tag:blogger.com,1999:blog-75850927043581292762024-03-19T03:35:43.148-07:00Biologia 10Este blog é uma atividade avaliativa do curso de licenciatura em ciências biológicas (EaD da UECE), Universidade Aberta do Brasil (UAB), Universidade Estadual do Ceará (UECE), que será alimentado ao longo do curso com temáticas variadas e ligadas a biologia.
Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.comBlogger22125tag:blogger.com,1999:blog-7585092704358129276.post-842242949294483942015-11-19T13:05:00.002-08:002015-11-19T13:08:08.953-08:00BIOTECNOLOGIA<!--[if gte mso 9]><xml>
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<br />
<b>Olá caros leitores, hoje nosso assunto é sobre um tema bastante
discutido nos dias atuais: <span style="color: red;">Biotecnologia</span>. </b><b style="mso-bidi-font-weight: normal;">Bem para entender melhor esse assunto aí
vai um texto<b> com os aspectos positivos e negativos em relação ao Meio
Ambiente e Sustentabilidade. </b></b><br />
<br />
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<br />
<div style="line-height: 150%; text-align: justify; text-indent: 35.45pt;">
<span style="mso-bidi-font-weight: bold;">Nos últimos anos a Biotecnologia vem ganhando
cada vez mais espaço e atualmente é considerada uma das ferramentas mais
importantes de estudo com organismos vivos.</span> Quando pensamos em
Biotecnologia, muitas coisas vem à nossa mente, no entanto surge várias ideias
relacionadas ao termo. A biotecnologia pode ser definida como o conjunto de
técnicas que envolvem a manipulação de organismos vivos para a obtenção de
produtos específicos ou modificação de produtos e ainda sim à modificações
genética de alimentos, no entanto, que essa é apenas uma das aplicações dessa
ciência.</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">A indústria de
biotecnologia possui vasta aplicação, a qual seus princípios podem ser
utilizados em diversos segmentos, tais como a agricultura, meio ambiente,
saúde, alimentos, química, energia, eletrônica, entre outros. </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Em meio a
tantos processos “suas aplicações têm contribuído para a estruturação de novos
sistemas econômicos e sociais, o desenvolvimento dos países, especialmente a
partir da manipulação das menores estruturas que compõem os seres vivos.”
(BRASIL, 2010, p.3)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.45pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Apesar de todo o avanço biotecnológico nós não
podemos nos esquecer da sustentabilidade. Por este motivo, um dos grandes
desafios deste novo século é permitir o avanço consciente e tentar estabelecer
numa sociedade voltada para o capitalismo um consumo racional de produtos que
possam provocar danos ambientais e aumentar o consumo dos produtos
ecologicamente corretos. Nesse sentido, o desenvolvimento sustentável visa
reduzir o desperdício e a poluição ambiental, bem como a diminuição dos
recursos energéticos. A fim de ser sustentável a biotecnologia deve ser
economicamente viável e socialmente responsável para além de ser ambientalmente
amigável, apresentar um custo benefício.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.45pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A Biotecnologia vem atingindo o
cotidiano das pessoas cada vez com mais rapidez, trazendo dúvidas em relação ao
impacto que ela pode causar no ambiente. Assim, essa ciência possibilita
inovações importantes para a sociedade e ao mesmo tempo desperta preocupação em
relação as possíveis consequências que poderá ter futuramente.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Técnicas utilizadas nos
Organismos Geneticamente Modificados (OGM) como, por exemplo, os transgênicos
permite a introdução de características interessantes e desejáveis a plantas,
como: resistência a pragas e doenças, maior durabilidade, ou até mesmo a seca,
essas são características que garantiriam uma maior qualidade da plantação.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Dessa forma, as
possibilidades que se apresentam com a Biotecnologia são enormes. Desde a
produção de vacinas a resistência vegetal. Com a consequente melhoria de
qualidade de vida, preservação do meio ambiente com a diminuição de uso de
pesticidas e elementos nocivos, mas a possibilidade de usos negativos com o
bioterrorismo, a desastres ambientais como liberação de petróleo no mar ou em
rios, vazamento em postos de combustíveis que atingiram o lençol freático, contaminação
das águas e do solo por substâncias tóxicas, ocorrência de esgoto e de lixões,
dentre várias outras situações comuns que são ocasionadas pelo crescimento da
atividade humana, são passíveis de terem suas consequências minimizadas pelo
uso da técnica da biorremediação.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">De
um ponto de vista ambiental, a biotecnologia oferece novos meios para proteção
e melhoria do ambiente, nomeadamente do ar, solo e água. A investigação está
centrada no desenvolvimento de produtos e processos industriais menos
poluentes, bem como em práticas agrícolas mais sustentáveis. Além disso, a
biotecnologia permite potenciar ações previstas no âmbito de outras estratégias
e planos, que visam a preservação do ambiente, contribuindo para a sua
integração. Poderá promover, por exemplo, o desenvolvimento de tecnologias de
produção de energia e de produtos comercializáveis, a partir de águas
residuais, contribuindo para a transformação de estações de tratamento em
estações de recuperação de materiais, um dos domínios prioritários preconizado
no Plano Estratégico de Abastecimento de Água e Saneamento de Águas Residuais.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.45pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Em
suma, os avanços científicos e tecnológicos no domínio da Biotecnologia
constituem um instrumento com um enorme potencial para contribuir para o
desejável desenvolvimento sustentado das Organizações, promovendo processos de
produção sustentáveis, baseados em aplicações biotecnológicas que visem, direta
ou indiretamente, a optimização dos processos, a utilização responsável dos
recursos naturais e a valorização e tratamento de resíduos e efluentes, como forma
de assegurar a preservação do Ambiente.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.45pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Portanto
a Biotecnologia poderá ajudar na sustentabilidade do meio ambiente em diversos
aspectos positivos, que vão desde a despoluição de espaços contaminados,
melhoria no aproveitamento das produções e até a garantia de alimentos para a
população Mas, f</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">az-se necessário ser bem estudada para
melhor utilizá-la. Devendo portanto, assumir uma responsabilidade sobre seus
impactos negativos.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.45pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.45pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">REFERÊNCIAS</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">BRASIL.
Ministério da Agricultura, Pecuária e Abastecimento. <b style="mso-bidi-font-weight: normal;">Boletim técnico: Biotecnologia agropecuária</b>. Disponível em: <http://www.agricultura.gov.br/arq_editor/file/Aniamal/Qualidade%20dos%20alimentos/biotecnologia_F.pdf>
Acesso em: 18 de nov. 2015.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "times new roman" , "serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-themecolor: text1;">GUIMARÃES.
<b style="mso-bidi-font-weight: normal;">Biotecnologia e desenvolvimento
sustentável no Brasil. </b></span><span style="color: black; font-family: "times new roman" , "serif"; mso-fareast-font-family: TimesNewRomanPSMT; mso-themecolor: text1;">Revista
Visões 4ª Edição, Nº4, Volume 1 - Jan/Jun 2008. </span><span style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-themecolor: text1;">Disponível em:</span><span style="color: black; mso-themecolor: text1;"> < </span><a href="http://www.fsma.edu.br/visoes/ed04/4ed_Biotecnologia_e_Desenvolvimento_Sustentavel_Marco_Reubes_Vitor.pdf"><span style="color: black; mso-themecolor: text1; text-decoration: none; text-underline: none;">http://www.fsma.edu.br/visoes/ed04/4ed_Biotecnologia_e_Desenvolvimento_Sustentavel_Marco_Reubes_Vitor.pdf</span></a><span style="color: black; mso-themecolor: text1;">.> </span><span style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-themecolor: text1;">Acesso em: 18 de
nov. 2015.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "times new roman" , "serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-themecolor: text1;">RODRIGUES,
Ana Cristina. <b style="mso-bidi-font-weight: normal;">Biotecnologia, ambiente e
desenvolvimento sustentável. </b></span><span style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-themecolor: text1;">Disponível em:<</span><span style="color: black; mso-themecolor: text1;"> </span><a href="http://www.ci.esapl.pt/off/maiores23anos-2012/biotecnologia-desenvolvimento.pdf"><span style="color: black; mso-themecolor: text1; text-decoration: none; text-underline: none;">http://www.ci.esapl.pt/off/maiores23anos-2012/biotecnologia-desenvolvimento.pdf</span></a><span style="color: black; mso-themecolor: text1;">></span><span style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-themecolor: text1;"> Acesso em: 18 de
nov. 2015.</span></div>
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<span style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-themecolor: text1;">Disponível em: <</span><span style="color: black; mso-themecolor: text1;"> </span><a href="http://www.scielo.br/scielo.php?script=sci_arttext&pid=S0103-40142010000300002"><span style="color: black; mso-themecolor: text1; text-decoration: none; text-underline: none;">http://www.scielo.br/scielo.php?script=sci_arttext&pid=S0103-40142010000300002</span></a><span style="color: black; font-family: "times new roman" , "serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-themecolor: text1;">
>Acesso em: 18 de nov. 2015.</span></div>
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<br />Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com0tag:blogger.com,1999:blog-7585092704358129276.post-71506087790585479122015-03-19T16:12:00.001-07:002015-03-19T16:12:23.639-07:00Impactos Ambientais<div class="separator" style="clear: both; text-align: center;">
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Você já pensou a respeito de como a ação do homem afeta o planeta?</h2>
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<span style="font-size: small;">I<span style="font-family: Arial,Helvetica,sans-serif;">nfelizmente nosso planeta é afetado por vários problemas ambientais, muitos deles provocados por diversas ações humanas. Estes problemas afetam a fauna, flora, solo, águas, ar e etc. Exemplos bem conhecidos de impacto ambiental são os desmatamentos, as queimadas, a poluição fdas águas, o buraco de ozônio, entre outros. </span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Esse documentário apresenta três impactos que mais afetam o nosso planeta.</span></div>
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<br /><br /><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzopi01KnqNqRZgcyhaOLdQ_jG2CktQx_0JECMI8n2zhxtkJ86ydvLPNjBYNLtt7Rhil4iQ-AFvXnnPlyS4zA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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<br />Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com0tag:blogger.com,1999:blog-7585092704358129276.post-36788276876460304702015-03-11T14:42:00.000-07:002015-03-11T14:42:07.746-07:00Interações ecológicas<div class="separator" style="clear: both; text-align: center;">
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<span style="font-size: large;"><b><span style="font-family: Arial,Helvetica,sans-serif;">Olá... Vamos aprender um pouco sobre a importância das abelhas para ecologia. </span></b></span></div>
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<br />Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com6tag:blogger.com,1999:blog-7585092704358129276.post-91815466916165596272014-08-14T17:30:00.000-07:002014-08-14T17:30:36.560-07:00Emissora para Surdos<!--[if gte mso 9]><xml>
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<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 22.0pt; line-height: 107%;">Primeira
emissora para surdos</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="color: #3b3838; font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 107%; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #3B3838; mso-style-textfill-fill-colortransforms: lumm=25000; mso-style-textfill-fill-themecolor: background2; mso-themecolor: background2; mso-themeshade: 64;">Linguagem de libras ganha
plano principal no canal visto pela web.</span></b></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%;">Está no ar a primeira
TV para surdos no País. Segundo estimativas informadas ao Estado pela diretora
do INES, Solange Rocha, o Brasil conta com uma plateia em torno de 5 milhões de
deficientes auditivos. Veiculada apena via internet, pelo endereço http://www.tvines.com.br, a TV INES não
dispensa o sonho de chegar a um canal com sinal convencional de TV, de
preferência no segmento aberto.</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%;">Para tanto vai experimentando
um conteúdo a seu modo, com tudo a que uma emissora de TV tem. Alguns programas
já são especialmente produzidos para o canal, como humorístico Piadas, o Aulas
de LIBRAS e o Tecnologia, que podem facilitar a vida dos deficientes auditivos.
Outros são adaptados para TV INES, que reedita as imagens inserindo um quadro
com linguagens de LIBRAS e legendas na tela. São os casos do Salto para o
Futuro, Via Legal, Brasil Eleitor, filmes e desenhos. Há ainda o Jornal Visual
em três edições diárias, único telejornal dedicado a deficientes auditivos no
Brasil.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%;">A ideia nasceu há
aproximadamente 2 anos, quando a TV Brasil, em busca de uma assessoria com
tradutores intérpretes para surdos, procurou o INES. Na época, o instituto
havia comprado vários televisores para criar uma comunicação interna entre os
alunos.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%;">O canal hoje conta com
programação diária de oito horas e sua operação ainda é tratada como
experimental. Mas é o suficiente para incentivar a comunidade surda a investir
em seus talentos criativos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com2tag:blogger.com,1999:blog-7585092704358129276.post-84774495916721220822014-08-11T18:03:00.003-07:002014-08-11T18:03:30.054-07:00Procura por tradutor e intérprete de Libras cresce no país.<br />
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<br />
<span style="font-size: 14.0pt;">A profissão de tradutor e intérprete de
língua de sinais está ganhando espaço no mercado de trabalho. Desde 2010,
quando a Lei nº 12.319 regulamentou a atividade, muitos avanços já foram
constatados na área. “A norma é uma conquista da comunidade surda”, diz a
professora Vânia Chiella, coordenadora do <strong><span style="color: black; font-weight: normal; mso-bidi-font-weight: bold; mso-themecolor: text1;">curso de
extensão em Língua Brasileira de Sinais</span></strong>, da <strong><span style="color: black; font-weight: normal; mso-bidi-font-weight: bold; mso-themecolor: text1;">Unisinos</span></strong><span style="color: black; mso-themecolor: text1;">. </span>“Entretanto,
fica claro que este é um processo relativamente novo, que exige ainda uma
caminhada para o fortalecimento da categoria.”</span><br />
<br />
<span style="font-size: 14.0pt;">Segundo a docente, o desejo de regulamentar a
profissão foi motivado pela luta da comunidade surda (surdos e intérpretes de
libras) desde o final dos anos noventa. De lá para cá, intensificaram-se as
mobilizações pelo reconhecimento da língua de sinais no Brasil, o que gerou o
aumento da demanda pelo país e, em especial, no interior. </span><br />
<br />
<span style="font-size: 14.0pt;">Hoje, o tradutor e intérprete é requisitado
junto ao meio empresarial, em eventos como seminários, congressos e
conferências; no âmbito educacional, em cursos técnicos, graduação e pós; e em
todas as outras situações sociais que exigem a inclusão de pessoas com
deficiência auditiva.</span><br />
<br />
Leia mais em: <a href="http://revista.penseempregos.com.br/noticia/2014/02/procura-por-tradutor-e-interprete-de-libras-cresce-no-pais-4417461.html">http://revista.penseempregos.com.br/noticia/2014/02/procura-por-tradutor-e-interprete-de-libras-cresce-no-pais-4417461.html</a><br />
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Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com4tag:blogger.com,1999:blog-7585092704358129276.post-10393411078334860872014-04-30T13:36:00.002-07:002014-04-30T13:36:33.288-07:00Resenha<!--[if gte mso 9]><xml>
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<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 107%;">Resenha sobre o documentário <i style="mso-bidi-font-style: normal;">“Pro dia nascer feliz”</i></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">Esse documentário aborda
uma linguagem acessível que retratam com delicadeza e sensibilidade a cruel
realidade da vida de adolescentes na escola. Com extrema capacidade de
representar a verdadeira realidade da educação no Brasil. Passando por
diferentes realidades desde a escola pública à particular, aos ricos e pobres,
realçando também a diferença presente que existe na periferia e centro, sertão
nordestino até as elites paulistas e cariocas. Mostrando de depoimentos de
professores e alunos as dificuldades encontradas pelos mesmos e mostrando a
imagem social da escola.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">É um documentário que
realmente mexe com nossos sentimentos, que nos faz perceber a grandiosidade das
desigualdades ao qual o Brasil está designado a conviver, nos colocando
questões destinadas a respeito do rumo que a educação vem seguindo. Tendo como
principais motivos defasagem na formação familiar e de negligência governamental
com a educação como um todo, que vem desencaminhando junto com uma série de questões,
como tráfico de drogas, violências e etc.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">Como podemos observar
na escola de Manari em Pernambuco, os professores são praticamente obrigados a
educar em condições precárias, por falta de verbas, materiais e merendas, e
exemplo as escola de Duque de Caxias no Rio de Janeiro e Itaquaquecetuba em São
Paulo, onde a violência é algo constante, além da falta de incentivo, pelo
desinteresse dos alunos que não levam a sério seus estudos, gerando muita
indisciplina.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">Também percebemos uma
grande diversidade entre os perfis dos alunos, essa diferença está ligada a
decadência social e econômica que é uma das características do nosso país, onde
vivemos com pessoas que têm maiores condições e os que estão a mercê da boa
vontade de programas governamentais, e apesar disso não conseguem de qualificar
de forma apropriada para que possa concorrer com os que estão mais preparados e
obviamente possuem um poder maior de adquirir uma qualificação superior.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">Como podemos observar,
em Pernambuco crianças deixam de frequentar a escola por não existir transporte
escolar para todos, e logicamente as crianças não teriam condições de andar
quilômetros ou bancar de seus próprios bolsos um transporte diário para ir à escola.
