSfISgitthOAEglKHMSbLclxc3Lp1G7p27R4YUEWSvIze/kJwpY0QnEDwH+O+iTjfVlxPGodbJrmeZ27KKdyyeecrL4fUq1vf28tfkrwNHj5G7wBPT+8WLVpt2rTJ6XQClO9gzqAC0M+p3xHcA0JwAsH9gctONx0flhYWFu7fv3/M6ImtWz0b4F+Fq43fPA2+RqNv27bP7Nixy263E0K44zRNxe/rbfhpRa30PSAEJxD8x2iaRovRH+T3VVXld7Kzs0+dOjV//vwOHTp4SN6S5MVvAf6Va9eqV63qI0Zvf4PBq0mTZtu27SgO/YiqyryiS2/hxVvql83PWfERghMI7h33WTPGGCEUgCyrt27Fr127vlOn5wMCKkmSQZK8DB5GL0/fenWf7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FONTE: </div>
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http://www.brasilescola.com/quimica/estruturas-das-proteinas.htm </div>
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Anonymoushttp://www.blogger.com/profile/02510853380520683469noreply@blogger.com0tag:blogger.com,1999:blog-969378079278995660.post-82270903759708330962013-05-10T19:08:00.000-07:002013-05-10T19:21:49.600-07:00BIOSSÍNTESE PROTEICABoa noite!!!<br />
Hoje explicaremos o último estágio da biossíntese proteica, e vamos apresentar uma curiosidade relacionada com o processo de síntese das proteínas...<br />
<br />
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Estágio 5: Dobramento e Processamento Pós-traducional</div>
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Para que possa atingir sua forma biologicamente ativa, o novo polipeptídeo precisa dobrar-se em sua conformação tridimensional apropriada. O novo polipeptídeo pode sofrer processamento enzimático incluindo remoção de um ou mais aminoácidos; adição de grupamento acetil, fosforil, metil, carboxil; clivagem proteolítica, e/ou ligação de oligossacarídeos ou grupos prostíticos.</div>
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<br /></div>
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<img src="http://csi.chemie.tu-darmstadt.de/ak/immel/misc/oc-scripts/preview/immel_kapitel14-page036.jpg" /></div>
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<br /></div>
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<br /></div>
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Entendemos como as proteínas são sintetizadas, mas vocês já imaginaram o que acontece quando as proteínas completam a sua função ou são sintetizadas com defeitos?</div>
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<br /></div>
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Pois bem, para evitar o acúmulo de proteínas anormais ou não mais desejáveis, há a ocorrência da degradação das mesmas, seja por sistema citosólicos seletivos dependente de ATP ou pelo sistema que recicla os aminoácidos das proteínas de membranas, proteínas extracelulares e das proteínas de meia-vida caracteristicamente longa.</div>
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<br /></div>
<span style="background-color: white;"> <span style="color: #990000;"> </span><b><i><span style="color: #93c47d; font-family: Courier New, Courier, monospace; font-size: x-large;">CURIOSIDADE!!!</span></i></b></span><br />
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<b><br /></b></div>
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<b>Quando ocorre defeitos no sistema de degradação das proteínas, como por exemplo na via de ubiquitinação têm implicação em uma variedade de estados patológicos, pois a incapacidade de degradar algumas proteínas que ativam a divisão celular (produtos de oncogenes) pode levar à formação de tumores, enquanto uma degradação muito rápida de proteínas que atuam como supressores tumorais pode ter o mesmo efeito. A degradação não eficiente ou muito rápida de proteínas celulares também parece desempenhar um papel em uma variedade de outras condições: doenças renais, asma, doença neurodegenerativas como Alzheimer e Parkinson (associadas à formação de estruturas proteináceas características nos neurônios), fibrose cística (causada, em alguns casos, por degradação muito rápida de um canal de cloreto, resultando na perda de função desse), síndrome de Liddle (na qual um canal de sódio no rim não é degradado, levando à absorção de Cálcio em excesso e a um início precoce de hipertesão.</b></div>
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<b><br /></b></div>
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<b>Muito interessante não é mesmo pessoal? espero que tenham gostado e até logo!!!!</b></div>
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<b><br /></b></div>
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<b>Postado por Vanessa Mara</b></div>
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<b><br /></b>
<b>Fonte:</b></div>
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Google imagens</div>
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Princípios de Bioquímica de Lehninger de David L. Nelson e Michael M. Cox-5. ed.-Porto Alegre: Artmed, 2011</div>
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<b><i><br /></i></b></div>
PROTEINAhttp://www.blogger.com/profile/11732285026739964106noreply@blogger.com0tag:blogger.com,1999:blog-969378079278995660.post-78192112694928574722013-05-09T11:41:00.000-07:002013-05-09T11:41:25.285-07:00PROTEÍNAS HOMÓLOGAS<!--[if gte mso 9]><xml>
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<br />
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span></div>
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São proteínas que desempenham a mesma função em tecidos ou em espécies
diferentes. Estas proteínas possuem pequenas diferenças estruturais,
reconhecíveis imunologicamente.</span><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span></div>
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<span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">
</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Os segmentos com sequências diferentes de
aminoácidos em proteínas homólogas são chamados "segmentos
variáveis", e geralmente não participam diretamente da atividade da
proteína.</span><span style="font-family: "Century Gothic","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Os
segmentos idênticos das proteínas homólogas são chamados "segmentos
fixos", e são fundamentais para o funcionamento bioquímico da proteína.</span></div>
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<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
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<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
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Anonymoushttp://www.blogger.com/profile/02510853380520683469noreply@blogger.com0tag:blogger.com,1999:blog-969378079278995660.post-63946439722189230122013-05-08T20:56:00.002-07:002013-05-08T20:56:56.104-07:00TECNICAS DE ANALISES DE PROTEÍNAS<!--[if gte mso 9]><xml>
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<li><span lang="PT" style="mso-ansi-language: PT;"> Cromatografia</span></li>
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<span lang="PT" style="mso-ansi-language: PT;"> A coluna de
Cromatografia é um dos métodos mais comuns de purificação de proteínas. </span></div>
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<![endif]--><span lang="PT" style="mso-ansi-language: PT;"> Esta técnica
consiste na passagem da proteína através de uma coluna (fase estacionária) que
é desenhada para reter ou diminuir a velocidade da passagem da fase móvel onde
estão as macromoléculas (proteínas) e a técnica baseia-se numa propriedade particular,
como o tamanho, carga ou afinidade química. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="PT" style="mso-ansi-language: PT;"> A solução a ser analisada deve conter a
proteína concentrada e o método deve ser rápido para evitar a degradação da
mesma, devendo no entanto, utilizar-se inibidores de proteases.</span> </div>
<div class="MsoNormal">
<span lang="PT" style="mso-ansi-language: PT;"> Dependendo da
escolha da coluna, as proteínas podem ser separadas de acordo com a sua carga</span></div>
<div class="MsoNormal">
<span lang="PT" style="mso-ansi-language: PT;"> (IEX – cromatografia de troca iónica), sua hidrofobicidade (HIC – cromatografia
de interacção hidrofóbica), seu tamanho (GF – filtração em gel) ou pela sua
capacidade de se ligar a grupos químicos particulares. No decorrer das
prossimas semas falaremos melhor sobre cada uma das tecnicas individualmete.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-NCh4Z-Exj48/UYsdJ84ScWI/AAAAAAAAAFI/2yqkNpaBLLs/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-NCh4Z-Exj48/UYsdJ84ScWI/AAAAAAAAAFI/2yqkNpaBLLs/s1600/images.jpg" /> </a></div>
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Fonte:</div>
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Google imagens</div>
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Princípios de Bioquímica de Lehninger, David L. Nelson,
Michael M. Cox, 5° ed. de 2011</div>
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Anonymoushttp://www.blogger.com/profile/03345128876447406197noreply@blogger.com0tag:blogger.com,1999:blog-969378079278995660.post-11957596300989000552013-05-07T16:15:00.003-07:002013-05-07T16:16:43.699-07:004º FUNÇAO DAS PROTEINAS<div style="text-align: center;">