Nesse caso encontramos muitas vezes quadros de crianças não possuem sonhos,
pois a realidade não vos oferece a chance. Assim viram crianças sem esperança e
que ocupam seu tempo trabalhando e perdendo a chance de ter um bom futuro.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">Vimos em Pernambuco exemplos
de alunos que realmente querem estudar, que estima a leitura, num nível que nem
os professores acreditam na hipótese deste escrever redações que vão além do
que se é esperado naquele local. Para o aluno isso é desmotivador, porque não
os estimulam a querer sempre produzir mais, fica destinado a apenas o seu próprio
incentivo. Também temos o problema de falta de professor e m sala de aula,
muito faltam e alguns mandam representante e outros nem isso. Não cumprem com
seu compromisso e responsabilidades e ainda atribuem notas iguais a todos os
alunos. A realidade é bem severa, além da pouca infraestrutura e da
desmotivação de ambas as partes, a pobreza é muito presente.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">Em Rio de Janeiro
podemos observar uma outra realidade, onde a escola se encontra muito perto de
pontos de drogas, o que acaba incluindo questões complicadas com o tráfico de
drogas, violência e rebeldia. Vimos exemplos de alunos indisciplinados e com
comportamentos violentos e inapropriado, e isso causa nos alunos notas baixas o
que levaria a uma reprovação, mas temos o conselho de classe onde muitas vezes
os professores aprovam os alunos. E dessa forma, a qualidade do ensino só tende
a cair, e ocorre uma grande diminuição na repetências de alunos, mais isso não
significa um processo na educação, mas sim uma completa maquiagem, o que acaba
colaborando com os índices crescentes do governo.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">Já em uma escola de São
Paulo, o dinheiro aparece como problema para realização de atividades culturais
e a falta constante dos professores deixam os alunos desmotivados e os deixa
ociosos. Vários professores deram seus depoimentos, dentre eles uma professora
diz que o professor perdeu a dignidade, pois precisa aceitar tudo na sala de
aula, outra observação é que a escola de hoje está vivendo aos moldes do século
passado, pois a realidade dos alunos é outra e esse sistema precisa se adequar
a esta nova realidade.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">Em outra escola localizada
em São Paulo num bairro de classe média alta, podemos observar outra realidade
bem diferente das anteriores, primeiro porque se trata de uma escola
particular, então nota-se que o perfil dos alunos é completamente diferentes
dos já abordados. Percebemos que os mesmo possuem um senso crítico bem apurado
e tentam tratar dessa questão da desigualdade com a questão de falta de
oportunidade no país. Estudam uma carga horária mais ampla e desejam garantir a
entrada em uma boa faculdade, nem que para isso precisem do auxílio de
professores particulares. A família pode se dizer mais presente na vida de seus
filhos, mesmo se não for pelo lado do amor e atenção, mais pelo lado material e
financeiro. Mas esses jovens também têm problemas, apesar de ser bem diferentes
dos que observamos até então, são na verdade criados por dúvidas em relação a
vida.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">Em um colégio estadual
na periferia de São Paulo, uma questão que foi bem discutida foi em relação a
violência que os alunos estão expostos, de maneira direta ou indireta, na família
ou na escola com os alunos. Também em meio a estes assuntos a gravidez na adolescência
também merece destaque, pois muitas jovens param de estudar e destrói o sonho
de ingressar em uma faculdade deixando isso pra segundo plano. Outra realidade
bem cruel é o fato de alunos matarem uns aos outros dentro da escola por
motivos banais, difíceis de entender. Com isso ingressando na vida do crime,
assalto por influencias de amigos ou pela falta de estrutura familiar, isso
quando acontece, a partir do primeiro momento acaba tornando um vício, e depois
pra sair dessa realidade acaba se tornando cada vez mais difícil. E a escola
tem que acolher toda essa clientela, sem distinção, e os professores ficam
nessa difícil tarefa de tentar ao menos fazer com que os alunos se interessem a
aprender, mas nem sempre conseguem, muitas vezes se desmotivam pelos problemas
que tem que enfrentar no dia-a-dia em sala de aula e seguem sua profissão sem
dedicação e comprometimento.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">Enfim, o que nos resta a
dizer é que o trabalho do educador está cada dia mais difícil desvalorizado. Isso
é o reflexo de como o governo investe na educação, e de como a família deixa
tudo sob responsabilidade da escola, se esquecendo de seu dever como família
que é transmitir respeito e normas básicas para se viver em harmonia com a
sociedade. É preciso que ocorra uma revolução na educação do pais, desde a base
que é a família até o ultimo patamar, para que nossas crianças possam fazer
nascer um mundo melhor para se viver.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 107%;"> </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">Fonte:</span> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;"><a href="http://www.youtube.com/watch?v=g5W7mfOvqmU">http://www.youtube.com/watch?v=g5W7mfOvqmU</a></span></div>
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Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com0tag:blogger.com,1999:blog-7585092704358129276.post-40929442236645810142014-04-29T15:44:00.000-07:002014-04-29T15:44:30.869-07:00Evasão Escolar no Brasil<!--[if gte mso 9]><xml>
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<br />
<div align="center" class="MsoNormal" style="color: blue; line-height: normal; text-align: center;">
<i><b><span style="font-family: "Times New Roman","serif"; font-size: 22.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="text-decoration: none; text-underline: none;">Causas da Evasão Escolar no
Brasil</span></span></b></i></div>
<div align="center" class="MsoNormal" style="color: blue; line-height: normal; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW9rFHKUwcOgMvLVtZzTftw5yAh55zrn3XlqTRqmrpESkJ_hyphenhyphen_GL-sKs6rHMrtytdQVgGrsRRap7rWxy8XU8CjGE-D2EfXkVykVVPJW3v6GJYc-A-mDXrypdROirlUVTPcbEynwhXwif8/s1600/%C3%8Dndice.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW9rFHKUwcOgMvLVtZzTftw5yAh55zrn3XlqTRqmrpESkJ_hyphenhyphen_GL-sKs6rHMrtytdQVgGrsRRap7rWxy8XU8CjGE-D2EfXkVykVVPJW3v6GJYc-A-mDXrypdROirlUVTPcbEynwhXwif8/s1600/%C3%8Dndice.jpg" height="260" width="400" /></a></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 22pt;"><i><span style="text-decoration: none;"> </span></i><span style="text-decoration: none; text-underline: none;"> </span></span></b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: text1;">A <strong><span style="font-family: "Arial","sans-serif";">evasão
escolar</span></strong> ocorre quando o aluno deixa de frequentar a aula,
caracterizando o <strong><span style="font-family: "Arial","sans-serif"; font-weight: normal; mso-bidi-font-weight: bold;">abandono da escola</span></strong>
durante o ano letivo.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-themecolor: text1;">As causas da evasão escolar são variadas. Condições
socioeconômicas, culturais, geográficas ou mesmo questões referentes aos
encaminhamentos didáticos.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; mso-themecolor: text1;">Em 2007, 4,8% dos alunos matriculados no
Ensino Fundamental (1ª a 8ª séries/1º ao 9º ano) abandonaram a escola. Embora o
índice pareça pequeno, corresponde a quase um <span style="color: black; mso-themecolor: text1; text-decoration: none; text-underline: none;">milhão</span> e meio de alunos.
No mesmo ano, 13,2% dos alunos que cursavam o Ensino Médio abandonaram a
escola, o que corresponde a pouco mais de um milhão de alunos. Muitos desses
alunos retornarão à escola, mas em uma incômoda condição de defasagem
idade/série, o que pode causar conflitos e possivelmente nova evasão.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; mso-themecolor: text1;">Um a cada quatro alunos que inicia o ensino
fundamental no Brasil abandona a escola antes de completar a última série. É o
que indica o Relatório de Desenvolvimento 2012, pelo Pnud (Programa das Nações
Unidas para o Desenvolvimento).</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; mso-themecolor: text1;">Com a taxa de 24,3%, o Brasil tem a terceira
maior taxa de abandono escolar entre os 100 países com maior IDH (Índice de
Desenvolvimento Humano), só atrás da Bósnia Herzegovina (26,8%) e das ilhas de
São Cristovam e Névis, no Caribe (26,5%).</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; mso-themecolor: text1;">O documento mostra que apesar de ter avançado
nas últimas duas décadas, o Brasil ainda tem um IDH menor que a média dos
países da América Latina e Caribe. O país está na posição 85ª do ranking, que
leva em conta a expectativa de vida, o acesso ao conhecimento e a renda per
capita.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; mso-themecolor: text1;">Há muitos motivos que levam o aluno a deixar
de estudar - a necessidade de entrar no mercado de trabalho, a falta de interesse
pela escola, dificuldades de aprendizado que podem acontecer no percurso
escolar, doenças crônicas, deficiências no transporte escolar, falta de
incentivo dos pais, mudanças de endereço e outros. Para serem minimizados,
alguns desses problemas dependem de ações do poder público. Outros, contudo,
podem ser solucionados com iniciativas tomadas ao longo do ano pelos gestores
escolares e suas equipes, que têm a responsabilidade de assegurar as condições
de ensino e aprendizagem, o que, obviamente, se perde quando a criança não vai
à aula.</span></div>
<div style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-themecolor: text1;">Segundo a <span style="color: black; mso-themecolor: text1; text-decoration: none; text-underline: none;">Lei de Diretrizes e Bases da Educação</span> (LDB9394/96) e o <span style="color: black; mso-themecolor: text1; text-decoration: none; text-underline: none;">Estatuto da Criança e do Adolescente</span> (ECA), um número elevado
de faltas sem justificativa e a evasão escolar ferem os direitos das crianças e
dos adolescentes. Nesse sentido, cabe a instituição escolar valer-se de todos
os recursos dos quais disponha para garantir a permanência dos alunos na
escola. Prevê ainda a legislação que esgotados os recursos da escola, a mesma
deve informar o <span style="color: black; mso-themecolor: text1; text-decoration: none; text-underline: none;">Conselho Tutelar</span> do
Município sobre os casos de faltas excessivas não justificadas e de evasão
escolar, para que o Conselho tome as medidas cabíveis.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; mso-themecolor: text1;">Precisamos promover estratégias para cultivar
o interesse pelo aprendizado. Os responsáveis devem participar da vida escolar
do aluno. Enquanto menor eles são responsáveis pelo sucesso ou não de seus
filhos. O cotidiano escolar e a realização de práticas que sejam a favor do
aprendizado do aluno e estudos coletivos com profissionais escolares
interessados em buscar soluções para a baixa da evasão escolar.</span></div>
<div style="text-align: justify;">
<br /></div>
Fonte: <a href="http://www.infoescola.com/educacao/evasao-escolar/">http://www.infoescola.com/educacao/evasao-escolar/</a><br />
<a href="http://educacao.uol.com.br/noticias/2013/03/14/brasil-tem-3-maior-taxa-de-evasao-escolar-entre-100-paises-diz-pnud.htm">http://educacao.uol.com.br/noticias/2013/03/14/brasil-tem-3-maior-taxa-de-evasao-escolar-entre-100-paises-diz-pnud.htm</a><br />
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<br /></div>
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<br /></div>
Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com2tag:blogger.com,1999:blog-7585092704358129276.post-37435681968755077402014-04-24T14:17:00.001-07:002014-04-24T14:22:12.748-07:00A família no ambiente escolar<br />
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Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
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durante sua vida primária que se refletirá na sua vida escolar.</span></div>
A família e a escola formam uma equipe. É fundamental que ambas sigam os mesmos
princípios e critérios, com a mesma direção em relação aos objetivos que
desejam atingir. <br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Todo educador sabe o quanto é importante a participação dos pais dos alunos
no desempenho escolar. Todo professor gosta de ter pais cooperativos e atentos
ao desempenho escolar dos seus filhos. A criança na qual família participa de
forma mais direta no cotidiano escolar, apresenta um desempenho superior em
relação a que os pais estão ausentes do seu processo educacional. Ao
conversarem com o filho sobre o que acontece na escola, cobrarem dele e
ajudarem a fazer o dever de casa, falarem para não faltar à escola, tirar boas
notas e ter hábitos de leitura, os pais estarão contribuindo para a obtenção de
notas mais altas. Além disso, reduz a evasão escolar e a depredação da escola.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">Existem diversas contribuições que tanto a família
quanto a escola podem oferecer, para o desenvolvimento pleno respectivamente
dos seus filhos e dos seus alunos. Alguns critérios devem ser considerados como
prioridade para ambas as partes. Como:</span></div>
<span style="font-size: small;"><b><span style="color: red;"> </span></b></span><br />
<b><span style="color: red;">Família</span></b><span style="color: red;"> </span><br />
• Selecionar a escola baseado em critérios que lhe garanta a confiança da forma
como a escola procede diante de situações importantes; <br />
• Dialogar com o filho o conteúdo que está vivenciando na escola; <br />
• Cumprir as regras estabelecidas pela escola de forma consciente e
espontânea; <br />
• Deixar o filho a resolver por si só determinados problemas que venham a
surgir no ambiente escolar, em especial na questão de socialização; <br />
• Valorizar o contato com a escola, principalmente nas reuniões e entrega de
resultados, podendo se informar das dificuldades apresentadas pelo seu filho,
bem como seu desempenho. <br />
<br />
<b><span style="color: red;">Escola </span></b><b><u><span style="color: blue;"><br />
</span></u></b>• Cumprir a proposta pedagógica apresentada para os pais, sendo coerente nos
procedimentos e atitudes do dia-a-dia; <br />
• Propiciar ao aluno liberdade para manifestar-se na comunidade escolar, de
forma que seja considerado como elemento principal do processo educativo; <br />
• Receber os pais com prazer, marcando reuniões periódicas, esclarecendo o
desempenho do aluno e principalmente exercendo o papel de orientadora mediante
as possíveis situações que possam vir a necessitar de ajuda; <br />
• Abrir as portas da escola para os pais, fazendo com que eles se sintam à
vontade para participar de atividades culturais, esportivas, entre outras que a
escola oferecer, aproximando o contato entre família-escola; <br />
• É de extrema importância que a escola mantenha professores e recursos
atualizados, propiciando uma boa administração de forma que ofereça um ensino
de qualidade para seus alunos. <br />
<br />
A parceria da família com a escola sempre será fundamental para o sucesso da
educação de todo indivíduo. Portanto, pais e educadores necessitam ser grandes
e fiéis companheiros nessa nobre caminhada da formação educacional do ser
humano. <br />
A participação familiar na vida escolar dos filhos leva-os, dentre outras
coisas, à demonstração de um maior autocontrole e à manifestação de um
comportamento cooperativo.<br />
Os pais precisam entender, que acompanhar a vida escolar dos filhos não deve
significar apenas cobrar. O acompanhamento se torna muito mais do que isso. É
necessário estimular, motivar, valorizar, ensinar, conversar, prestigiar,
discutir. Nessa parceria, a cobrança é a última ferramenta a ser utilizada.<br />
Quando a criança se sente ouvida, apoiada, prestigiada, se sente mais
estimulada para aprender e aproveitar todas as oportunidades que a escola
promove.<br />
Neste processo ganha a criança, a família e a escola.<br />
<br />
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Fonte: <a href="http://www.webartigos.com/artigos/a-importancia-da-participacao-dos-pais-na-escola/65385/#ixzz2zopder3U"><span style="color: #003399; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">http://www.webartigos.com/artigos/a-importancia-da-participacao-dos-pais-na-escola/65385/#ixzz2zopder3U</span></a><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><a href="http://www.webartigos.com/artigos/a-importancia-da-participacao-dos-pais-na-escola/65385/">http://www.webartigos.com/artigos/a-importancia-da-participacao-dos-pais-na-escola/65385/</a></span></div>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><a href="http://www.escolavillare.com.br/a-importancia-da-participacao-dos-pais-na-vida-escolar-dos-filhos/">http://www.escolavillare.com.br/a-importancia-da-participacao-dos-pais-na-vida-escolar-dos-filhos/</a></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Acesso em 24/04/2014.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com4tag:blogger.com,1999:blog-7585092704358129276.post-60160253069112137032014-04-16T12:25:00.000-07:002014-04-16T12:25:19.383-07:00Educação Básica no Brasil<!--[if gte mso 9]><xml>
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<b><span style="color: #003399; font-family: "Arial","sans-serif"; font-size: 20.0pt;">Os 10
Maiores Problemas da Educação Básica no Brasil.</span></b></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: red; font-family: "Helvetica-Bold","sans-serif"; font-size: 16.0pt; line-height: 107%; mso-bidi-font-family: Helvetica-Bold; mso-fareast-font-family: Helvetica-Bold;"><span style="mso-list: Ignore;">1-<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b><span style="color: red; font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 107%;">CULTURA ESCOLAR ELITISTA</span></b><span style="color: red; font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 107%;"></span></div>
<ul>
<li><span style="font-family: Symbol; font-size: 14.0pt; line-height: 107%; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="font-family: "Helvetica-Bold","sans-serif"; font-size: 14.0pt; line-height: 107%; mso-bidi-font-family: Helvetica-Bold;">Rico
estuda em escola pública; pobre na particular</span></b></li>
</ul>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo3; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="color: blue; font-family: Wingdings; font-size: 16.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">-Rico</span></b></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">Estuda na escola básica
privada para preparar-se para a universidade pública e gratuita.</span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 16.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">Pobre</span></b></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">Estuda na escola básica
pública e gratuita e – quando consegue - ingressa no ensino superior privado.</span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 16.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;"><b>Acordo
de cavalheiros entre público e privado</b></span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">O mercado do ensino
privado é restrito na educação básica e amplo na superior; e vice-versa.</span></div>
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<br /></div>
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<b><span style="color: red; font-family: "Helvetica-Bold","sans-serif"; font-size: 16.0pt; line-height: 107%; mso-bidi-font-family: Helvetica-Bold; mso-fareast-font-family: Helvetica-Bold;"><span style="mso-list: Ignore;">2-</span></span></b><b><span style="color: red; font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 107%;">VISÃO ESTRATÉGICA</span></b></div>
<ul>
<li><span style="font-family: Symbol; font-size: 16.0pt; line-height: 107%; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="font-family: "Helvetica-Bold","sans-serif"; font-size: 16.0pt; line-height: 107%; mso-bidi-font-family: Helvetica-Bold;">Setor
público: má gestão das prioridades</span></b></li>
</ul>
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<span style="color: blue; font-family: Wingdings; font-size: 16.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">Educação
não fez parte da agenda estratégica dos governos</span></b></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">No final dos anos 80,
quando ficou claro que a reforma do Estado era necessária para o
desenvolvimento sustentável, a educação não foi incluída. Isso só aconteceu nos
anos 90.</span><span style="color: blue; font-family: "Arial","sans-serif"; font-size: 14.0pt;"></span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 16.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">-Ministérios
e Secretarias - moedas de troca política</span></b></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">Descontinuidade.</span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 16.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">-Desenvolvimento
– a educação não fazia diferença</span></b></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">Mão-de-obra barata e
exportação de produtos primários sem valor agregado.</span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 16.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">Expansão
sem estratégia sustentável</span></b></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">Depois dos anos 30 e
principalmente a partir do ciclo desenvolvimentista dos 50, a expansão
quantitativa se deu ao sabor de pressões populares, sem uma estratégia
sustentável de revisão da organização e conteúdo da escola.</span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 16.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">-Centralização
e descentralização – ao sabor dos interesses políticos</span></b></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">Falta de um regime de colaboração;
descentralização de encargos, mas não de recursos financeiros; poder de decisão
e verbas federais foram instrumento de pressão sobre estados e municípios mais
pobres; estados e municípios ricos agiram sem considerar o âmbito nacional,
aumentando as desigualdades regionais.</span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 16.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">-Clientelismo
– gigantismo nas máquinas públicas</span></b></div>
<ul>
<li><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 107%;">O dinheiro ficou na máquina, sem chegar à escola.</span></li>
</ul>
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<span style="font-family: Symbol; font-size: 16.0pt; line-height: 107%; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="font-family: "Helvetica-Bold","sans-serif"; font-size: 16.0pt; line-height: 107%; mso-bidi-font-family: Helvetica-Bold;">Setor
privado e sociedade</span></b></div>
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<span style="color: blue; font-family: Wingdings; font-size: 16.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">-Setor privado e ONGs: <i>pet projects</i></span></b></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Pouca atenção a
diretrizes ou orientações nacionais. Cada um teve suas próprias convicções
sobre como deve ser a educação e seu próprio perfil de projeto.</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Acabou assumindo a ideia
da esquerda conservadora de que é “politicamente incorreto” ter lucro com a educação
ou prestar serviços de interesse público com recursos do estado.</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Ainda não está clara a diferença
entre responsabilidade social e caridade filantrópica.</span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 18.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 18.0pt;">-Sociedade