<span style="color: magenta; font-size: x-large;"><b>4º FUNÇÃO: DE TRANSPORTE</b></span></div>
<div style="text-align: center;">
<span style="color: #ea9999; font-size: large;"><br /></span></div>
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<span style="color: #ea9999; font-size: large;"><br /></span></div>
<div style="text-align: center;">
<span style="color: magenta; font-size: large;"><b>PROTEÍNAS DE TRANSPORTE</b></span></div>
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<span style="color: #ea9999; font-size: large;"><br /></span></div>
<div style="text-align: center;">
<span style="background-color: white; line-height: 19.046875px; text-align: justify;"><span style="color: #674ea7; font-family: inherit; font-size: large;">As proteínas de transporte membranar são proteínas integrais de membrana (proteínas transmembranares), e permitem o transporte de inúmeras moléculas essenciais para a sobrevivência da célula (água, glucose, iões, etc), e ainda a excreção de produtos do metabolismo celular que já não serão necessários. Há casos em que uma mesma substância pode atravessar a membrana quer por difusão passiva quer através de uma proteína de transporte. Nesses casos a presença destas proteínas acelera o transporte, de forma a satisfazer as necessidades da célula. Será importante salientar que estas proteínas não se encontram exclusivamente na membrana citoplasmática, mas também na membrana de inúmeros organelos celulares como é o exemplo da mitocôndria.</span></span></div>
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<span style="background-color: white; line-height: 19.046875px; text-align: justify;"><span style="font-family: inherit; font-size: large;"><br /></span></span></div>
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<div style="background-color: white; font-family: sans-serif; line-height: 19.046875px; margin-bottom: 0.5em; margin-top: 0.4em; text-align: center;">
<b><span style="color: magenta; font-size: large;">Tipos de Proteínas de Transporte</span></b></div>
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<b><span style="font-size: large;"><br /></span></b></div>
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<span style="color: #674ea7;"><span style="font-family: inherit; font-size: large;">O número de proteínas de transporte já caracterizado ultrapassa a </span><span style="font-family: inherit; font-size: large; text-align: center;">centena e estas foram agrupadas em dois grandes grupos: canais e transportadores. As diferenças entre eles são principalmente no mecanismo de transporte, sendo que relativamente aos canais, estes criam um poro de passagem de moléculas ao longo da membrana, enquanto que no caso dos transportadores estes têm um funcionamento dependente da ligação da carga a transportar (semelhante ao funcionamento enzimático). Será importante destacar que a taxa de transporte mediada por canais será superior quando comparado com os transportadores.</span></span></div>
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<img alt="Ficheiro:Proteínas_de_Transporte.jpg" src="http://wikiciencias.casadasciencias.org/images/e/ea/Prote%C3%ADnas_de_Transporte.jpg" /></div>
<div align="justify" style="background-color: white; line-height: 19.046875px; margin-bottom: 0.5em; margin-top: 0.4em;">
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<span style="font-family: sans-serif;"><span style="color: #674ea7; font-size: large;">Principais tipos de proteínas de transporte. Gradientes estão representados pelos triângulos, onde a ponta indica a concentração e/ou potencial mais baixo. Está também representada a informação relativa à taxa de transporte das diferentes moléculas, pelas diferentes proteínas de transporte.</span></span></div>
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<span style="font-family: sans-serif;"><span style="color: #674ea7; font-size: large;"><br /></span></span></div>
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<div align="justify" style="background-color: white; line-height: 19.046875px; margin-bottom: 0.5em; margin-top: 0.4em;">
<a href="http://wikiciencias.casadasciencias.org/index.php/Prote%C3%ADnas_de_Transporte">http://wikiciencias.casadasciencias.org/index.php/Prote%C3%ADnas_de_Transporte</a></div>
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<span style="font-family: inherit; font-size: large; text-align: center;"><span style="color: #f1c232;">ABRAÇOS E ATÉ A PRÓXIMA...</span></span></div>