civil: não cobra e não fiscaliza </span></b></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 107%;">-Falta de informação</span></div>
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<br /></div>
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<b><span style="color: red; font-family: "Arial","sans-serif"; font-size: 18.0pt; line-height: 107%;">3-</span></b><b><span style="color: red; font-family: "Helvetica-Bold","sans-serif"; font-size: 25.0pt; line-height: 107%; mso-bidi-font-family: Helvetica-Bold;"> </span></b><b><span style="color: red; font-family: "Arial","sans-serif"; font-size: 18.0pt; line-height: 107%;">GESTÃO PÚBLICA</span></b><b><span style="color: red; font-family: "Helvetica-Bold","sans-serif"; font-size: 25.0pt; line-height: 107%; mso-bidi-font-family: Helvetica-Bold;"></span></b></div>
<ul>
<li><span style="font-family: Symbol; font-size: 16.0pt; line-height: 107%; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="font-family: "Helvetica-Bold","sans-serif"; font-size: 16.0pt; line-height: 107%; mso-bidi-font-family: Helvetica-Bold;">União,
Estado e Município não se entendem</span></b></li>
</ul>
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<span style="color: blue; font-family: Wingdings; font-size: 16.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">-Dificuldade
de praticar o princípio federativo e a divisão de tarefas</span></b></div>
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<b><span style="color: black; font-family: "Helvetica-Bold","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica-Bold;">- União</span></b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">: Ensino Superior, coordenação
nacional e função redistributiva e supletiva na educação básica.</span></div>
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<b><span style="color: black; font-family: "Helvetica-Bold","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica-Bold;">- Estado</span></b><span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">:
</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">Ensino Fundamental, principalmente de quinta a oitava séries e
Ensino Médio. Mas não há um estado do país que não tenha universidades
estaduais.</span></div>
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<b><span style="color: black; font-family: "Helvetica-Bold","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica-Bold;">- Município</span></b><b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">: </span></b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">Educação
Infantil e Ensino Fundamental</span><span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;"></span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 16.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">-Falta
de coordenação nacional</span></b></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- e falta de apetite
político do MEC para formular e liderar políticas.</span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 16.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;"> - Congresso
e legislativos estaduais e municipais não cumprem seu papel</span></b></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- De fiscalização da
gestão dos sistemas de ensino</span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 16.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">Iniquidade
no financiamento</span></b></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">Custo aluno no Ensino
Superior público é mais que o dobro do custo aluno na educação.</span></div>
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<br /></div>
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<b><span style="color: red; font-family: "Arial","sans-serif"; font-size: 18.0pt;">4- DESINFORMAÇÃO
DA SOCIEDADE</span></b></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- A mídia confunde o
episódico com o estrutural, a aparência com a essência, a causa com o efeito:
uma escola assaltada vale mais do que toda a repetência daquele ano.</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- O governo usa a mídia
para se promover.</span></div>
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<br /></div>
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<b><span style="color: red; font-family: "Arial","sans-serif"; font-size: 18.0pt;">5-
INTERESSES CORPORATIVISTAS</span></b></div>
<ul>
<li><span style="color: black; font-family: Symbol; font-size: 16.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: black; font-family: "Helvetica-Bold","sans-serif"; font-size: 16.0pt; mso-bidi-font-family: Helvetica-Bold; mso-themecolor: text1;">O PROBLEMA</span></b></li>
</ul>
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<span style="color: blue; font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">- Disputas
de métodos de alfabetização</span></b><span style="color: blue; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">. </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">Só os
teóricos insistem no método único ideal. Na prática, o bom professor
diversifica, adapta, mistura, improvisa.</span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">- A
formação do professor tem que se sujeitar</span></b><b><span style="color: blue; font-family: "Helvetica-Bold","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica-Bold;"> </span></b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">ao Ensino Corporação acadêmica Superior disciplinaria e não à
necessidade do currículo.</span></div>
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<br /></div>
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<span style="color: blue; font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">- A repetência incha o sistema</span></b><span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">, </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">dando a ilusão de que faltam</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">Escolas. Mais alunos, mais
prédios e mais vagas para professores.</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14pt;"> </span><span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;"></span><span style="color: blue; font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="color: blue; font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings;"><span style="mso-spacerun: yes;"></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">- Fragmentação
curricular</span></b><b><span style="color: blue; font-family: "Helvetica-Bold","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica-Bold;">. </span></b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">Matemática
foi dividida com geometria; </span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">Corporação dos professores; artes com desenho geométrico:
necessidade de mais professores, salários menores para o conjunto.</span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">Encurtamento
e fragmentação do tempo de ensino</span></b><b><span style="color: blue; font-family: "Helvetica-Bold","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica-Bold;"> </span></b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">e aprendizagem: 3 a 4 horas de aulas diárias em vez de 5 ou 6; maior
número de aulas, aulas mais curtas, crianças menos tempo na escola.</span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">- A
carreira de magistério é cartorial</span></b><span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">:
</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">isonomia, direitos adquiridos, aposentadoria com 25 anos. Se o
aluno aprende ou não, tanto faz para os professores. Os benefícios são os
mesmos.</span></div>
<ul>
<li><span style="font-family: Symbol; font-size: 14.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="font-family: "Helvetica-Bold","sans-serif"; font-size: 16.0pt; mso-bidi-font-family: Helvetica-Bold;">A QUEM
INTERESSA</span></b><span style="font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;"></span></li>
</ul>
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<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">- </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">Psicopedagogos fundamentalistas, seus promotores e editores.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Corporação acadêmica.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Empreiteiras e corporação de Professores.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Corporação dos professores.</span></div>
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<br /></div>
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<b><span style="color: red; font-family: "Arial","sans-serif"; font-size: 18.0pt;">6- O PERIGO
DAS “CAUSAS NOBRES”</span></b></div>
<ul>
<li><span style="color: black; font-family: Symbol; font-size: 16.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="color: black; font-family: "Helvetica-Bold","sans-serif"; font-size: 16.0pt; mso-bidi-font-family: Helvetica-Bold; mso-themecolor: text1;">A “CAUSA NOBRE”</span></b></li>
</ul>
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<span style="color: blue; font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">- Ensino
Fundamental de 9 anos</span></b><b><span style="color: blue; font-family: "Helvetica-Bold","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica-Bold;"> </span></b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">para
colocar todas as crianças de seis anos na escola.</span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">- Tempo
integral para as crianças</span></b><b><span style="color: blue; font-family: "Helvetica-Bold","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica-Bold;"> </span></b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">na escola, para que ela tenha um atendimento integral.</span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 16.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">- <span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">“Educação
se faz com afeto”.</span></b></div>
<ul>
<li><span style="color: black; font-family: Symbol; font-size: 16.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol; mso-themecolor: text1;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="color: black; font-family: "Helvetica-Bold","sans-serif"; font-size: 16.0pt; mso-bidi-font-family: Helvetica-Bold; mso-themecolor: text1;">O PERIGO</span></b></li>
</ul>
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<span style="color: blue; font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">- Dividir
os recursos com mais alunos</span></b><span style="color: blue; font-family: "Arial","sans-serif"; font-size: 14.0pt;">. </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">Em vez de oito gerações, serão
nove. Ingresso mais precoce é bom, mas não precisa de mais um ano. Basta
estabelecer que o Ensino Fundamental vai dos 6 aos 13 anos. Oito anos com
jornada diária de 5 horas de efetivo trabalho escolar é mais do que 9 anos com
3 horas.</span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">- Dobrar
turno não é produtivo</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 18.0pt;">.</span><span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;"> </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">Escola ruim em dobro é
pior; é preciso primeiro melhorar a média das escolas para depois ter uma
estratégia progressiva de aumentar o tempo de permanência.</span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">- Se um
secretário da Saúde</span></b><b><span style="color: blue; font-family: "Helvetica-Bold","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica-Bold;"> </span></b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">dissesse
isso sobre a sua área, para uma plateia medianamente educada, seria aplaudido?</span></div>
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<br /></div>
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<b><span style="color: red; font-family: "Arial","sans-serif"; font-size: 18.0pt;">7- FRACASSO
ESCOLAR</span></b></div>
<ul>
<li><span style="font-family: Symbol; font-size: 16.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="font-family: "Helvetica-Bold","sans-serif"; font-size: 16.0pt; mso-bidi-font-family: Helvetica-Bold;">Critérios de avaliação inadequados</span></b></li>
</ul>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- As crianças são
comparadas com padrões absolutos; não se leva em conta o progresso individual;
não se pensa no ano seguinte como continuidade do anterior. A criança reprovada
começa tudo de novo.</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Da quinta série em
diante, um aluno que reprova em </span><span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">Matemática,
mas passa em todas as outras matérias, começa</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;"> </span><span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">de novo, inclusive nas matérias em que passou.</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- As estatísticas mostram
uma altíssima correlação entre repetir causada pela repetência.</span></div>
<ul>
<li><span style="font-family: Symbol; font-size: 16.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="font-family: "Helvetica-Bold","sans-serif"; font-size: 16.0pt; mso-bidi-font-family: Helvetica-Bold;">A escola prepara para continuar na escola, não para a vida</span></b></li>
</ul>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">-Para entrar na primeira
série tem que estar com a “prontidão” concluída; para passar para a segunda tem
que ter chegado num ponto arbitrário fixado pelo professor ou pela escola; o Ensino
Fundamental prepara para o Ensino Médio e este só serve para preparar para o
vestibular.</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- A pedagogia e a didática
são longínquas da realidade do aluno.</span><span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;"></span></div>
<ul>
<li><span style="font-family: Symbol; font-size: 16.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="font-family: "Helvetica-Bold","sans-serif"; font-size: 16.0pt; mso-bidi-font-family: Helvetica-Bold;">Consequências
catastróficas</span></b></li>
</ul>
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<span style="color: blue; font-family: Wingdings; font-size: 16.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">- Prejuízo
da autoestima do povo brasileiro</span></b></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Estigmatizado como
incapaz de aprender a ler, escrever e fazer as quatro operações.</span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 16.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">- Quanto
custa o prejuízo de uma força de trabalho e uma</span></b></div>
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<b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">Cidadania
assim constituídas?</span></b></div>
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<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">- </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">O país investe em média quase 10 anos para cada aluno que conclui
os 8 anos do Ensino Fundamental.</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Convivem nas oito séries
do Ensino Fundamental coortes (número de nascidos num determinado ano) de pelo
menos 20 anos seguidos, onerando com isso o uso do espaço, do tempo, dos
recursos humanos e didáticos.</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">-Com esse dinheiro, daria
para financiar programas de qualidade na área de formação de professor e
produção de recursos de ensino que resolveriam, a médio prazo, a nossa crise
qualitativa.</span></div>
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<br /></div>
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<b><span style="color: red; font-family: "Arial","sans-serif"; font-size: 20.0pt;">8- QUALIDADE</span></b></div>
<ul>
<li><span style="font-family: Symbol; font-size: 16.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt;">A qualidade “caiu” de
onde?</span></b></li>
</ul>
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<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">- Nenhum país construiu educação de qualidade sem garantia acesso
para todos.</span></div>
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<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">- Enquanto política pública, uma educação de minoria, mesmo dita
de excelência, não é de qualidade.</span></div>
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<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">- E a escola de elite nem era tão boa: produzia bacharéis, arautos
da cultura livresca, quando o país precisava de cientistas, criadores,
engenheiros, empreendedores</span></div>
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<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">- Hoje a má qualidade ficou visível: impossível não reconhecer que
o rei está nu.</span></div>
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<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">- População homogênea não existe mais.</span></div>
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<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">-É preciso aprender a trabalhar com a diversidade.</span></div>
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<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">- O professor é a chave de tudo.</span></div>
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<br /></div>
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<b><span style="color: red; font-family: "Arial","sans-serif"; font-size: 20.0pt;">9- DESPREPARO
DO PROFESSOR</span></b></div>
<ul>
<li><span style="font-family: Symbol; font-size: 16.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt;">Um modelo de formação distorcido</span></b></li>
</ul>
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<span style="color: blue; font-family: Wingdings; font-size: 16.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">- <span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 16.0pt;">Nunca
tivemos um sistema coerente de formação de professores</span></b></div>
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<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">- O curso superior para professor dos anos iniciais do Ensino Fundamental
não ensina conteúdos que ele precisa ensinar porque não há onde formar esse
professor polivalente num Ensino Superior dividido em departamentos por
disciplinas</span><b><span style="color: black; font-family: "Helvetica-Bold","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica-Bold;">.</span></b><span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;"></span></div>
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<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">O professor especialista por disciplina aprende um excesso de conteúdo
(quando aprende) e nada de didática e pedagogia.</span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 14.0pt;">No
Ensino Superior não há uma instituição dedicada especificamente à formação de
professores</span></b></div>
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<span style="color: red; font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings;"><span style="mso-spacerun: yes;"> </span></span><span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">Na
França: École Normale Superieure; países hispano-americanos: Instituto de
Formación Docente; Alemanha: Studient Seminar; países anglos: Teachers College.</span></div>
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<span style="color: blue; font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="color: blue; font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings;"><span style="mso-spacerun: yes;"></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 14.0pt;">- A
maior parte dos professores é formada em escolas particulares de má qualidade.</span></b></div>
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<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">A qualidade desses cursos passou a ter algum controle há pouco
tempo.</span></div>
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<br /></div>
<ul>
<li><span style="font-family: Symbol; font-size: 16.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="font-family: "Helvetica-Bold","sans-serif"; font-size: 16.0pt; mso-bidi-font-family: Helvetica-Bold;">Mundos que não se encontram</span></b></li>
</ul>
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<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">- </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">O professor polivalente de primeira à quarta séries e o professor especialista
em uma disciplina de quinta a oitava e do Ensino Médio dividem a vida escolar
dos alunos de modo artificial.</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- De quinta a oitava e no
Ensino Médio cada disciplina torna-se um feudo.</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Impossível trabalho
interdisciplinar, priorização de conteúdos básicos.</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Isso afeta a organização
escolar de modo nocivo, dificultando gestão racional do tempo e do espaço.</span></div>
<ul>
<li><span style="font-family: Symbol; font-size: 16.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="font-family: "Helvetica-Bold","sans-serif"; font-size: 16.0pt; mso-bidi-font-family: Helvetica-Bold;">Os professores não sabem ensinar crianças diferentes do aluno
ideal.</span></b></li>
</ul>
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<span style="font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">Os
cursos de formação de professores adotam uma cultura pedagógica e didática
baseada numa clientela escolar ideal e homogênea social e culturalmente. Mas a
realidade na qual o professor vai trabalhar tem, cada vez mais, uma clientela heterogênea,
diversificada social, cultural e economicamente.</span></div>
<ul>
<li><span style="font-family: Symbol; font-size: 16.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="font-family: "Helvetica-Bold","sans-serif"; font-size: 16.0pt; mso-bidi-font-family: Helvetica-Bold;">Carreira com vícios do setor público</span></b></li>
</ul>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Formalismo e
cartorialismo</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- A estrutura da carreira
é baseada no tempo de serviço e, mais recentemente, por formação. Basta ficar
ali para ir ganhando promoções.</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Não há nenhum incentivo
por resultados. Pelo princípio da isonomia, todos ganham a mesma coisa.</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- O movimento do
magistério ao longo de décadas “trocou” salário por “vantagens não-pecuniárias”:
aposentadoria aos 25 anos de serviço, 12 faltas abonadas por ano, 3 meses de licença-prêmio
a cada 5 anos; quinquênios, jornada de trabalho mais curta, férias mais longas</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Há mais professores do
que o necessário</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Fragmentação curricular</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Alunos fantasmas</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Multiplicação de turmas
e turnos, com menos alunos por classe, para gerar mais postos de trabalho para
professor.</span></div>
<ul>
<li><span style="font-family: Symbol; font-size: 16.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="font-family: "Helvetica-Bold","sans-serif"; font-size: 16.0pt; mso-bidi-font-family: Helvetica-Bold;">Valores e atitudes que nenhum empregador aceita</span></b></li>
</ul>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">- </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">O professor não sabe ensinar ao aluno real porque não aprendeu.