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<span style="background-color: white; line-height: 19.046875px; text-align: justify;"><span style="font-family: inherit; font-size: large;"><br /></span></span></div>
Anonymoushttp://www.blogger.com/profile/11941914003641618769noreply@blogger.com0tag:blogger.com,1999:blog-969378079278995660.post-85614700466842057132013-05-06T19:11:00.000-07:002013-05-06T19:11:03.526-07:00ESTRUTURA TERCIÁRIA<br />
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<br />
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Quando as estruturas secundárias das proteínas se
dobram sobre si mesmas, elas dão origem a uma disposição espacial denominada de
estrutura terciária. Ela ocorre geralmente como resultado de ligações de
enxofre, conhecidas como pontes de dissulfetos. Mas, podem ocorrer outras
ligações espaciais também, como as realizadas por átomos de metais.</div>
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<style>
/* Style Definitions */
table.MsoNormalTable
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mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
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</div>
<div style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="text-transform: uppercase;">Mudança de conformação das proteínas</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
Muitas enzimas
mudam de conformação quando se ligam a seus substratos.</div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
As estruturas terciária
não são rígidas. Embora a conformação terciária nativa de uma proteína seja
termodinamicamente a mais estável ela não é absolutamente rígida. As proteínas
globulares têm certa flexibilidade em seu esqueleto covalente e muitas delas
sofrem pequenas mudanças conformacionais durante o exercício da sua função
biológica que normalmente está associada à ligação de um ligante. Ex: a
hemoglobina tem uma conformação quando o O<sub>2 </sub><span style="mso-spacerun: yes;"> </span>está ligado e outra quando ele é liberado.</div>
<br />
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
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</div>
A mioglobina e a hemoglobina são similares, mas pequenas diferenças em
estrutura faz com que elas realizem funções diferentes.<br />
<br />
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
Lisozima-
hidrolisa os polissacarídeos de paredes celulares protetoras de algumas
bactérias. 40% dos 129 aa estão em <span style="font-family: Symbol; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">a</span></span>
hélice e apresenta alguma estrutura <span style="font-family: Symbol; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">b</span></span>.
Possui 4 ligações dissulfeto que ajudam a estabilizar a proteína.</div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
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<div class="MsoNormal" style="text-align: justify;">
Citocromo c- contem uma cadeia
polipeptídica com cerca de 100 aa e um grupo heme ligado covalentemente ao
polipeptídio. 40% dos aa estão em seguimentos <span style="font-family: Symbol; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">a</span></span>
hélice, o restante da molécula contem curvaturas, voltas e segmentos
irregulares enrolados ou distendidos.</div>
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<br /></div>
<br />
<br />
Anonymoushttp://www.blogger.com/profile/02510853380520683469noreply@blogger.com0tag:blogger.com,1999:blog-969378079278995660.post-28819342355955984172013-05-03T18:04:00.000-07:002013-05-03T18:04:59.840-07:00BIOSSÍNTESE PROTEICA<br />
<div class="MsoNormal">
Oi pessoal!!!<o:p></o:p></div>
<div class="MsoNormal">
Dando continuidade aos estágios da síntese proteica ainda
teremos:<o:p></o:p></div>
<div class="MsoNormal">
Estágio 3: Alongamento<o:p></o:p></div>
<div class="MsoNormal">
O
polipeptídeo nascente é alongado pela
adição de unidades sucessivas de aminoácidos, as quais são ligadas
covalentemente após serem levadas até o ribossomo e posicionadas corretamente
pelo respectivo RNAt, o qual, por sua vez, realiza um pareamento de bases com códon
correspondente no RNAm<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<img src="http://2.bp.blogspot.com/_7Z12JSoY5p4/St4CFfNw_tI/AAAAAAAAAUc/fTvyBMTappM/s320/Imagem4.jpg" /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Estágio 4: Terminação e reciclagem do ribossomo<o:p></o:p></div>
<div class="MsoNormal">
A conclusão da
cadeia polipeptídica é sinalizada por um códon de terminação no RNAm. O novo
polipeptídeo é liberado do ribossomo, auxiliado por proteínas denominadas
fatores de liberação, e o ribossomo é reciclado para um novo ciclo de síntese.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<img src="http://e-escola.ist.utl.pt/mgallery/default.asp?obj=1956" /></div>
<div class="MsoNormal">
Fonte:</div>
<div class="MsoNormal">
Google imagens</div>
<div class="MsoNormal">
Princípios de Bioquímica de Lehninger, David L. Nelson, Michael M. Cox, 5° ed. de 2011</div>
<br />
Anonymoushttp://www.blogger.com/profile/05514520664412028274noreply@blogger.com0tag:blogger.com,1999:blog-969378079278995660.post-8024406593294532222013-05-02T14:31:00.002-07:002013-05-02T14:35:17.220-07:00CLASSIFICAÇAO QUANTO AO NÚMERO DE CADEIAS POLIPEPTIDICAS<span style="font-family: inherit;"><span style="font-size: small;"><span style="color: #d5a6bd;"><br /></span></span></span>
<span style="font-family: inherit;"><span style="font-size: small;"><span style="color: #d5a6bd;"><br /></span></span></span>
<span style="font-family: inherit;"><span style="font-size: small;"><span style="color: #d5a6bd;"><br /></span></span></span>
<span style="font-family: inherit;"><span style="font-size: small;"><span style="color: #d5a6bd;"><br /></span></span></span>
<span style="font-family: inherit;"><span style="font-size: small;"><span style="color: #a64d79;"><br /></span></span></span>
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<br />
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="font-size: small;"><br /></span></span></div>
<span style="font-family: inherit;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: inherit;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: inherit;"><span style="font-size: small;"><br /></span></span>
<br />
<div style="text-align: justify; text-indent: 1cm;">
<span style="font-family: inherit;"><span style="font-size: small;"><span style="color: #a64d79;">Quanto
ao número de cadeias polipeptídicas as proteínas são classificadas em
monoméricas e oligoméricas</span></span></span></div>
<span style="font-family: inherit;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: inherit;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: inherit;"><span style="font-size: small;"><br /></span></span>
<br />
<div style="text-align: justify; text-indent: 14.2pt;">
<span style="font-family: inherit;"><span style="font-size: small;"><span style="color: #a64d79;"><i>Proteínas
Monoméricas.</i>
São formadas por apenas uma cadeia polipeptídica. Exemplos: Mioglobina, albumina, caseína, etc.</span></span></span></div>
<div style="text-align: justify; text-indent: 14.2pt;">
<span style="font-family: inherit;"><span style="font-size: small;"><br /></span></span></div>
<div style="text-align: justify; text-indent: 14.2pt;">
<span style="font-family: inherit;"><span style="font-size: small;"><br /></span></span></div>
<div style="text-align: justify; text-indent: 14.2pt;">
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<div style="text-align: justify; text-indent: 14.2pt;">
<span style="font-family: inherit;"><span style="font-size: small;"><br /></span></span></div>
<div style="text-align: justify; text-indent: 14.2pt;">
<span style="font-family: inherit;"><span style="font-size: small;"><span style="color: #a64d79;"><i>Proteínas Multiméricas.</i> São formadas por mais de uma cadeia polipeptídica,
interligadas por ligação covalente. Dentre as multiméricas existem ainda as
proteínas oligoméricas, que são formadas por mais de uma cadeia polipeptídica
não interligadas por ligação covalente. Como e<span style="background: none repeat scroll 0% 0% white;">xemplos de proteínas oligoméricas, temos: a hemoglobina,
enzimas alostéricas, etc</span><span style="background: none repeat scroll 0% 0% white;">.</span></span></span></span></div>
<div style="text-align: justify; text-indent: 14.2pt;">
<span style="font-family: inherit;"><span style="font-size: small;"><br /></span></span></div>
<div style="text-align: justify; text-indent: 14.2pt;">
<span style="font-family: inherit;"><span style="font-size: small;"><br /></span></span></div>
<div style="text-align: justify; text-indent: 14.2pt;">