Isso causa insegurança, que leva a culpar sempre a criança e a família pelo
fracasso.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- A estigmatizarão é
constante: profecia que se auto realiza (desde o início do ano, o professor já
“prevê” os que vão fracassar e estes de fato fracassam!)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Falta de incentivos leva
ao desânimo e acomodação.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Os mais jovens, mais
dinâmicos, que querem melhorar, são malvistos e ficam “no gelo” na escola.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Sindicalismo tem sido
motor eleitoral: há vários senadores e deputados que saíram do movimento de
professores.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Escola pública é vista
como favor, não como direito.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Professor é visto como
vítima, não como alguém que está ali para prestar o melhor serviço possível.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Família não tem
capacidade para fazer cobranças qualificadas.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<b><span style="color: red; font-family: "Arial","sans-serif"; font-size: 20.0pt;">10- DEFASAGEM</span></b><b><span style="color: #006600; font-family: "Arial","sans-serif"; font-size: 20.0pt;"></span></b></div>
<ul>
<li><span style="font-family: Symbol; font-size: 16.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="font-family: "Helvetica-Bold","sans-serif"; font-size: 16.0pt; mso-bidi-font-family: Helvetica-Bold;"> Dois grandes
desafios</span></b></li>
</ul>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l4 level1 lfo6; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="color: blue; font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 14.0pt;">- Superar
a herança imperial (escola para poucos; acadêmica, enciclopédica e distante da
vida</span></b><b><span style="color: blue; font-family: "Arial","sans-serif"; font-size: 14.0pt;">)</span></b><span style="color: blue; font-family: "Arial","sans-serif"; font-size: 14.0pt;">, </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">para ter uma educação democrática, que outros países já tinham no
início do século XX.</span><b><span style="color: #ff3300; font-family: "Arial","sans-serif"; font-size: 14.0pt;"></span></b></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l4 level1 lfo6; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="color: blue; font-family: Wingdings; font-size: 14.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 14.0pt;">- Sintonizar
a educação com as demandas da sociedade do conhecimento do final do século XX e
início do XXI.</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">- </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">Qualificação para o exercício da cidadania</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Aprender a aprender</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Acessar, processar e dar
sentido à informação</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Resolver problemas</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- Trabalhar em grupo</span></div>
<ul>
<li><span style="font-family: Symbol; font-size: 16.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="font-family: "Helvetica-Bold","sans-serif"; font-size: 16.0pt; mso-bidi-font-family: Helvetica-Bold;">Num mundo em que daqui a 20 anos…</span></b></li>
</ul>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- 70% das carreiras que
serão importantes ainda estão para surgir</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- O conhecimento estará
dobrando a cada 73 dias (hoje isso acontece a cada 5 anos)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- O pensamento sistêmico,
consagrado pela ecologia, será tão ou mais importante que o pensamento
analítico, consagrado pelo paradigma científico tradicional</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- O binômio
nacional-internacional já terá sido substituído pelo binômio local-global</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- A maior parte da mão-de-obra
terá migrado das grandes corporações para as pequenas e destas para a
empresa-pessoa</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt;">- A triste divisão entre
as nações ricas e pobres poderá ser substituída pela trágica divisão entre as
que sabem e as que não sabem.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="color: black; font-family: "Helvetica","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica;">Referências Bibliográficas:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: -.05pt; margin-top: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Helvetica-Bold","sans-serif"; font-size: 14.0pt; mso-bidi-font-family: Helvetica-Bold; mso-bidi-font-weight: bold;">Disponível em:<b>
</b><a href="http://revistaescola.abril.com.br/img/politicas-publicas/fala_exclusivo.pdf">http://revistaescola.abril.com.br/img/politicas-publicas/fala_exclusivo.pdf</a>
< Acesso em 16/04/2014.</span></div>
<span style="font-size: small;"><span style="font-family: "Helvetica-Bold","sans-serif"; line-height: 107%;"></span></span>Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com3tag:blogger.com,1999:blog-7585092704358129276.post-5744280116069956432013-10-30T18:02:00.004-07:002013-10-30T18:03:46.186-07:00DOENÇAS HEMATOLÓGICAS<br />
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Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
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<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
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<b><span style="color: #ff6600; font-size: 12.0pt; line-height: 107%;">DOENÇAS HEMATOLÓGICAS</span></b></div>
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<br /></div>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;"><span style="mso-spacerun: yes;"> </span>O
sangue é, basicamente, formado por uma parte líquida (o plasma) e por células
(hemácias, plaquetas e leucócitos). O plasma contem proteínas que entre outras
ações atuam na defesa do organismo e ajudam a controlar hemorragias, as
hemácias transportam o oxigênio para todo o organismo, as plaquetas controlam
sangramentos e os leucócitos combatem infecções.</span><span style="background: white; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">
Algumas doenças prejudicam a produção ou a função dos glóbulos vermelhos,
glóbulos brancos e plaquetas. Outras originam em alterações do plasma </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">sanguíneo.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">A Hematologia é a especialidade médica que estuda as
doenças que envolvem o sistema hematopoiético, ou seja, tecidos e órgãos
responsáveis pela proliferação, maturação e destruição das células do sangue
(hemácias, leucócitos e plaquetas). A hematologia também estuda os distúrbios
de coagulação que envolvem substâncias contidas no plasma.</span></div>
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<span style="background: white; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">São muitas as formas de câncer que acontece nas células </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">do sangue, e seu nome varia em
função do tipo de célula comprometida. Pode-se citar como exemplo,
algumas dessas doenças que afetam o tecido sanguíneo, e que interfere na saúde
dos indivíduos afetados: A Leucemia, Anemia e </span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt;">Hemofilia.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Anemia<span style="color: black;"></span></span></b></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;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">Anemia é uma condição de doença em que o transporte
de gás oxigênio encontra-se prejudicado em decorrência da diminuição da
quantidade de hemoglobina no sangue. A anemia pode ocorrer como consequência de
hemorragias (perda de sangue), devido a doenças que afetam a produção de hemácias
normais ou por deficiência de ferro no organismo. A pessoa anêmica tem a taxa
de respiração reduzida, o que acarreta diminuição na produção de energia e,
consequentemente, de todo o metabolismo. Assim, os principais sintomas da
anemia são falta de vigor e cansaço físico e mental.</span></div>
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<br /></div>
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<b>Leucemias</b></div>
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As leucemias são doenças onde há uma alteração
genética adquirida (não congênita) nas células primitivas da MO. É importante
ressaltar que apesar de ocorrerem alterações genéticas não é um fenômeno
hereditário. Grupo de doenças que se caracteriza pela proliferação anormal dos
glóbulos brancos. Se a célula afetada, doente é jovem e imatura a leucemia é
aguda, se a célula é mais madura ou diferenciada ela é crônica. Na maioria dos
casos não há causa conhecida, somente em 10% há uma causa definida como
radiação, exposição crônica a benzeno, infecções virais relacionadas ao HTLV e
ainda, existem as leucemias secundárias que tem como fator de risco tratamento
anterior para LLA e o uso prévio de alguns quimioterápicos.</div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;">Hemofilia</b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">Hemofilia é um distúrbio na coagulação do sangue.
Por exemplo: quando cortamos alguma parte do nosso corpo e começa a sangrar, as
proteínas (elementos responsáveis pelo crescimento e desenvolvimento de todos
os tecidos do corpo) entram em ação para estancar o sangramento. Esse processo
é chamado de coagulação. As pessoas portadoras de hemofilia, não possuem essas
proteínas e por isso sangram mais do que o normal.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">Existem vários fatores de coagulação no <a href="http://www.minhavida.com.br/temas/sangue" target="_blank"><span style="color: windowtext; text-decoration: none; text-underline: none;">sangue</span></a>,
que agem em uma sequência determinada. No final dessa sequência é formado o
coágulo e o sangramento é interrompido. Em uma pessoa com hemofilia, um desses
fatores não funciona. Sendo assim, o coágulo não se forma e o sangramento
continua.</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 9.0pt; line-height: 107%;">Referências Bibliográficas:</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 9.0pt; line-height: 107%;">Disponível em: <a href="http://www.medicinanet.com.br/conteudos/acp-medicine/4387/abordagem_das_doencas_hematologicas.htm">http://www.medicinanet.com.br/conteudos/acp-medicine/4387/abordagem_das_doencas_hematologicas.htm</a></span></div>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 9.0pt; line-height: 107%;"><a href="http://www.clinionco.com.br/artigos/dra-cyntia-zadra-doencas-hematologicas">http://www.clinionco.com.br/artigos/dra-cyntia-zadra-doencas-hematologicas</a></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 9.0pt; line-height: 107%;">Acesso em 30 de outubro de 2013.</span></div>
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<br /></div>
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<br /></div>
Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com1tag:blogger.com,1999:blog-7585092704358129276.post-6519173640663619452013-10-24T19:35:00.001-07:002013-10-24T19:35:19.352-07:00Gametas<br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
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<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
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<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
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<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
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<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
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<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
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</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-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0cm;
line-height:107%;
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-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
<br />
<div class="MsoNormal" style="color: red;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;">Gametas
(óvulo e espermatozóide)</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<img alt="" 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" /><b><span style="font-family: "Times New Roman","serif"; font-size: 16pt; line-height: 107%;"> </span></b></div>
<div class="MsoNormal">
<span style="mso-fareast-language: PT-BR; mso-no-proof: yes;">
</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;"></span></b></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Os
óvulos e os espermatozoides são gametas ou células sexuais que têm uma função
reprodutora isto é, a função de garantir a continuidade da espécie
humana.</span></div>
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<br /></div>
<div class="MsoNormal" style="color: blue;">
<span style="font-family: "Arial Black","sans-serif";">GAMETA
MASCULINO </span></div>
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<img alt="" 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F7O06qK5trqtubG3vbWgY72ga7Oge6uwdaW7uqqhscFJYkJaYEB4e5uPh7ufmGh90tKSoaGhsRisWByQ8piM+f7mG+A85+T0jRtamrq6uqKlZMGmUw2Ojp6eHg4MzPj6+t77949U1PTX/7ylzU1NT09PaampnNzc2T89fT0TElJsbS0lMvlGOOGhgZLS8v5+fmuri47OzsbG5sbN2789re/nZiYoGk6IyPDzc3N09PT3t7e0dHR1dXVRQWujo5uDo6ujs6uDi7Ojm6ODm6Ozp4JyZmpGXk+AZHxiand3d1i8fG5Uw29Uol8yTKMMcIYkYESUgqODJQ0xa2vbff1PqupasvLKYuKSPb2DHN3DfJwC3Z29LOycDEzcbQwc7Kz8XB08LKzcbe383B28nFy8PZwC7gfmfgoq6izY3hrc18mkxGXFMaYVC4SOPc3NZIKunxycvJnn31GxkeMcWVlpaamZmdnp5eXl5mZWX19fWVl5ccff1xVVdXe3m5iYjI/P48xjo2NdXFxKSoqMjU1XVpawhinpaUZGho2NTUZGxsHBAR0dnbGx8d/8cUXo6OjRHDK5XKFQiGTyeRyOfUyaJmMPpHRMgV9QilkNEOzYom8f2g8LjHd2y/8UV7h6uoKCfZSlQECThk1Tg3K39gU8HUgM9YXYeUcC4gD40UwEsS0Ah0fMhtrh/Ozm3Mz6x1tQxVlTcVFNXm5pTnZJTnZxXk5Tx/nV5Q9bairae/rGVtZ2t3bOTmRcByj1BkAIBoCVLrdBK6fY3e/Ad4J2xYWFgwNDXV0dMrKyrKzsz/99FMXF5f5+XktLS0HB4f6+vrw8PB/+7d/y83NHR8fv3nzpp+fX1lZ2ZdffmljYzMyMmJsbOzs7FxUVHTp0qXPP/+8trb2ypUrISEhbW1t9+7d+9WvftXf3/+tNDWk8hdjjLFodiUhOdMnIKKouFwmkyGVemannuWUcPqubPsGKNmGlEJONYOQSD4SMMKxmGUgTfGUgpOdsFIJLZXQshOGVvAsg0gCGMdinsVEsUPwv+dPLy71WmPee8Y5j6SCvW1sbMzNzc3AwOD27dsBAQFEr29vbzc1Nb19+3Z4eHh8fHxnZydFUYWFhVpaWnZ2drGxsRUVFTRN9/b2Ojg46Onpubq6Pnr0aGNjo6ioSEdHx8bGJiUl5cGDB+Pj44Lp5OuAeR5zPOYh5hAkczqI5xY30rMK3L1Dsh4VEM3m6yycp9h2vq302tToM68MxC+CfpXsPPUuQYiFlAgSl/yDxTlbQMiQRISBXC7f3Nzc2dkhzCDj0d7e3ubmJkVRGGOWZYWdBwcHpO9JSx4eHm5tbQnzfJ7nd3Z2tre3idcfnnH/n8UptmGEEcYLy9vZuU/cvILjk9JIsVnixj17qq9TvJRj4XnihTRTbhABiHiEAcYAY4gQIAZnhADGUDniEmvwS9mEUJlf+PLJz1Uqvx3eScQRUMlYFPZTFCWYiARvseogJTjvSeF+jF9qStXP30bYnJFtCGG8uXP0+EmFo5tfYHDE7OwsYRLh9Kmfg9firdvppRJJZ0racBiz+OVKNhAxENEAUghxpMiSkIBNXG1KIp5ph79VtmFloAtWOpsFCwhQhliRI4U9pwwEgkquMoODwpmFPd9G4cUAYgCFElgQIIjwwZG4qak1ICjUzt6xurqa1CIgYZKv1eu/IUzju+M1tbrQq0p08QjxEHEQcqeqfSn9CufgAnkP+JuN3T0LAABZ4frRo0c2NjbR0dGbm5vCQPl6Pr1jNe6i4AKxjYzUEomksbHRzc3N1dW1p6cHqkQ0qfn0rnFR2IaVEQAcxw0MDISHh9vZ2eXk5Ozu7sKXc3rVbHt3uEBsEwI9FhcXnz59GhgY6OPj09LSQmy8r2fbD0rX/vHiorANKcdKCKFcLp+amkpLS7O2to6Jidnc3CTzXCLhSNrIqd+q2XYuuChsgyo5lQih4+PjqqoqX19fNze3yspKuVyOlAkQ72elzouJC8Q2qAz25HleoVBMTEw8fvzY1dXVw8OjtbWVxAGQpD213vaOcFHYRiDoZxRFicXiZ8+eBQYGGhkZ+fv7Dw0NQQhZliVW6O/7Tv82cVHYJuhbhHAk4+jw8LCsrMzd3d3BweHhw4dzc3MkJ14wOKt1tPPFhWMbUoZ5ETVuYWEhOzs7ODjYw8MjPz//4OAAY4wg5AEACHKA5wGPECJppiRWSI03xkVh21kQBU4ul09OThYVFXl4eLi7u9fX1x8dHfGAl9MUzXMM4MnGQsAhyCP4wjGuxhvhQrONGEQkEsnMzAzJR/Ty8iorK9vY3GB4jgE8jxGPEAMAIRyLICkp8n3f+48VF5dtQJm+z3EcTdNzc3NpaWn29vZubm6FRUXrW5scggBjBcuwADCAJ6KOQ5DDPwYH+A8SF5dtxCAirErBsuzCwsKTJ088PT09PD0e5eXOLS3yENA8d0IpFCxDcSwhHIu+7/D+Hy0uLtsIiPYmhDatra3l5eV5+Xg7ujgnp6WOi6YYwPMIKViGpNKzELAQqNn2ZrjobCMQIvN4jl9cWiouKXH1cDezsoyKjRmbmqQ5jseI4Xma5zgEGfi+Cxr8zUDNthcQvKgKhWJtba20otw/OMjS5l503IPewQGx7ORAciyWnZDJqZprbwY12xBS8WuxLAsBwBjv7O81tbV6+/uZWJh7+vpU1tYsrCyTWap6JH1jqNn2AiQkidQH5SEAGB1JJR293REx0dZ2tp6+PuXVVSsb61KFnOI5NdveDGq2vQBW1mXhOE5BKRieQxjLaWpoZCQtM8PZzc3L1ycnP29yWnQilyEVP9j3feM/JqjZ9goIqTcYY7lCMb8wn5qW5ubu7uTsdP/+/fa2NrLMAFSpbasaiamm4NdBzbZXA0JI6tbyPM8wzPT0dE5OjpeXl7u7e0xMTGNj4+rqKslpACq1ntVsez3UbHs1hKURoLIIyNLSUk5Ojqenp7Ozc1xcXH19/fr6urCOgppt3wZqtr0CqlmxQkAvxnhra6u6ujoiIsLDwyMiIqKsrGx+fp6mafRyypaabV8HNdteAYFtpFay8BcAIJVKe3p6QkJCXF1dIyMjGxoalpeXCRfVbPtGqNn2OqhW/RCqnJAcwfv375MhtaSkZGRkhFQVhsqV176udNIFh5pt3xZCHg2EUCqV9vb2xsbGOjg4BAUFlZSUzMzM0DRNNDySa6Nm21mo2fZtoZq1hTGmKGpsbCw0NNTMzCwyMrK2tpbUFiaLR6ll2yuhZtu3hSrbyMwAQjg6Okp0uKioqOrq6uXlZYVCoZZtXwc1274tVNmmUCgEE8ng4GBISIidnV10dHR3d/fR0RGEZKWEV7Ltx1GM6B1BzbbvAKHAFjGLkEX4aJru7+/38vIihUVGR0fFxycs88IfASEGgDCMR4hHmEOYu7CEU7PtTUBifQXCyeXyysrKe/fuubm5FRcXL8wvUwoe8AhjDAFZqAC+4Blm1WxT47tBGFKJ4RcAsLW1lZGRYWJiEhAQ0NPdv7N9KJcxGGLAQzXbBKjZ9iZQ1eGE0pabm5vh4eHGxiaZGY/6+56tr22zDAQA8TxQs41AzbY3hCrhhEKq/f39Li4uLi4ehY+fToxPy2WsslI4ULMNqdn2NlAtyUuiReRyeUVFpbOz2/2ouLrapq3NPYwxz3MQ8hCxCHMYcxjzarap8VYg7lGM8dra2oMHCY4ObkmJqUODozRFwuA4Jdt4NdvUeCsItVSJ26qnp9/ZycPN1etpSeXy8hpCiOdZHtAQseqRVI23BbHAkRkDAFB8LEtLzba2sktJTh8bm6QoiudZHlAAMhAxELNqtqnxViCB4wDwLMsihEVT8xHh0aEhkdXVdQsLCwgBllPwgOYBDSCjZpsabwVh+SIeAAQxy8DWlk4f74CQ4PDm5laKoknEOcexAFzcUoRqtp0DTmXB8BxkGbS8tB4bk+Do4FpU+HRtdQtCzLEQ8Aihi1siSc22c8BptvGQZZBUoigvq3Zz9UpKTB15NsEygCwOeZHLXarZdg44vdwCDzkWYYRFU7ORETEhwRHNTe0SsQwjzDJQae+9iFCz7RxwZnEPSJZTlkrkRYVPvb38Cx+XLMyvAB5zLFKzTY23wqkF/xBEHAtpiudY1Nsz6OMdkJSY+nxkAvAIAgwhvrBZMmq2nT8wwgwNKAXHMnBpcS0yIiYmOn54aJSheZ7DgEdk2Uv0cu3piwA1284fECKWgSwDAY/3944z0h9FRsQ0N7Xv7hyyDIQAq9mmxrkBAMSxiKhuLM1XVdYFBYYV5D+ZGJ+WyxgSzatm2w8IP+o+ADwCHAY85liIMW5v6/bx9o+PS2pv65ZKFAip2XZ+ENoRvbyit+oy32ePF3JGSA6wsMa8sBO9nEt86uc/KAAAIUA8hxgaYIyHh8Z9vIPCQqPrapuPDqVYzbZzBOHEqSUWhcwRpCQQ+SvM41RTzCGEQiaw6hlIqIXATvSDpBpCCCEIAM9zCAIMeby2fBgWkhgcGFtb3b61cYgx5riXSktfHJwn2wQ2zM7ONjQ0NDQ01NXVtba27u7uCovRkuQRUmJDdVEpQW4JXGRZtre3t6GhobW1VSQSkYUcVSUf4egPUjxAADiBbRurkqjwtED/mPLS5rXlPYzUbDsnkL6PiYn57W9/a2BgYG1traOjY2VlJRKJVMcOgXzCvyQBXQBCaGFhwcTE5Nq1a5cvX87OzlY9/ymB9wNn2/qa5H5Emp9PVMmTusWFLQjwqbL5FwfnLNsQQhhjT0/Pr776amRkZH19vb6+/uOPP75//z7GWCqVPnv2rKenZ2NjA2PMsuzBwYFIJJqYmGAY5uTkZHh4uLe3d2dnB2N8eHhYWVmZnp6enJy8vr5O6CWTyQYHB3t6eoi8FAq9nONTnAdeYtvK0mFIYIKvd8TT4vrFhS2ex5yabecC0nze3t6GhoZkfdmdnZ1r1655enoeHx/Hxsbevn37L3/5i42NzczMzOrqqqOj4+3bt+3t7ScmJiIjIzU1Na9everi4rK2ttbb22toaKinp3fr1q0HDx4cHh7u7u7ev39fQ0NDQ0PD3d19bW2NEO5bsu0dde2r5i7/zTYE8NLCvr9PjI9XRHlp09LiFseqR9JzAhnX3N3d//3f/z0yMjIxMdHKyurTTz/t6OgoLCy8cuVKU1PT8PDwnTt3goKChoeHP/jgg6ioqLGxsfj4eF1d3Y6OjubmZltb24qKiocPH4aEhMzOziYnJ3/55ZfDw8MFBQXXrl1raWkZGRnR0dHx9/cnkwmGYc54KsEpEpDq9EI5hW8kKPgmIGVhaFIwlSgDHMdBiDiOJWwDPMYQLy8ehIcke3mEVZQ1L8xvUBQPITp1qguCcx5Jifrl6en5i1/8wtnZ2cfHJywsrKur6/j42M3NLSoqikijyspKCwuLkpISXV3d0dFRhmGcnJySkpKIBnZ8fLy9vT06OpqWlnb//v27d+9eunSpoaHB19c3OjqanCEvL09PT29hYQFjTNM0WTD5bBeSqS7JMWYYhhDi2wiVU67PU1QjlCVHCoWeSWkjmmbkchlCkKF5hoaQx6tLh+EhyY72vmQkpWmgZtu5AWPs4+Ojra29vLwskUiI+JHL5U5OTjExMWQWWVNTY2xsXF5ebmpqOj09LRaL7927l5iYSJgklUonJyfd3d0NDAzu37/v6+urra3d2Njo4uISGxtLjiktLdXX19/c3CTSRbVAn2oXkohZiqIUCgVFUSQP7w3Gr1NsI1cUJigQQsJm/GLRBQpCXqFgFXKOY/Di/F6Qf5y1pVthQeXi/CbDIDXbzgekA5ycnLS0tI6OjkhnkLf/4cOHGhoavb29c3Nz5ubmPj4+vb29t27dGh8fxxgnJCTo6elNTk4uLi6S0t1//vOfk5KS1tbWYmJifvOb37S0tKSnp9+8eXN4eFgkEpmbmzs7O8vlcsIz0v2vkW2EcCzLgm9nNDk1+X2NbAMA0DQtl8tPTk62t7e3t7flchngOZrmKICJCG8AACAASURBVAWg5HhibNnLPdzG2i0/t2xmZpVjsZpt5wNiCYuLi3N3dz8+PgYqNtiDgwNfX99r165dv37dyMhIJBKtr6/b2dlNTEwghDY3N52dnT/55BMNDQ07O7uBgYGoqKgbN24YGho6OTndvn2b2O3c3d01NTU1NDRMTU1HRkaIAU8QWqpdeEpvYxhGLpeTmh1vzzagorexLCuXyxUKxfr6ek1NTUVFxfLyEoA8z2OWwTIpGuidcXYIdrTzy3tUPjW+dKHZJiglL5I4lAONYM0ixwk2WKDiSkJK4SEcT954iURyeHgo7ATKzN6jo6POzs62tratrS2EEMuyEolE0LLFYrGxsbGOjg7RxiQSSU9PDyHZ8fGxTCbDGB8cHHR0dLS0tOzs7JD7oShKLpd/43MKt/Et2wV+C2CMKYqSyWQQwoODg87Ozu7u7r6+vrbO9omZKQXD8QAfHaCm+nEH63BX+8j8zOrFqW1AYQguKttU312EkDAeCeRTPfrUG4+U1X6QklinjlE1vcKX3VmkaLcqJicnb9++bW5uTlEUfi2E39I0TQr3nb30W+L1rYYxJu8YAEChUBwfHxM74vb2tlyhEM2JGlqbu/qGd/bku9uw+HGvpVGQo2VYzsPKlel9RF9gti0sLEgkEqQUV+T5BUO/6qghiAdVC4Jq30Bl4Xes9C9BpT9eGFKF7gQA7O/vHx4eymSytbU1nuefPXuWlZVVUVExMjIiOFWRktC7u7sHBwfkWqRwGkVREEK5XH7WqfreQATz7Oxsa2vr2tqaQqGACPIILK2vVda2NDQN9XYvpifX3tXxsDL0zUgs2Vg4xByGAF5QtmVmZk5MTAjaDAFCiIxZu7u7qhRBZ0SU6len/hVGWAHCAET6KTc3t6qqamZmpqysbH9/H2NM0/SDBw+Sk5MlEgm5JXIGhULR1NTU1tamUCjImYWbUSgUNE0vLy+np6cnJCQknROSvx5JSUmZmZnz8/MYY5Zlt7e3BwcHp6amOI6TyWTSE+mJQi5j2PXNo9aOsfS0ag/nBAMtd4u7nmnxhTsrx5i/wGwbHh7e398n5qLDw8P9/X0ykA0NDenq6g4MDJB+PTw83N7epigKKQknl8uJZCLq1/HxMVlucW9vTywWC2upSCSSjY0NsVgscI44rHZ2dnx8fOLi4nZ3d0dHR4njYXV1tbCwcGRkBCvlJUVRYrF4b29veXl5Y2ODjJg7Ozurq6snJycAAGJpm5+ff/DgQVhYWOQ54f7XIzIyMi0tjSiXcrm8ra2ts7NTKpWSx6cpWkHTYjm9tLLf2TUVFZlnrO9tdNvT8q5nakLB7toxBhhcWLYlJSWJRKK+vr6QkBBiJwsODpZKpTExMX//938fGhoqkUiam5ttbGy0tLSCg4Pn5uYUCkVBQYGzs7O7u3tZWVlCQkJgYKCBgUFkZGReXp6JiYmJiQmxa8zNzfn4+Ojp6d27d6+zsxNjfHR0lJiYqKura2Zmdu3ataysrLm5uaKiIplMNjY2Zm9vb2hoaGRklJ+fzzBMX19fYGDgvXv3EhISnj592tPTQ1FUdna2oaGhtra2ra3t0NAQUs4Nv+sg+DYg7xuEcGRkpK2tbXNzU7CwcBzHcPBQQvUPzRQWtQQHZlqaBttZhtqY+aQ8yNla2cPoAsu2zz//vKenJzk5+dNPP83Ozk5NTb18+XJ5eXlBQcF//ud/5uTkDAwM3LlzJzo6uqWlxdra2sXFZXp6WkNDw8DAoL6+vqio6A9/+ENYWFhaWtof//hHQ0PDoqIiHR2d4ODgnZ0dX19fa2vrurq6yMjImzdvTk5O5ufn37x5MzExMTAw8Je//GVKSkpDQ4OVldXMzMyDBw9sbW3b2to8PT01NDTm5+cTEhI+/PDDpKSkzs5OZ2fnhw8f9vf3m5iYZGZmVlRU3LhxIygoSFWJPDVhVMWpb9GbTilUp9iHh4ddXV2Li4tkaSKaplmWhRCIpYqZhc32zrHUtAob6zBDPW93hxgPh7DcjOLD7SMM8SnXxPfZ/+8XP/niiy+6uroSExPNzc1PTk7kcrmpqenDhw/Hxsb09fWnp6efPHnywQcf+Pn5ZWVlWVlZXb58ubKy0sTEpLKyEmPc2tp6+/bt58+fKxQKPT299PR0jPHDhw89PDza2touX75sYWGRkZERHh7+0UcfxcfH29vbE/+VTCazsrJKT0+vrq42MjKam5sbGhrKz88vKyuztrb+3e9+Nz8/n56ebmJicnR0hBBycXFJSEjY2NgoKSkpLS3NzMz86quvHB0dZTIZUkbFvVMQmgprIUil0r6+vv7+/qOjI+KEZRiGhBLtHUg6e8fy8mv9/VMMDbytTEMCPFOCfeKrShpoGY15APiLyra//vWvzc3NqampPj4+HMdJJBJnZ+f09PTR0VEdHZ25ubn09PQPP/zQ19c3MDCQLCXW0dFhb2/f0NCAMa6vrzc3N19eXpbJZBYWFk+fPsUYp6Wl+fr61tTUfPTRR5aWlqGhod7e3r6+vrW1tSYmJrm5uRhjjuN8fX0TEhLq6+ttbW1HR0eTk5Pv3Lnj7OxsZWX12WefTU5OZmRkeHp6ymQyjuM8PT0zMjKGhoYsLCz09fU9PDyuXLni6upKoiyJY/6UMFPFWSn1nZoJqtQ95Xl+Y2OzpaWlqqpqdXWVTEuJJ5ZlGbFYLJpZrq7rTnlY7O4eZ2Ya6OmSFB2aGx2S1t0yAFmIEby4bPv888/b29uTk5M9PDwAABKJxM7OLjU1dWZm5urVqyKRqKio6C9/+UtraytN09XV1VlZWaOjo0ZGRjU1NRjjuro6XV3dubm54+NjQ0PDvLw8jHFiYqKDg8PAwICmpuaDBw+Oj48nJycjIiLm5ubCwsKsrKwODg6mpqY++eSTqKioxsZGGxub4uJibW3tzMxMsVgcHR39u9/9bmxsLCUlxd7enswG3NzcUlJSQkNDNTQ0FhcXl5eXtbS07OzsiKHk7OB46jnfkm1ApaYzz4Opqam8vLzh4WHi5mdYVqGgaJqmKHp5ebm791lNXV9c/GNb23BL8xA/z7TY8PzEmJy5iSUMEAYXWLZpa2t3dHQUFBT4+/srFIqjoyNfX9/MzMz19fVbt265ubmNj497eXlpamo6ODhoaGikp6fPz887OTnV1dVhjJuampydnRcXFw8ODshqARjj/Px8f3///f39/Px8LS0ta2trXV1dBweH/f39ycnJu3fvGhgY3Llz589//nNhYWF9fb2bm1tnZ6eDg4O2traPj8/du3e/+OKLzs7OsrIyLy8vsVhM03RQUFBGRkZ5ebmmpqaTk5OHh8fNmzcdHBz29vawcpZwju1yym3A8zxN00RjYxh6eGRwYLj3ULxPsZRULqMYjuUBw8HtneNnz6a6uybqa8d8vdMM9XwtjUPDAvOiw3PzH1Ud7ckgDxHkz/okzmqHgtsDqEQYqFJTOPLbPMupc77+SEExVY08QGdM/W+Anzx79uzo6GhnZ2dmZoY8z+Li4vr6OoSwu7s7Ly/v4OBgb28vPz8/KSmpoqKCWDpEIhGxm5DgW7JIhUgk2tzcxBhvbW2R0HCKopqbm5OSknJzc4nJgMzjkpKSCgsLBwYGtra2tre3JyYmaJpeWFhIT0/PyMgYGRkZHR3d2NjY2dmZmpoiPtDZ2dmNjQ25XN7Y2Pjw4cOampqpqanZ2Vli2n3LVjgLVdlD+oksUYoxXlld7h/uXt9dOaElYrlYSskVDM8jfKIAk6L1zp6x2urhjKQGN4ckAx1fe6vY5AeV8TFP6mt6FXLIsjyEp4XZKaoJnYqV1nWBlEilDua3YRtU+hKxMjzi9cefErSq5EMICfb2N8ZPzr5SZ0ecs28e+SBkpgAAVJ//1AfBPCGMd2cNFkjFLXH2K+FUQsOdvZm3bIhTUGWbqr9/f3+/s6tzfnn6SLZ/QkskcqmcYRiAaA5vbEm6e8crqzvSHla42Sc42cQa6vr6uqdnpTakp5QP9M1wLOm5bxg6hdhM0vfKqpeAhBQQAqmmS4KvBzkSKyM9v/GpCdeFtAmB68LNvCV+cspVoPoZvZxIJ0h+whXVdw6+7K0Xfq56cqji8sJnwrtVvyKnJdFB4Ex4j3B+1Tf+3LWfU31G3iuKogYGBvr6+6SyY4qXy1mZjFYoWMAjfCxlxydXaut70jNLggJSrUxCrUxC75mGRwbnpyZVPM5rXJrfQ9/0Xqhqn6oqnbAHvdxBr+GZKleITBIa7TVPrXoDSKVQ+ilWvDF+IshJVTaQWyTdTPhO7ljI0kNKfgBlcjL54SkHqyDPVDOsBIqoLm0hXBSoLHmBlDEmqsOB6vmBSiTB+Yq3U31GbnJ2drazo2Nnd4cDDA1oimcojqc4RLFofnGno2u0vmkg+WGRh1u8ncV9PU13H/eHaUkVCQ8eN9UPio9YUirwrGw7RY7t7e21tTXitgEAMAyzsrKyuLhIURRJziDCDyrzKbmvh2CvOTg46OnpERzNqlDdQzqCuJQECQIh3NnZ2draUtXh3qy1fyKM5aoCTPUI1X8FR7uqDquq8Apfqb6awsGnhkLhYU5JJoHlgpwTznD21QQqWfjnCGHAEm5vb2+vra1tYWGB4zmGp2nAKDiW4iAH8e6BrKtnvKaup7ZuIDomx8o8yOROgO4tt4iQnNys2keZ5RNjSwo54FhEUiNO0Ytwgjwax3EODg6XLl2qra0lvbuwsKCtrW1sbLy+vt7Z2VlbW3t8fNzb27uysiKMMwQcxwlRpWQPoSzHcUlJSbdu3UpOTiaOZlVxJfS78JOMjIyysjKEEIlGRgi1tLQ0NjaeCtv5uh55DX6IdUDOV0q9GYigJWzjeV4qlQ4MDIyMjNA0zQPAApYGHM0DOQPEJ8zz8YWWtuHGpmd5+Q3unjE6mk5X/nLP1iI8Lbn8YdKT0pLGg30Zy0COBaTc8ykJRJwQpAvlcrmGhsbf/d3fhYSEkD2FhYU/+9nP/uu//mt6enp7e5vIOR0dnczMTKIrHx4ezs/Pk7RIch6JRLKysrK9vU0MzjKZrKSkpKCgoKqqivijyYxnY2NDWL6X7Nzc3Jybm7O3tyc5IjRNb29vb21tra+vz87Okn7Z3d1dXFw8PDwkjXNKE3s9fohs+yFAVXGkKGp+fr6/v39nZ4eE0/EQ0DzPQSw+oSenV+qb+hqbh8rKu4JD0iwsfY3v+hrp+T+IKil90pmbXTE6MkM0NoQwz5/OtYYqYVoYY4VCYWZm9qtf/crCwuLg4IDneW9v7z/84Q9aWlqTk5Pd3d2NjY21tbX/+I//qKuru7q6OjIy4uLioqmpaWZm1tXVhTFeXFwMDAy8efPm7du3i4uLGYbp6upydHQ0MjJydnYm8T4FBQVBQUG2trYaGhoZGRkURR0cHAQFBWlqahoZGX366acFBQWrq6uBgYGWlpbh4eFPnjypr6/neb6xsdHU1PTmzZsGBgbV1dUkgOPbt6qaba+GMBHjef7w8LCpqUkkEpFYOplcRjGsguWlCmZ5bae961lZRVt6RqmHZ4yRsbuBgauOpoulYWh2WtOjjKpHmSUL86snUrlMJj85ISdgFCqgKAooMxswxjKZ7O7du7q6uvr6+t3d3bu7u1ZWVlZWVrdv3ybmbl9f3/b29g8//NDT03N6etrMzMzW1rampsbf319bW7u7uzsoKMjY2LioqMjDw8PIyKi5ufn69etBQUE1NTXW1tbGxsarq6u2traffPJJWVlZZGTk9evXnz9/np6erqmpmZ+fHxwc/E//9E+ZmZkdHR2///3vY2Ji+vr6nJ2dfX1919fXXVxcQkJCenp67O3tDQwMtre3v9OQqmbbqwGUIaUcx+3t7dXW1vb29hJrIkVRMjklo9jVzZ3+obG2zuG6ht7YuFwjY7er18z+/Oc7H/1ez0jX38k2+vpV4y+/uGVsZO5g7+Ds7OTm5ubq6u7i4qYKV1dXT09PDw+PzMzMw8NDmqa1tLS8vb3d3NzS0tIaGhqsra1jYmI0NDSmp6dTUlK8vLxmZ2eNjIzKy8t7e3u1tLRIuM3Gxsa9e/d8fX0NDQ1bW1vJCDs6OpqQkGBmZkaKE4yNjRkbG9fV1bm6ugYFBWGMj46ODA0NS0tLzc3NU1NTMca7u7tmZmZ5eXmVlZU6OjqHh4cYYx8fH19fX4qi6uvrnzx5UlZWZmpqevny5bm5OWHqJsSYvQYXmm0QI4ARwIhHiIcAQoghwhBjABBPQUBhxHIMJRFLNjY2Ozs6W1uaV1cWOZaiOXbn8PjZ6FR9U2dz62BebpWnW4ylqd8dbbcvPzMzNfR/mFgeHpweGpRYVlpbUVFTWVlVU1NTV1dbVVVVUVFR9TJqamqKi4s7OjpI4paurm5iYmJOTo69vb29vX1MTExVVZWGhsb4+DiRbSsrKySypqury9jYmDBJLpf7+PhYWlrq6+uLRCIyLp+cnISHh7u4uEgkEozx+vq6hYVFeXl5YGBgSkoKhHBjY8PR0bGkpMTS0rK0tJS8S66urtnZ2dXV1aamplKpFGMcHh4eEhKyvb3t6empra3t7+9vbm6uqalJLgSVTmQ1214HgBGLEYMRjSENeY7nEctjiscUhZkjzEswoCBLsxQHeby3s9/T3dnaUr+4JNo7OhwanaiuaymrbM7KKg0JSDG/62Om52us7Wek5Z94v7C8tDE9Nb+jfQB/x8gmiUTyxRdfhIeHj4+P/+EPf/jNb34zMDBQU1Pz+eefT05OJiYmurm5zc3NGRkZFRQUTE1NXb58OTc3l+O4pqamW7du5eTkmJiYREdHKxSKmZmZsLAwX1/fK1eutLS0cBz3+PHjW7du9fb2uru7h4eHI4SWlpYMDQ3Ly8v9/PycnJyOjo7a29s/+OCD9PT0+vr6mzdvEtnm5+cXGhra3Nz88ccfNzY2bmxsBAUFffbZZ2NjY1hpi1Gz7RvwQrC92CAPAGA5SLGAkjPUEctIOVbBMCxFcTIZQ9Pc4eGBaGZ8cLh7XCRq6xqobeh4WtYUFZnhbB9mftfH4JabkZZPmHdeRVFXWmpuVmbetGiZZRDGWIVzCONXF7dDyph4MzOzqKioo6Oj27dvf/XVV9vb2w0NDXp6enNzc3l5eSEhISQbUkdHZ2RkJCsr6/r169bW1jdu3AgJCZHL5TU1Nbdv3zY1NdXS0nJ0dJyeng4NDdXW1rawsNDQ0MjOzt7f3w8JCUlJScEYEx2uq6treHjYwMCA5Lx9/PHHFRUV1dXVVlZWhG2xsbFxcXEkCE1fX9/Ozs7AwEBHR2dychKrJEOp2fY6YIgwQhgSvYOYvwCPIIsBg3kaAxoimscUh6RyWs5wNM9JKcnW3kZLZ29lbXtlTUfMgyybe/4WJl6m+l63rzncMwqtyB+sqxiICI+vq22VnXAMjRBEr2cbUvGFcBw3Pz+/trZGPoyMjDAMc3h4ODg4KJPJtra2FhcXEUIikSg3N3d5eZlhmJaWlpSUlNraWrFYDCFkGGZwcDApKamkpGRjYwMhJBaLKyoqkpKS2tvbySxyeXl5c3OT4zipVLq2tnZ0dAQAGBsby8rKqqysnJycPD4+3t3dFYlExKSyuLi4uLgIABgfH8/JyXn69OnU1NTy8jJJABB03G9s8AvPNogwQJiDiOE5lpUx1BGj2GcUO5RiR6HYkzNiGlA84jE+obkTmlEA5kgube0arqrprazq8fWLv6vvrHXdWuvaPd3rDoEeqdVFQ1kppbmPitfXdiHADA0BjxAUVuSACJ32EcOXQXYKaY7cy5XthD2Ch0P1K5qmT05OyGdi41UtDyBcDiuVLdU9r4TqYYIjC73s1AbKnOJvxAVmG4QIQMQCzALMQsRw8hPZxsHu+OpC59RYTV9/48Bw5/DYs/GZ+cV1igEyipWxnAzwWxJJR5+ouLgrI6PW1TVaR9Puy88Mb31l5W4XVZzTVpbflRr/+PmzGQQxx2KWQYDHAGAAEAAQAP7sGn6qXhysrNoJlM5o1b4EyhABqBISInQ8UnHMCK4dwUshHCzU3RGOIY5/VWstsTljlaKOwkWFD8RErOqZ/MYmv6BsgxDyHA8YFioYTHOYBZxMsbG+Pjw+WtHWmFFWnFtWWVbXVFHTVFVZ19zQurKweiJVAIRPWLC8c9TYJsrMbHFxjjc1CdDXdbv8F2NjXbf89NrmqpHU2CflT1oO9xU8hzkW8xxmGXhKtn3PD//94YKyDQDAsRzgOMxDzENAs3ubWwP9A7WNDbWtTQ2d7a1t7d3tnZ2NzS0VVS2l5X0NraKRyZ2tw9Wto77n82VVow9TWmysH+hoe+rreVmbBT2IKCjObU6JeZwSnT/QNSU/AaQOCFk1Qc02ggvKNmWQCwshpGl6a3traHi4uampsaGhp6dnqLevpby0Jje7LDmx5EFsaXxCf3n1YH37QNezzp6xyvrBx0Uj8Q+abayTbmv7mhoGhQXmpCeURwWmh/omdTQMnxxyLI2JbAM8xkjNthd4HdtOzZvwq+a3qkrDjwssyyoYWsZQa7tbvc8Ga5oa2trb+3v6els6G4ufFsZGPgryzvZ2y/Fyz/Hyas3KGahs7GnsranpLijpSk3tDg2q8XTNc3ZI93HPigjKj48sTH3wpKmy/2hTgTnMUJjjMIJqtr2EV7ONcIiEDwhTEtUIZtXDXkm4V+4Xpjno5UU80NevvHFeOHt7HA+lFL15fDwwNVnR3FjdWNfX0/Gsvb25oKAwLLTAy7nEx6k2yKs+yLvIzSnLxbWzoETUM9FUP5id3xoUVuHimh8cUhoTU5mcXFVR2jfUO784syM7YhGDeQpRcsBzECMMeIFqL7FN9ZbOhma98rPQnq/Rx+HLwV0/NJxmm8Ct0dHR8PBwExMTHx+fnp4enucVCoXqcxL+9ff39/T0kDm56oQIIUSKQqIzy3EIH0gcmxCXLPyFr41+fjO8xDwIAcAshyU0fr648bS542ljY29/91Rva2/ew/Zov1Zfh3Z32wEfp4lw7/EI33Yfp2wrk8rI6JGG7qKcGr+gDGf/bI/Qx9EplSnZFR39zw/FUrlCzjAUx9IMreA5Dr3obFWevQC5BxI6RhqNlFAV3mdV04PwZgrtg8+k/ECVKBJhxqoaM/fDwStkG8a4p6dHR0fH0dExIyPD3Nz8iy++aGxshGesMizL+vv7R0RECHtUTTtIpeHwa0GaBqtYbuCZEMu3xClRx3GY5fDuMdM+LHra3NHY3TMxOjjaWN6eGNIe7DjgZzvu5zQd4LwY7j4T6trnbVNqa/LEw705Iz83Ls/fMy4gNO9+UuX9hOL61qFDiYLjOZaXs5yMY+WApxDkXrPeLVTx8wgMU40eJfldQguTz4SgUGVAONvO5DBhwZ3zbcBzwWm2QQiPjo6MjY3t7e2J12JpacnV1TUtLY3juN3d3cePH5N6HyR0OCQkxNzcvKCgIDExkfgxMMYikSg7Ozs+Pv7Zs2dkz8rKSnZ29oMHD7q6ukg1yc7OzpiYmMTExMHBQeGNJDj7+r49TslLloFSGT82s5ZbUvW0tmFsYlw01NVZkFoT5tbsd28k0G453HU52HE11HE+0GbIw6z2nkG2kX6+q3dhcFxWWFrag7IH90uiwx+1tzyTn/AIYghZHtA8TyPI4m+hmclkso6ODlKXE2OsUCh6e3unpqYI+WQyWXl5eU9PD1AmvyCVUpjHx8ddXV2kDppqfgpWSSYAKoXMfjh4iW3kdvv6+j788MOysjKsrMu3s7MjkUikUmlgYKC+vr6bm9uVK1c8PT0lEklMTMy//uu/WllZ3blzR1NTkxTOtbCwsLCwsLOzMzc37+rq2tzcdHR01NXVNTY2vnTpUk1NTUNDg5aWlo2Nzd27d2/evNnX14dfth8eHh5+o0R8Gxzsi2vqOp6U1pTXNHT19MyMDXeXP66471fjb9fld28qxG4txHbVz2LFz2zey/iZk36zhc4jzatxN27G6RlHG9kneT3MjC4rSK4ozqqcGVukZQyloHiehYiDgIFn7LengDFeX1+/fPnyX//6V7Lqw+7uromJSXx8PLm96elpBweHioqKV968SCSytLQcHR09+xV4VTLbDwen2YYxrqmp+dOf/tTT04Nfng3s7e2lp6dXVlYuLCwEBQVdu3ZtZmYmMjKSfCBxf/7+/tHR0Tdu3Kitre3p6TExMbG1tY2Li9PX15+cnJRKpQ8fPiwpKamtrc3Ozl5aWiotLf3oo48KCgqwckTY2NgoLCy0tLRMSEioqqoqOyeUl5dXVFRUVlZWVlZWVFS0d3THPEhx8/Du7e5Zmp4Y66yviAt+4mXV4ndvOMhuPsx+xc9k0UNv0UNvzlX3mY1Wq/H18jvX0zSuRPzlC88//sX7ll2sc1JBbHFRSmlJdvnM+JzsRMFxHEKQ52iOY8+OpKdU3uXl5T/96U8//elPg4KCAADHx8eff/55aGgoTdNra2srKyurq6v7+/uk8gNCaGZmprKysqurSy6Xi0QiEgKJMV5aWqqqqmpvbxcyXLa3t1taWhoaGlZWVn5ohDs9kmKMu7q6Pvnkk6amJqxUuXZ2dp4/fy6VSktKSmxtba2srK5evXrt2rX5+fn79+8HBgaSV4ooeXp6ep9++qmNjY2ZmZmWlpanp6eNjU1oaKjw2iGEJicnPTw8zM3NjYyM/vmf/7mwsFBg2+TkZHBwsKmpqYuLi4eHh/ubwvUMXFxcXF1d3dzcnJwccwseV9Y2JiUl9rQ2zg91dhWlVYa5tgQ7DIbYTYbaL4fZbQSazLvqzLvpTrvc7rW41nT3StntK7k3ryRf+TLw40t2n+hEWYYluMflxOQl30/Pf1SyubHLsYBneZ6lGYpSVRTJ8EcGRAKM8cLCwu3bt3/3u9/9/ve/b2lpOTo60tDQuH///urqqouLCwmQbG5u9vX1lUgkAwMDBgYGN2/e/Oyzz6Kiop4/f66lbWbUJwAAHfBJREFUpTU9PT04OHjv3j1dXV09Pb2goKC9vb3FxUU7OzsdHR1NTU0LCwuSMY5+MIaqV7BNLBbr6+u7uroSzV2hULi4uAQEBHR2dmprayclJY2MjPj7++vo6MzOzt6/f9/MzIx4ggMDAx0cHOzs7PT19YeHhxcXF0tLS+vr6wMCApydnYVoAhIpam9v39bWVlpa+uWXX+bk5GCV9UwpiiK5Q8LqLW8A5mUQdVuhUMjl8v39/bHJydrGxtam+sn+jvGGkuak4OYwx/5Qu9Gge6Ig64UAy0Xvu5NO2sP3bvZYXG8yulKud/mx9lePtK89vHEl7PMv7D65meISE+8WkxSckhaXGxmR1NDQebAvZiiGlp2wCgXgAf8yyC0JGtjs7OytW7fCw8MdHR21tbUnJibu3LkTGRkpEolu3LhBBpaCggITE5PFxUVLS0tfX9/l5eXHjx97e3tXVFQYGRkNDg56eXkZGxuPjY1VV1dramqmpKSEhITo6upOT09PTk7q6+v7+Picmrd9v3gF2zDG1dXVly5d8vLyqqioIFkYxcXF7e3tn3/+eUpKSn19vZmZGSlDFB0d/fOf/zwxMZEUfquvr29ubr5y5Up6enpdXZ2dnV1hYWF/f7+Wlhap+GdhYeHq6nr37l0HB4fW1taoqKj/+I//IOtyqCpq8OXctXMBeUCe59fX11s7Oxpam6fGhhaGOoZK0ttjvXpCbUeD74kCLad9TUWeRhPOes+d9HruaTeaXK8wvF5090augWb6nVsJWtfDrl2NNrZP83oQbBOQGpX1pKA26n5afmHV3r4EY4wZFr8q3Z8YL4VJ5fr6+pUrV/Ly8kQi0aeffurt7a2lpRUfHz83N6ejo9Pd3Y0xrqqqsrCw6O3tvX79+tDQEGkWsVjc19dnaGhYW1t748aNy5cve3p62tvbf/nll46Ojvr6+o8fPyYXffz4sb6+vmpR4vfMrbN4xZwUIcTzfFVVFdH979y58/TpU4ZhxGLxw4cPdXV1ra2tU1JSEhMTx8fHu7q6AgICbG1tjY2NHz16RNM0TdOkQqWBgUFQUNDi4iLGuLGx8dKlS7///e99fHzW19f7+vpMTU319fWjo6OTkpJaWlqQirlECKT5TvbbU+DPgGEYlmEkYsnkxERNQ31zZ6tobHCsuawnK7o31m0o2FoUbDUXYDbtYTDhrN9jpZ3/1R8Cf/V/O//iH+z/9X/Y/H8/N/v3n+v+8/9z6+f/Q+tff6H3wSe3Pvj8j//2h8uXbpmaOju4BUcnZA0OTRztHYm3dqUHh2IVHB8fS6XSjY2Np0+fPn/+nDza/Pz8lStXSCpAVlbWv/zLv/z85z9/9OjR1NTUjRs3SAHawsJCa2vrnp4eXV3d4eFhjDEAYGlpqbq6Wl9fv6qqSltb28nJqba2trCwMC0traSk5O7du8nJyaQl8/LydHV1FQrFD5dtRMkgN3d4eEhC7ci/JGP+6OiIxNCpJtbv7+/v7OxAlTzYra2t3d1dUvabJGbGxcUJK79ACA8ODkgVGdVEfPSyYf3tJdkLYARIKQ2W3djc7O7pqayr6ejrnHze21eeUx/j0R58bzTEajbEcsHfdNr9zjNbrXLNz6L+1784/L9/b/J//R+af/+/Xf+Hn335Dz/748/+90/+4f/U/M//uPTP//kvP/uf/+sXv/30o6sf/unar3772X998JnGDT0bC1s7UwsLY2MLCwtzJaytrR0cHAwMDD777DMS+48xnpubu3TpUkJCAsZYJpMZGxv/9Kc/jYuL297evnbtWlRUlEgkunPnzpUrV9bX1x0dHc3NzWdnZ8vKyqysrFJTU2/cuNHX1+fv73/37t3BwcG2tragoKDGxsbk5OTr1693dnYODAzo6OhERkb+oEdSpBRvp+5SlUnf2MFnd46OjpLpgpClc+oA+LIfAr3WP/NtAAGAPCARuTwEDOAZBI6ok7H5mdr2ltq25oHhgf72hrr0mIpgu45gq+chFpO+RuNud0YctLstNTI+/1XUB/8z/cvfpF/5MPLTXwdf+sj9k49t/nQp1sIpyyda/7LFtUum/m5J0eF5vt6JBgaOtnZeuTlPaqsbqsorqioqysvLK5Ug2kVNTY2wDDXGeG1tzdfXt7q6mvzb0dGhra1NMtQTExOvXr1qbW1tZWUVGBh4fHw8Ojpqb29/48YNLS2t9PT0iYmJqKgoEk/r6Oh49epVbW3tgICAjY2No6Oj4ODga9eu3bhxw8/Pb3V19YdAMgHvNgZEoNTR0dHw8PD6+rpqrYN3e2kAEGEbBDwEFOAUiN85Oe6fGqvpam3r6xoa6O6oKqqID6wNte0PsxoJMBr10B1yuNVndb3d7Gqx9kePrvy6ROeTIu1Ps29dSrj+ZYTGjae+EZVR2T53vfSuOsdEVD7JG8h62Jgc/zQ6IrPz/2/vyr+ayrL1n/Nq1ep+6/Wqt5ZWld3a7YAogggEQgwkYQ6TIhAgAWUygQBhno3MEMKogiDI7MBMIEBAZiIQCJCBkOEO5/1w5PYVLet1l9TqRbnX/YHkTodzv5xzz/72/nb3CHq83MhHhhzpWsLmQZ8izFOH875arYZ01uHhoVwuHx0dValURqMRvhhsbm6OjIzMzMxA/nBvbw+u4ba3t8fGxkZGRnZ2dmCHazSa4eHhsbEx6Jw/6X7+l+zE0YZ/UpSD4Al+4+j1K0agDUURDDUiFp3ZuLi53jk40NrX9WZwYLi7paMy92laRLcgcJTvM8qjjd5zesW+0cW0fk6/XO96sZ52uYpyscjufMGtq3lUl+owXnNSfoxbmJuVRzynsKrk1ePCjoLsJqHgsVBQODmxiGPAZDKbzaYjVVQzofsC19ewoghcbhM8qYVUyAb/3Ozx6TcQZ8jHpdKJiYL8EQblnmAn/4t24vFtRJfBjygpFv5EO+LYTGrB0F2tdmx6srW7s3Ogb+xtz9DTshd5cR3CO4NJ7Il45ijHYSjwRg/zSqvzhTr7v0ool+roNsU3L2Vev5hubyf2DSyP5Ic7+bv+3Y3rl1SU8awot7Uwtzk1qTQ2JrOxrmNHpTsawMwWi5mAGlz0EOVTCdEh9EidCb4lk/uK6CWClSL4ePxIGArHcTjsES4VnBRHQ77OHwttx+hh9Ehm66R74VgMCABgW73T92qgpb2t7/WryVcvRqozO0Vhr1ICZcm+shja6L2bb/yud9y+2GD317KrP5betKqk3sq2uZpqa8u3pz5wYAZcc2dZe0YHpOYKGwqynhRkN2Rn1Aj5RaWPGzeU+2YTwDEAcBxFLQhiMZstZPIXJw05yJF+LxT0JJwAxGHYUUwHIQ9I3gVHShzH4R/okcQTmR7FMAyeSxD5/yF24mgjdKngR2K1cRIyWGTDjqJukKPayAsLC+1tbT3dPSMjIxOdTcOP4nuEQW/4PuPxzLFIl6HgW33eti2u1rU3r5TYWBXY2mXY2CVcuh59xZ5zjca2cgtwCEoIySoUPRXndRTmNiY/LLjPSy0ulMzIV2DUJIrikDg4ihX6zC8KI2ndYSQ5NPIPkjgRI9VmIPYCkmzgsVuQRzLy7PyfY6c5UhxBUTijAQDMJrNsbLz16bOhV2/kE5PDzVV96eG9fP/XcZ5D0e6DYdSX3nZSh8vltlZVThQJ3fMRzSfB2jn8gsPdS65B171ifRKEEQVZD2uzhU3pyfUpgkf8xIxHxdXjowqd1oQiOIoCFEVQ1IJiJgxHvhBx9Ee2U4s2DOAIjllQBEEQHMX0+5rhV2+eNz4ZffV