<span style="font-family: inherit;"><span style="font-size: small;"><span style="color: #a64d79;"><span style="background: none repeat scroll 0% 0% white;"> </span><img alt="" 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A, NELSON, D.L, COX, M. M. . </span>Princípios de Bioquímica. 3<sup>a</sup> edição, São Paulo, https://www.google.com.br/search?q=imagem</span></span></span></div>
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<br />Anonymoushttp://www.blogger.com/profile/02510853380520683469noreply@blogger.com1tag:blogger.com,1999:blog-969378079278995660.post-43893179464282976902013-05-01T19:06:00.000-07:002013-05-01T19:08:56.542-07:00A EFICÁCIA DA SUPLEMENTAÇÃO DE PROTEÍNAS NO TREINAMENTO DE FORÇA<br />
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<span style="font-family: inherit;">A proteína é um dos suplementos alimentares
mais populares dentre os praticantes de atividades físicas, elas têm a função
de aumentar o balanço nitrogenado diário, aumentar a ressíntese de ATP depois da
atividade física, evitar a anemia esportiva por meio do aumento da síntese de hemoglobina,
mioglobulina e enzima oxidativas durante o exercido aeróbio, melhorar a
recuperação tecidual e a resposta imunitária do organismo, dentre outros
fatores.</span></div>
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</xml><![endif]--><span style="font-family: inherit;"> A proteína dietética é composta
por 20 aminoácidos diferentes que, se ingeridos individualmente, tem o
potencial ergogênico, pelos menos teoricamente e são comercializados como
suplementos esportivos para indivíduos fisicamente ativos. Os aminoácidos estão
entre os entre os cinco suplementos esportivos mais popularres.</span></div>
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UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
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</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabela normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style>
<![endif]--><span style="font-family: inherit;"><span style="font-size: 11pt; line-height: 115%;"> Pesquisas
dizem, que o trabalho com sobrecargas não promove por si só a deposição de
aminoácidos no músculo esquelético. Este processo depende principalmente da
ação da insulina e disponibilidade de aminoácidos, sendo que, este primeiro não
promove a síntese muscular, mas facilita. No entanto, é atribuída grande importância
as proteínas no que se refere à síntese muscular crônica, decorrente do exercício
com sobrecargas. Dessa forma, o papel das proteínas no metabolismo do exercício
ocorre principalmente no período da recuperação. </span></span><br />
<br />
<br />
<span style="font-family: inherit;"><span style="font-size: 11pt; line-height: 115%;">FONTE:</span></span><br />
<span style="font-family: inherit;"><span style="font-size: 11pt; line-height: 115%;"> ARTIGO </span></span>"EFICÁCIA DA SUPLEMENTAÇÃO DE PROTEÍNAS NO TREINAMEN<br />
TO DE FORÇA"</div>
<div class="MsoNormal" style="text-align: justify;">
http://www.sncsalvador.com.br/artigos/ARTIGO-HIPEPROT-MORAIS-R.pdf</div>
Anonymoushttp://www.blogger.com/profile/03345128876447406197noreply@blogger.com0tag:blogger.com,1999:blog-969378079278995660.post-36334709134846520302013-04-30T17:57:00.002-07:002013-04-30T17:57:31.556-07:003º FUNÇÃO DAS PROTEÍNAS<br />
<h3 style="background-color: white; background-position: initial initial; background-repeat: initial initial; margin: 0cm 0cm 0.0001pt; text-align: center;">
<b><i><span style="color: #e69138; font-family: 'Coming Soon';"><span style="font-size: large;">3º FUNÇÃO: PROTEÍNAS DE MOTILIDADE OU
CONTRÁTEIS</span></span></i></b></h3>
<div>
<div class="MsoNormal" style="background-color: white; background-position: initial initial; background-repeat: initial initial; text-align: center;">
<b><i><span style="color: #e69138; font-family: 'Coming Soon';"><span style="font-size: large;"><br /></span></span></i></b></div>
<div class="separator" style="clear: both; text-align: center;">
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" 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" 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<span style="font-size: large;"><span style="color: #e69138; font-family: 'Coming Soon'; font-style: italic; font-weight: bold; line-height: 25px;">PROTEÍNAS CONTRÁTEIS</span><span style="color: #783f04; font-family: 'Coming Soon'; font-style: italic; font-weight: bold; line-height: 25px;"> </span></span></div>