2enisr+pRB/9ud2JA732vXo7by0CXOtcbBdZXiu0p9d73noYk5NLDg865uP9gH3jNn8dMzIipEMXVpMbXpCbUpvGr01OLa6obFLNLiAU3mVCzCYHZdN/Q9mU7zWhDAY5BpzGCqje2ets7n0nqR/teD/cMPC/Kan94rzMuqC3C8/ldtyYv5wpXx2eBd19ECqTB/IzbUaGXfX3Pe/pfvctlpAjCSlMeSBO5VQlRZaJESXFWc0db39rqOopgKIKZTGYEsRBQQzHjN7T9kp1atKHgg6gyiqKYBdlcW+9obmksrx7s7Ol+8rw2VfA09s6z6IDGENazEK/XsVGz2dnDKbkl3tHBP9++/d9OIdfC45hpgoAiwb3K1AdNqQlPHsZIRPz6p9VD00PKfbUeRVEcx4wmI4KYMQxBUTOKmeBGRhuxPPz/22952QKf+Nj/7UudhJ1WtGEIQFEcQXALhqOGA/3MlLxRIm2oqn3bM9AqffIo4UF5JFt6/25zfGRrYlxHSnprck6qZyTrb3TqWXe/65xY31xhWIWIK0mNqU2LkwrjqsU5rT2tcuW8HtECHAUIAuvCWOBCEEURFPswwmHYP+WtzWYzJO4sR6LVx/xqsLlk55nlE7l4sqvyw7+HYcTx5AUBXOQSKyQLqSAxTsIiShIrJjunTtrrfmrRhgLEjJtMmBEDmHpv59WrgTJxaYOkfuj1SGNNY879+wWc4LL7UeXxCZmhvDBXNv2Km9s1P18nXqRPVkJYycPIiodRFXxuWVJMiSix7Fltv3xk1bCLAQtAjQA1f8T6ox9n2RB4UigUTU1NUNGDOAaQog2gAAKZFbR8KG70YTX9Ia7dbCbkm6ER7g+UlD1EdsthpLIKxO2Iu5AddcSy93dwS51WtOEoQE2Y2YiYMQB29/b7egeK8h9Jq+pf9w4VZhVH+wQnMn24zsx7Du4Bdix/e3YkM1YQmp8VW5t+v07ArRLElCfyHj+MLn6c+/Rtj2J/02zS4rgFABSKbx2XnSffGjtSUd3d3Z2dnX337p1MJiN7fAgPCJEZRQxRBG4I6GAfq5uTwU2AkuxYQY/Ercg5VwAAWDmJDDX8EwLjpB/KqUUbAnAjihxaEBQA9Z72ZUevKCW7OKfk5fP+SrGUHxIfx+Tcdwt7wIhK8hdkc4uKEiXZcTVpMVXJUZUPo8qykmqeSAZG+hfeL2oAJJnwIzmsXxMAxHEcHMl7GwyGO3fuXLt2TS6Xk11lxw4m/ibLFsE4UPLB5AmUjA/yN8RYRT7r2Fz8aZux34W8PrVos+D4IYIZTCiCgx21/mXH66y04lzRo8rHDSkJ2RxP3gPmAwE7Kc77IZcZy/VMjPTi+9N4vlRuiMfDB6HZj/JqO1vfTo4uTI3PjQ9PTk/OyienJydkU7LJ6Sm5TCabIJlMJps8Mvg3LGaA43hHR8eVK1fOnTsnFAoJbSyz2axQKBQKBZFvq1arZ2dntVotjuMbGxvT09NQkR4/Cv+Uy+Uw0AvDML1ePzs7Ozc3R7Beer1+ZmZmcXER3sJisWi12q2trXfv3ul0OgRB5HI5jAcBRyr0U1NTUP4NJyVrnfRDObVoQ3BwaMGNZgzBwfa2vrtzsLS4rjCrPDEmzd6adu5PV67+j531X2z//r3Vuf+6+Lc/Xbn0vzesfrx58yKVdtPbgxbE9g3x9Qn29Qn28w1m+wUFBt4JCAjwZ/uy/X0DAtjHzP9jgwWAMQzTarVRUVHR0dFisdjFxWVpaQkAoNPpcnNznZ2db9y4cf/+/eXlZalU6uvr6+7u3tLS8vLlSzqdbm9vz2az+/v7EQRpbGz08fG5efPm3bt3ZTKZWq0WiUQuLi729vbp6ekGg2FtbS02NhZK1mdlZRkMBlhg/d69eywWKyIiIi0tzdPT087ODqo/v3jxws/PD+bIicViGOWP/y7EwylFG8BRAIwIbsaABQW7e4d9PcNlj+qyUoofRCXd9Ytk0+8F3g4NYUVwfKOjAu7HhSbmCvPryxvfdr1VjM8tzq2srKwvrawtLa/CbXl1dWVtZWV1eXlteWV1afWLtrS0BOPYZmZmbG1t6+rq3r9/f+vWLZhaVlJSYmtrC3PA3N3d6+rq/P39KRQKrLcCBU3fvHnD4XBYLFZXVxeFQuHxeK9evYqMjBwYGGhoaDh//nxNTU1dXZ1AIICpIQ4ODm1tbY2NjTY2NrW1tX19fT/88INIJGpsbDx//vzt27c7OzuZTCaHw9nc3ExMTIyPjx8fH+fz+TDc/9vY9tsM4CgAB2aLwYyYUHBoxOST8011rY/yytKT81MSsxJ5KUkP0kvzqzue9Az3j8qHpxam322tbRxqdMBkAl8plbW4uPi7776Lj48vKCg4d+6cn5/f1tYWHGxwHAcArK6uTk5OhoWFQRXcqqoqOp0O49LevXvn7OxcU1MTGxtrbW3N4/HKy8u3trYGBgacnJwYDEZSUlJ3d7dcLnd1dYVJawAAgUAQFxcHg8gnJiYODw/ZbHZJSQkAQCwWh4WFbW1tdXV1lZaWFhUVsViss2fPEhnm39D27xrAEYAeIkaD2WRCUQwH6p39yTF594vetqcv25tfDrwcVshXNtf2DrUoagKYEUcPEdyCAAQFiAWgCIpjCI4hOA43y0cbQLFfVMTBjwaJ7e1tGo129erV2NjYsLAwGo128eLFzs5OLpebn58PH7DBYFAoFPfu3YMJCmVlZQwGA4bm7+3tUSiU2tpapVKZnZ3t5uZ2/fr15ORktVo9MDDA4/GcnJwoFEp5ebm7uzusTAwASE1N5XA49fX1QUFBs7Ozu7u7np6eMBE9Nzc3IiJCqVQmJCRQqdSEhAQOh/OPf/wD5qX+DtMofmrRhmMW3GQGRjNutgALClAEQQ60B5od7cG+waA5NB+gGAoABnAEWEy4+RBBzShuwQCCAQQHGEA/hpcZx804bsYB3L6ANuwoXkgqlZ47d66rq0uv1x8cHCwvL1OpVC6Xm5SU5OXlBaWchUJhQUHBnTt3CgsLcRx//fq1nZ1dfX399vZ2aWkphUJpbm7Oyspqa2vTaDRRUVFMJrO0tFQkEi0vL09OTl65ciUxMZHL5QYFBSmVyqmpKSqVWlBQ0NvbS6fT5+bm9vf3b9++LRaLAQB5eXkcDqe9vd3e3r6qqkqr1SYnJ585c2ZwcJBYlp70Uzm1aENwMwIsGEAwHEExKLRMLPchhwpQ9INw5IddOAAIwBEcRwEGAPrL268WQTAajcnJyUFBQTqdjnA6FBUV+fr6jo6OcjgcR0dHGo3GZDK7u7tFIpFEIsFxXK/X5+XlUSgUDw8PJyenkpIStVqdkJBgZ2fn4eFBoVDq6upmZ2fd3NwoFAqTyWSz2dPT02NjYzQajU6nOzo6BgUFbWxsyGSyyMhIhUKh1WrDw8MbGxsBADU1NUKhcG5uLiIiwsHBwdfXNzAw0NHRsa+vDyVp/B7vx6MB+6uMf6cVbTiOY0fb5/ZhUHP5w/bPn/UvnvGvmdlsXl9fVyqVsIoeHO3UavXi4qLJZNre3m5oaKitrV1cXDSbzSqVCmrIAwB0Ol1fX191dfXQ0BCsfKXRaHp6esrLywcHB6H7bWVlpampqb6+fmlpCbZ8aWlJKpU+ffp0e3sbXmRtbU2v15tMpo2NDeg62d/f39zctFgsSqWyqalJIpEsLS2pVCqVSgWb90vMFTFgo78mMvLlXyB+qtH2K/bp+9bXMoQkw4aTygZ/4TGQqSSyYb+WpvCpL/ezB6MkWYzPNgB8jrk65g1GkON5Psf+8V9qBnHwHxdtJ20ETYl/jGzk4zLU2BGvCvl7/GMNSjK1QFyZfCJGEvrU6XRQS/QYS0bAjkxYgSP+4Jf4N2hQpl6j0SiVSuzjKOJ/w/64aPvyz/Q3Xpn8rnNsCCGD6bNjwMrKyvj4ODkXiwxN8lkYqZwZAKCtrS0zM5OozkGAjEAt/skg+uVGEleYmJhoaGiAM/KxXcd671hrjx3wDW3H++urGEw/AQAcHBzs7e0RJbMBALu7u7u7u/AbgoNXqVQESvLz86OioiBzhWHY9vY2IVcAA98NBsPe3p7RaIT3guqLBoNBLBazWCz46ra/v69SqfR6PTzxWDaNTqfb3d0liC8Mww4PD/f396FoCGw/zNPRarUWi2Vzc1Mmk8FgFgzDdDodFHwwm82QbSO6UaPRaDQacuwJPBg29Y+LtpMz4qHOzMzExsbS6fQ7d+6Mjo4iCNLb28tms52dnUUikVqt3t7eLioqSk9P9/b29vPzm5ycXFlZcXJy+v777zs6OnZ2djIyMlgslr+/f1tbG4qis7OzeXl5Dx8+dHNzi4qKgtRne3s7m8328fFhMBh+fn5arXZ+fp7L5dJotPDwcOhOI17vDg8P6+rqoAjL48ePjUbjyspKfn6+QCCAN1paWlpaWhIIBKGhoVwuNzQ0tL+/Xy6XNzc3azSaFy9eiEQiWMqytbWVz+fT6fSKigqLxaLT6cRisbe3N51OFwgE79+/12q1JSUlTCYTlgk0m83f0Pb1DS4LdnZ2AgICGAxGUVGRh4cHj8drb2+3s7NLSEgQi8VOTk4pKSnT09OXL1/29/evqKhwdnbmcDiLi4ssFuvHH3/s7u5OT09nsVgSiSQlJcXNzW1gYKCjo+PMmTN8Pr+oqMja2hqqNDg7O0dGRubn5//8888sFmt+fj44OBiWlGSz2R4eHlD4BxqsA5mTkyORSBgMRllZWW9v708//RQeHl5eXn7jxo24uLjV1dWqqqqMjAw6nf7nP/+5v79fKpX6+/uvra0FBARYW1uLxWJ3d/czZ84IhcLo6Gg7O7vx8fGuri4qlVpaWioWiy9fvlxWVtbS0nLp0qWcnJzU1NTw8PCNjY1vaPv6Biej3t5eWAwUALC2tgaJzsDAQDgHNTc302i05uZmFxcXSJZXVlZSqdT9/f2CgoL4+PjZ2Vk7Ozsmk1lTU5ORkXH27NmsrKz6+vobN26sra0BADgcTnx8fElJiaenJyS7hEIhm82WSqWurq5v3rwBAExNTdnb2xNSN3q9PjQ09Pr16yUlJWKx2MHBgcFgSKVSZ2dnqKqUl5cXHBwMSd7p6WkqlZqZmYkgSFlZWUBAAFS05fP5AICamhobGxuVSrW+vs5kMjs7O6G8XEtLS1VV1fnz59PT0wcGBqysrEJDQysrK7u7u1EU/Ya2r2/w0T558oTBYKyvrxOOND8/v5SUFLh3YmIC8k4MBgMylVKp1MPDQ6PR5ObmxsfHy2QyKysrGo0WGRkZExPj4+PT3t7e0tLi6empUqlwHE9KSoqNjc3MzORyufCaNTU1vr6+OTk5Xl5e8I1eo9H4+fmVl5fDA9Rqtaen57Vr1yIjIzkczt27dwsLC5ubmz09PRUKBURbdHS0VquFwxifz4c+v4qKCh8fn5WVFS6XC68mkUjYbDaUZWWz2VD4FoaWhIWFXb16NS0tTa/XNzc3u7q6XrhwgcFgzMzMfEPbiRgAYGRkxMbGpq6uDsfxiYmJpKQkDofj7u6+s7NjMplEIhGDwejo6LC3t4dKgFVVVTQabWtrKysrKzw8fGZmxtnZOS4uTqVSzczMFBcXj4yM1NfXu7m5vX//HkEQHo8XHR1dU1Pj5OT07t07i8USHBwMVQRv3brV3t4OAOjv77927drz588h2oxGY1xcHIPBmJ+f39jYqKysbGlpaWlpgQKXOI7n5+dHRETI5XL4Fri0tKTT6Q4ODkpLS/39/ZeXl4ODgyHJW1lZefv2bY1GMz8/T6fTnz17FhMTQ6PRFArF1NSUjY1NfHz8yMhIZWXlwsJCT0/P+fPnHz169A1tX9/gK7nBYEhLS3N0dIyKiqJSqUlJSYODg15eXlBS2MXFpampaXx8nE6nQ3XwpqYmNput1Wpra2utrKykUmltba2joyOHwwkKCmKxWFNTU01NTR4eHiqVCsOwxMTEtLS05eXlwMBAV1fX8PDwn376KTAwUKlUCoVCBweH6OhoCoUSExOzv7+PHznexsbGqFSqt7c3l8t1cHBobm7u6uoKCQmBFeLLy8t5PF52dvZ3331na2sbFBTk7e3d0NBQXFwcEhKiUCgiIiKKi4sBANXV1Ww2e3d3FzbgxYsXYrH46tWrfD6fx+NduHCBz+e3tbXdunWLzWZHRUW5ubkNDQ19Q9vXNwzDoHvCaDTCku0SiQRObevr63l5eSkpKVAd/PDwcHp6Gs5WSqUSlmnf3d2tqKgYGBgwGo2Dg4OZmZmFhYVw7FGr1VNTU9B7srCwMD8/DwB4//59aWlpQUHB27dv5+fnoYukqqoqMTGxtbVVo9GAjwWRFApFTk5OSkpKT0+PyWTa29sbHR2FbuH19fW5ubmFhYXGxsbW1lY48ikUirW1tZmZGZPJtLi4qFQq4U2npqYMBoNOp4O1mmGFZz6f//z584WFhenpaZ1OJ5PJsrKyUlNTR0dHMQz7P7HVsDk+MSybAAAAAElFTkSuQmCC" /><span style="font-family: "Arial Black","sans-serif";"> </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Os gametas masculinos são os <b><span style="color: red;">espermatozóides</span></b>.
São células de pequenas dimensões formadas por três partes: cabeça, que contém
o núcleo, parte intermédia e o flagelo. Este flagelo que mede cerca de 0,05mm
permite que por ondulações a mobilidade no meio liquido. São produzidos nos testículos
e têm como função a fecundação do óvulo para originar um embrião.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">A <b><span style="font-family: "Arial","sans-serif";">cabeça</span></b>
do <b><span style="font-family: "Arial","sans-serif";">espermatozoide </span></b>tem
forma oval e é quase totalmente ocupada pelo núcleo, composto de cromossomos
paternos. Na parte superior da cabeça há o <b><span style="font-family: "Arial","sans-serif";">acrossoma</span></b>, oriundo da junção de vesículas
do aparelho de Golgi e que consiste em uma bolsa cheia de enzimas com a função
de facilitar a penetração do e<b><span style="font-family: "Arial","sans-serif";">spermatozoide</span></b>
no óvulo durante a fecundação.</span></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">colo</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">, também chamado de <b><span style="font-family: "Arial","sans-serif";">peça intermediária</span></b>,
contém mitocôndrias que produzem o trifosfato de adenosina (ATP), essencial
para o movimento dos flagelos. Já a <b><span style="font-family: "Arial","sans-serif";">cauda</span></b>
ou <b><span style="font-family: "Arial","sans-serif";">flagelo </span></b>desenvolve-se
a partir do centríolo e tem a função de impulsionar o <b><span style="font-family: "Arial","sans-serif";">espermatozoide</span></b> pelo
aparelho reprodutor feminino.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Os e<b><span style="font-family: "Arial","sans-serif";">spermatozoides</span></b>
ficam mergulhados em um fluido produzido pelas glândulas seminais e pela
próstata. Esse fluido é nutritivo para os <b><span style="font-family: "Arial","sans-serif";">espermatozoides</span></b> e é expulso do corpo no
momento da ejaculação. Uma vez no sistema reprodutor feminino, os <b><span style="font-family: "Arial","sans-serif";">espermatozoides </span></b>conseguem
fecundar um óvulo no período de 48 a 72h.</span></div>
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<b><span style="font-family: "Arial Black","sans-serif";">G</span></b><span style="font-family: "Arial Black","sans-serif";">AMETA FEMININO<b> </b></span></div>
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/><span style="font-family: "Arial Black","sans-serif";"><b> </b></span></div>
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</span></b><b><span style="font-family: "Arial Black","sans-serif";"></span></b></div>
<span style="font-family: "Arial","sans-serif";">Os Gametas femininos são os <b><span style="color: red;">óvulos</span></b><span style="mso-bidi-font-weight: bold;">.</span>
São células de maiores dimensões que os espermatozóides medem cerca de 0,15mm e
os espermatozóides cerca de 0,06mm. <span style="mso-spacerun: yes;"> </span></span><br />
<span style="font-family: "Arial","sans-serif";">Os óvulos são formados nos <span style="mso-bidi-font-weight: bold;">ovários</span>. Geralmente em cada mês um dos
ovários produz um óvulo e este é lançado nas trompas de falópio - este processo
tem o nome de <b>Ovulação. </b>Têm a função de serem fecundados pelos
espermatozóides para dar origem a um embrião. O <b><span style="font-family: "Arial","sans-serif";">óvulo humano</span></b> é, na verdade, um ovócito
secundário, que tem forma esférica e é constituído por membrana plasmática,
citoplasma e núcleo. O óvulo humano e de todos os outros mamíferos placentários
é chamado de alécito (a = não; lecito = vitelo).</span><br />
<br />
<span style="font-family: "Arial","sans-serif";">A membrana que envolve o
óvulo, também chamada de <b><span style="font-family: "Arial","sans-serif";">membrana
vitelínica</span></b>, é uma grossa camada de glicoproteínas aderidas à
membrana plasmática ovular, muito conhecida como <b><span style="font-family: "Arial","sans-serif";">zona pelúcida</span></b>. Abaixo
da membrana plasmática do óvulo encontramos pequenas bolsas membranosas
contendo enzimas digestivas chamadas de <b><span style="font-family: "Arial","sans-serif";">grânulos
corticais</span></b>.</span><br />
<br />
<span style="font-family: "Arial","sans-serif";">Quando ocorre fecundação do
óvulo pelo espermatozoide, os corpos basais do flagelo do espermatozoide
originam os centríolos do zigoto, sendo que o resto da cauda e as mitocôndrias
se degeneram.</span><br />
<br />
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">No
núcleo do óvulo encontramos a carioteca envolvendo os cromossomos da mulher.