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<span style="font-size: large;"><span style="color: #783f04; font-family: 'Coming Soon'; font-style: italic; font-weight: bold; line-height: 25px;">São responsável pelo movimento. Exemplos incluem actina e miosina. Esta proteínas estão envolvidos em músculo contração e movimento. As proteínas contrácteis são proteínas fibrosas que interagem entre si formando fibras muito resistentes responsáveis pela mobilidade das estruturas celulares.</span></span></div>
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<span style="color: #e69138; font-family: Arial; font-size: medium;">A contração muscular e o papel da actina e da miosina</span></div>
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<span style="font-family: Arial;"><span style="color: #783f04; font-size: medium;">A contração muscular esquelética acontece quando há uma interação das proteínas contráteis de actina e miosina, que ocorre na presença de íons de cálcio intracelulares e energia. A disponibilidade de energia para a contração vem por meio da hidrólise de ATP, e o cálcio é liberado pelo retículo sarcoplasmático(RS) quando estimulado pela despolarização. A ligação de um impulso neural gerado no sistema nervoso central a uma contração muscular esquelética distante é denominada acoplamento excitação-contração. A função do cálcio no músculo esquelético é expor um sítio de ligação da miosina na proteína actina. A contração muscular pára através do impulso nervoso na placa motora terminal ou junção neuromuscular. Quando o impulso é interrompido o cálcio é removido através da bomba de cálcio para ser amarzenado no retículo sarcoplasmático, a bomba de cálcio precisa da energia proveniente da quebra da molécula de ATP em ADP, por isso após a morte verifica-se a rigidez muscular.</span></span></div>
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<span style="color: blue; font-family: Arial; font-size: 15px; font-style: italic; font-weight: bold; line-height: 20px; text-align: start;"><span style="color: #783f04; font-size: medium;">Até a próxima, com mais funções para você.</span></span><br style="color: blue; font-family: 'Coming Soon'; font-size: 15px; font-style: italic; font-weight: bold; line-height: 20px; text-align: start;" /><span style="color: #783f04; font-family: 'Coming Soon'; font-size: medium; font-style: italic; font-weight: bold; text-align: start;">Abraços...</span></div>
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<a href="http://www.slideshare.net/manetoufrj/1-estrutura-e-funcao-das-proteinas-contrateis-16328141" style="color: #1c7535; font-family: 'Coming Soon'; font-size: 15px; font-style: italic; font-weight: bold; line-height: 20px;">http://www.slideshare.net/manetoufrj/1-estrutura-e-funcao-das-proteinas-contrateis-16328141</a></div>
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Anonymoushttp://www.blogger.com/profile/11941914003641618769noreply@blogger.com1tag:blogger.com,1999:blog-969378079278995660.post-28714889912660425952013-04-29T11:03:00.002-07:002013-04-30T11:54:02.819-07:00AS ESTRUTURAS SECUNDÁRIAS COMUNS PODEM SER IDENTIFICADAS POR DICROÍSMO CIRCULAR<br />
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A assimetria estrutural em uma molécula leva a diferença de absorção da
luz polarizada para esquerda em relação à direita. A medida desta diferença é
chamada de espectroscopia de dicroísmo circular (CD, de circular dichroism).
Uma estrutura ordenada, como de uma proteína dobrada, resulta em um espectro de
absorção que pode ter picos ou regiões com valores tanto positivos, quanto
negativos. Para proteínas, os espectros são obtidos na região de UV distante
(190 a 250nm). A entidade que absorve luz ou cromóforo, nesta região é a
ligação peptídica; um sinal é obtido quando esta ligação peptídica está em um
ambiente dobrado. A diferença em coeficiente de extinção molar para a luz
polarizada para esquerda e para direita é colocada no gráfico em função do
comprimento de onda. As hélices α e as conformações β têm espectros de CD
característicos. Com o espectro de CD, os bioquímicos podem determinar se as
proteínas estão dobradas corretamente, estimar a fração da proteína que assume
qualquer uma das duas estruturas secundárias comuns e monitorar as transições
entre os estados dobrados e não dobrados.<o:p></o:p></div>
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referencia bibliográfica: Princípios de Bioquímica de Lehninger; David L. Nelson, Michael M. Cox</div>
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quinta edição, Porto Alegre, Art Médica - 2011</div>
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