Após a fecundação do óvulo, ocorre um processo que chamamos de cariogamia
(cario = núcleo; gamia = casamento) e que consiste na fusão dos núcleos dos
dois gametas. Nessa fase, as cariotecas dos dois núcleos irão se degenerar,
liberando os cromossomos dos dois gametas no citoplasma do zigoto, ocorrendo,
então, diversos processos até começar a formação do embrião.</span></div>
<br />
<br />
<div style="margin-top: 0cm;">
<span style="font-size: 11.0pt;">Referências
Bibliograficas:</span></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 11.0pt;">Disponível
em:</span></div>
<span style="font-size: 11.0pt;">http://www.prof2000.pt/users/alb.costa/novogamatas.htm
</span><br />
<div style="margin-top: 0cm;">
<a href="http://www.brasilescola.com/biologia/ovulo-humano.htm"><span style="font-size: 11.0pt;">http://www.brasilescola.com/biologia/ovulo-humano.htm</span></a><span style="font-size: 11.0pt;"></span></div>
<span style="font-size: 11.0pt;">Acesso em 24 de outubro de 2013.</span><br />
<br />Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com0tag:blogger.com,1999:blog-7585092704358129276.post-33814815544536203562013-10-17T12:02:00.001-07:002013-10-17T12:02:46.649-07:00O Desenvolvimento Embrionário nos Mamíferos<br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Desenvolvimento Embrionário nos Mamíferos</span></b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal;">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Na <a href="http://www.infoescola.com/biologia/mamiferos-classe-mammalia/"><span style="color: windowtext; text-decoration: none; text-underline: none;">Classe dos
mamíferos</span></a> encontramos representantes ovíparos, ovovivíparos e
vivíparos e são classificados como:</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 14.2pt; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 7.1pt; text-align: justify; text-indent: -14.2pt;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: PT-BR;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> <span style="color: purple;">
</span></span></span></span><span style="color: purple; font-family: "Times New Roman","serif"; font-size: 12pt;">Prototheria</span></div>
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- Orifícios anal e genito-urinário</span></div>
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- São ovíparos mas bebem leite maternal</span></div>
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- Não apresentam placenta</span></div>
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- Ovo telolécito</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;">
- Ex: Ornitorrinco</span></div>
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<br /></div>
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<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: PT-BR;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Metatheria</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;">
- Oviductos separados: dois úteros e duas vaginas</span></div>
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- A gestão dá-se numa bolsa abdominal cutânea onde se encontram as glândulas</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: -1.0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
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mamárias</span></div>
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- Ex: Canguru</span></div>
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<div class="MsoNormal" style="line-height: normal; margin-left: 36.0pt; mso-list: l2 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 7.1pt; text-align: justify; text-indent: -36.0pt;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: PT-BR;"><span style="mso-list: Ignore;">·<span style="color: purple; font: 7pt "Times New Roman";">
</span></span></span><span style="color: purple; font-family: "Times New Roman","serif"; font-size: 12pt;">Eutheria</span></div>
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- Ex: Homem</span></div>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
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<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
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<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">A <b>ovogénese</b>
nos humanos, consiste na <b>formação dos gâmetas femininos, </b>É o processo de
formação dos ovócitos maduros. Este processo de maturação inicia-se antes do
nascimento e é completado depois da puberdade.</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Esse
processo consiste em três fases:</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-left: -21.3pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2; text-align: justify;">
<strong style="color: purple;"><span style="font-size: 12.0pt;">Fase de multiplicação ou de
proliferação</span></strong><span class="vermelho"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">:</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"> É uma fase de mitoses
consecutivas, quando as células germinativas aumentam em quantidade e originam
ovogônias. Nos fetos femininos humanos, a fase proliferativa termina por volta
do final do primeiro trimestre da gestação. Portanto, quando uma menina nasce,
já possui em seus ovários cerca de 400 000 folículos de Graff. É uma quantidade
limitada, ao contrário dos homens, que produzem espermatogônias durante quase
toda a vida.</span></div>
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<br /></div>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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/* Style Definitions */
table.MsoNormalTable
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mso-tstyle-rowband-size:0;
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="color: purple;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Fase de
crescimento</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: purple;">:</span> Logo
que são formadas, as ovogônias iniciam a primeira divisão da meiose,
interrompida na prófase I. Passam, então, por um notável crescimento, com
aumento do citoplasma e grande acumulação de substâncias nutritivas. Esse
depósito citoplasmático de nutrientes chama-se vitelo, e é responsável pela
nutrição do embrião durante seu desenvolvimento.<br />
<br />
Terminada a fase de crescimento, as ovogônias transformam-se em ovócitos
primários (ovócitos de primeira ordem ou ovócitos I). Nas mulheres, essa fase
perdura até a puberdade, quando a menina inicia a sua maturidade sexual.</span></div>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="color: purple;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Fase de
maturação:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Dos 400
000 ovócitos primários, apenas 350 ou 400 completarão sua transformação em
gametas maduros, um a cada ciclo menstrual. A fase de maturação inicia-se
quando a menina alcança a maturidade sexual, por volta de 11 a 15 anos de
idade.<br />
<br />
Quando o ovócito primário completa a primeira divisão da meiose, interrompida
na prófase I, origina duas células. Uma delas não recebe citoplasma e
desintegra-se a seguir, na maioria das vezes sem iniciar a segunda divisão da
meiose. É o primeiro corpúsculo (ou glóbulo) polar.<br />
<br />
A outra célula, grande e rica em vitelo, é o ovócito secundário (ovócito de
segunda ordem ou ovócito II). Ao sofrer, a segunda divisão da meiose, origina o
segundo corpúsculo polar, que também morre em pouco tempo, e o óvulo, gameta
feminino, célula volumosa e cheia de vitelo.</span></div>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
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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-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0cm;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
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mso-ascii-font-family:Calibri;
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A <b style="color: blue;">Segmentação</b>
inicia-se com uma sequência de <b>divisões mitóticas</b> ainda na trompa. Estas
divisões são bastante rápidas e permitem aumentar apenas o <b>número de células</b>
e não o tamanho do zigoto. Quando este chega ao estado de <b>32 células</b>
designa-se por <b>mórula.</b> As células que constituem a mórula designam-se
por <b>blastômeros</b>. Estas células estão distribuídas de maneira heterogénea
e então as que se encontram mais perifericamente designam-se por <b>trofoblasto</b>
- que dará origem ao <b>córion</b> - e as mais internas por <b>células da
massa celular interna</b> - que darão origem ao embrião e restantes anexos
embrionários.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A seguir
dá-se a formação do <b>blastocele</b> e a mórula passa a chamar-se de <b>blastocisto</b>.
Este chega ao útero aproximadamente 5 dias após a fecundação, onde irá ocorrer
a <b>nidação</b>. Na nidação, o blastocisto liberta-se das células da <b>zona
pelúcida</b> e penetra no <b>endométrio.</b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Na <b style="color: blue;">Gastrulação</b><span style="color: blue;">
</span>ocorrem diversas alterações morfológicas. O trofoblasto é formado pelo <b>sinciciotrofoblasto</b>
que engloba o blastocisto e pelo <b>citotrofoblasto</b> que recobre o
blastocele. As células da massa celular interna vão-se diferenciar e formar o <b>hipoblasto</b>
que vai envolver o blastocele e formar a <b>cavidade amniótica</b>. Dá-se
formação também do <b>epiblasto</b>. A gástrula é agora formada por duas
cavidades - <b>amniótica e vitelina</b> - e por um <b>disco central</b>
constituído pelo epiblasto e hipoblasto.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Ocorre a
formação da <b>mesoderme extra-embrionária</b>, entre as células da massa
celular interna e o trofoblasto. Neste tecido surgem cavidades, o <b>celoma
extra-embrionário</b>, rodeado por um folheto interno - <b>esplancnopleura</b>
- e um folheto externo -<b> somatopleura</b>.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
</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-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0cm;
line-height:107%;
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-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-fareast-language:EN-US;}
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Na 3ª
semana ocorre uma <b>concentração de células</b> no epiblasto na região
posterior (junto ao <b>pedículo do embrião</b>). Isto vai criar a <b>linha
primitiva</b> que vai desde esta concentração de células até ao centro do disco
bilaminar central. Esta linha termina no <b>Nó de Hensen. </b>Começa a haver <b>invaginação</b>
de células em direcção ao hipoblasto que vão substituí-lo e formar a <b>endoderme,</b>
o epiblasto passa a chamar-se <b>ectoderme</b> e as células entre eles de <b>mesoderme</b>.
Agora o disco central passa a ser um <b>disco trilaminar.</b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">No
interior da mesoderme vai-se formar a <b>notocorda.</b></span></div>
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<br /></div>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
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<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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/* Style Definitions */
table.MsoNormalTable
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Na <b>Neurulação</b>
há formação da <b>placa neural</b> - dá-se invaginação da parte central da
placa neural formando-se o <b>sulco neural </b>e as suas bordas designam-se por
<b>pregas neurais</b> que fecham o sulco. O sulco fecha-se e separa-se da
ectoderme e passa a chamar-se <b>tubo neural.</b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Na<b>
Organogénese </b>os somitos vão dar os <b>esclorótomos</b> (ladeiam o tubo
neural), os <b>miótomos</b> e o <b>dermotomo</b>. A <b>mesoderme das lâminas
laterais</b> forma o <b>celoma intra-embrionário</b>, rodeado também pelo <b>esplancnopleura
e somatopleura.</b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<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 embrião
começa a crescer bastante rápido para dentro da <b>cavidade amniótica </b>até
que fica completamente envolvido pelo <b>âmnio</b>. A cavidade vitelina
separa-se do <b>intestino primitivo médio</b>, ficando unidos apenas pelo <b>pedículo
vitelino. </b>À junção do pedículo com a esplancnopleura e a somatopleura dá-se
o nome de<b> cordão umbilical.</b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Após a 8ª
semana as estruturas extra-embionárias estão formadas:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">- <b>âmnio</b>
- reservatório de água e protecção</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">- <b>alantoide</b>
- responsável pelas trocas entre o feto e a mãe</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">- <b>cordão
umbilical</b> - veias, artérias, canal vitelino e alantoide</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">- <b>placenta
humana</b> - a placenta humana designa-se por<b> placenta hemo-corial</b> porque
o sangue da mãe está em contacto com o córion. Tem diversos papéis:
respiratório, nutritivo, excretor e endócrino.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
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<b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Referências Bibliográficas:</span></b></div>
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<span style="font-family: "Times New Roman","serif"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Disponível em:</span></div>
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de 2013.</span></div>
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Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com2tag:blogger.com,1999:blog-7585092704358129276.post-70059857893440839542013-10-16T08:12:00.004-07:002013-10-16T08:12:45.138-07:00Desenvolvimento Embrionário do Anfioxo<br />
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<b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> DESENVOLVIMENTO EMBRIONÁRIO DO ANFIOXO</span></b></div>
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IZggXKxevXq1atX/3t4fYEwee10dnaW/te7d+/kxS0Kpd7eXiIW57elpYX7gE8CYa+vr6fYIRGInldRUREnsaCgADLB3VxWVgbOAJl8xhQsmEhGoUAk6+jo6O7uFsFjdHSUWpKsxx2ykHy6EA2dnZ0dHh6OiYlJTk7OyMhIS0sDXgUFBUVFRaWlpVVVVXV1dSKACZQPDAwMzR+QLdQH0bqpqKgoLCwsWeCoqakBRrCxrKwslFJOlzzxSkxMjIiICAoKCgwMdHJycnV1DQgIsLW1PXr06OnTp3Nycj58+DA2Ntbd3U0vrqOjo6Kioq6uLjs7m6QPe4uNjY2MjIyKikpPT7ezs/vll1927dq1e/fu7du379y5c/v27Qj669evh4ehXygqKq5du3ZBeH2RGsTrAl5opwBLdMHQICDvfX19ra2tr1+/pp+KBgNL4CyQ9QhUpL+ioiLIMkgqKCggSyIDcn7lQSYCW0VFBQgjOgoRCLTRt+np6REII0uCsD+H1xd8SxxjY2O9vb1SqTQ6Ojo+Pj4uLi4jIyM7OzsnJycvL4/oQmwG3/wpAphAWE9PT3t7OwQUvaqqqqps/pDPj6AHCT4/P59cCe0jIXIm4WSpqakREREBAQFkRrAVGhqqra29e/duc3Pzrq6umZkZTkhvb29jY2NlZWVZWVlGRkZmZmZSUpJMJouMjExOTk5OTo6Ojg4PD5dKpeHh4VZWVsePH9+xY8ehQ4dUVFR27969c+fOn376SUlJCeUCSWL9+vXr16//N/AS51QeXnPz0vz09DTNxLGxMfhEb28vQjyyMt2SmpoaODulckFBQWpqqpD70tLSUlJS0tLS0tPT09PTc3Nz+R6YRFZWliiRIBwgTICMOFdWViYYD5Cqr6/nalHEtbe3Q8I4oYhh0HyOhbC1UOU4OTn5+vXr0NDQyMhIKE5iYmJKSkpmZmZ2djaNF/Qw4jdhrKurS5hEODhL5eXl8jGvrq5OAAsWL38qcnNzYVfyX+fk5Ahw5+bmJicnh4WF+fj4eHl52dnZOTo6SiQSLy+vR48eXb9+nehO4BwdHe3u7q6rq4M7xsfHp6amJiUlkVWRxCQSSWRkZEhISEJCQnh4+NOnTw/PH/v27SOS/fjjjxs3bly3bt3atWvXrl27cePGjRs3/lV4CYQJeCFbo6DSmqU/zwUm2qNs5eXlEdVBQHV1dVZWVmVlpaiDcnNzU1JSEhMT09LSqqqqCgsLSTeZmZmc1vT0dMEqvkAYr5eUlBDAMAXgDqC0pIhDcqP7BM2HgQn0/HlvUfgvxPH58+fR0VFCV3x8fFRUVGJioqBifGQUFugXYYymhTy8GhoaqquricQEYE4UEYuqMDMzk5uQWAKMUlNT09LS8vLy8vPzMzIyKCEFqcjIyIiMjAwICIiMjLSzs3Nzc5NIJEZGRpcvX9bQ0Jibm6ODSZVdU1PT0dEB5aLejI+PT0xMjIyM9PX19fLyCgwM9Pb2jomJiY6ODg4OdnZ2vnv37tGjRy9cuKCiorJ3794dO3Zs2bKFALZu3bp169Zt3LhRSUlp0UKUa25ujpv7999///DhA6h69+4dQPz48SPqPN1WWmMgjGjf3NxMFOFMEZlycnJqamqSk5OpEOFblEIFBQWi0s7KyqLaJwCUl5cXFhamp6enpqYWFRVhV2pubi4oKIB2wM9EDIOK8QXpUr6Cw90wNDSEBibY/ULU/k+i2sTEREZGhijTsrOz6bFkZGSgc/IGiKOC3SPF9fT0dHV1kbLhW5WVlVQnFRUVnAeie2ZmJkGLyMQPJ6oRsYiURDJuv/z8/OTkZKlU6uPj4+Li4ubmFhoa6uTkpKKioqamRkZG1uIC8aMyMzPT09MjIiKioqKio6NlMllQUJC3t7evr29QUFB4eDglQkRERFJSkqOj4507d65cuXL8+PF9+/YpKytv3759//79hw4d2rdv344dO/bs2bNnz54F4YUbRL5QQjKFzqNBvH37Fo71xSkDXtCI6urq+vp6rjdwSUlJEacG6pCZmZmRkZGenp6WlgaDgUnwT3Av0mVVVRUXqa6ujgJTwKu4uBgSBrAqKirQ0+UVThSdnp4e2gmC3f8P4EWxzG0AWcnKyoJc0mwgmgpiIOpHzhXdfeDe1NTE9xBuy8rKiEkANyMjAz7EacnOzuZOS0tLy8rK4rfzdW5uLrEcXo/i5ebmZmtrGxQU9PTp03PnzqWlpc3MzBALenp6Wltbq6urEWaBV0JCQmRkZFhYWERERFhYWGBgoJ+fX0BAgFQqDQoKQvGXyWSenp6amprXr18/derUwYMHd+3atWvXrgMHDhw5ckRFRWXXrl179+7du3fvgvASMin9YC7D3Nzc+/fv3717J7RmTDWcKTo/hAoUFKIUAh3qc0VFRXJyclZWVkJCAg38pKQkYn5KSgqROSsrq7i4ODc3Nz4+Hk6Tm5sLdHDDtbS0UF4h9sBzBQmjriwvL6dDJ69wUsFReYyMjMiz+/8BvMbGxsiG6enpiYmJmZmZubm54veCFe6riooKKGlnZ6dw7HDeWlpakAD5TmI5hAHocNelp6eDMKo5ThfyQWpqamJiIvAi5lHuhYSE+Pv7u7m5+fn5mZmZ/fbbb46OjjMzM58+fULg7evrQ4woKioiY3AJoqKipFIpYUwgTCKRBAcHSyQSPz8/f3//oKAgOzu7Bw8eXLhw4eTJkwcPHjxw4MDRo0ePHz8OITty5MiRI0f+LDnOzs4St1CJeIU6i8YiJkxcR7hM0XvAU1FRUUpKSnV1NZ0fQFNcXJyYmJiQkMAJ4vPQduU6xcTEZGZmIhgCr+TkZFgFZTO/RdSeolwAYYKZgTPYHvlRvjUpbGcCYQvBa3bhY2RkJDY2NikpKSUlJSEhgbhL1CQnYl4AOnSmAbc8vEQJgpRKPVhYWCjCkjhLICxn/sjOzibkcwCvvLy8rKwsJIng4OCgoCAPD4/o6Ohbt249ePCgubl5bm4OLo83uKGhAfEsJSUlPj4+NjY2MTERKhkWFhYeHi6TyaRSKUGLOtTX19fT0zM4ONjHx0dHR4cU+dtvv506derXX3/97bffTp48efTo0bNnz549e/bP4PX27VsqRAwLs7OzJJQ/jF7Nzc1VVVVkKDJCXl5eYmIi7Jt3DI1ITU1NTU3layI/N2haWlpqampCQgL1Y05ODv+Um5tbUlKCeFhaWgryBHfOnz/gtoXzByATfJ+wKkQ4ZLChoSHcjoKE/XV4ffjwYWhoSCaTcUni4uK4/KIAJCmjvYmmBeqXvKGU7lZNTU1FRQW0iRY1xU1KSkpSUlJiYmJycjL3oSAS4uC8iSoyLS0tKioqJCREIpHwp4WFxcOHD6OjozF1irYmondOTk5ycnJMTIxMJgsPDw8PDwfQoaGhaBlhYWF+fn5SqdTb29vHx8fPz8/LyysgIMDPz8/KykpdXf3x48d37ty5fv361atX8VmcPXv2ypUrV65cWRBev//++/Dw8OfPn8fHx7OyskpLSwlgNPYBVnd3N4oO3UPRdaei5qOiiBJy09LS4uPj6fZwUlJTUymIOImY3Yj5KBSkPH4CTIuCvLCwkOIxX+7IkzuEgE7/Tuhh+HlAWH9/v0iR/6/J8ePHj4ODg1KpVCaTxcXFxcbGcvkF10b0EpqqCJw4t2CoVG0IXUJGhgYJbCUkJMTHxyckJBAmU1NTsdZERkby61JSUiIjI0nN2dnZiYmJIEMikYSFhYWEhFy7di0oKIhwQDOqq6uLYJmXl5eamhoXFyeTycLCwkJDQ0NCQkBzaGgopJ42ZXBwsIeHh7u7u5+fn5+fn7e3t4eHh7Oz88uXLw0NDbW1tZ89e/bw4cN79+7dvn371vyxILympqZEwYgJAsFa1Im4y6FZXDnahYg0CH0UUBUVFZmZmXFxcdnZ2bGxsRRBVL/y9IubBnrB/xVZj1IAORHkITkCOAEsIS3yzSBbPoBxvTkoId++fYuC//8KLxiMRCIJDQ2Njo6OiYnh2mdkZOChkFclUN2EkZXzRju/vr4eYwiif1FREYgR2AK7KAW8Ah8KDw9PS0vjHo6OjhYiTlxcXFBQkI+PT1BQkEwmc3R0dHBwePXq1cePH7u7u3H9Y5IuLCzE7xUXFxcVFSWTyZBSIyIiwsPDQ0NDSYUUjygUbm5uhC5PT09HR0cXFxcnJyfhEtPU1Hz27NmTJ08eP3787NmzZ8+eLQgvhm1QR+RVCWH9Fgjj1hTBNjc3lwhE/oKu0v8iS2IRiYmJiY2NhYQJiUs0aAWSRCQrLS2F9gIdOkjIs8CL/yuqUUH20ZPQw+hHIfa0t7dTQk5MTPzP4NXf3x8QEBASEhIVFQW8oNs0teh6CYetYPQ0YThd8EIyFBwAJsRpgQbFxsbGxMTExcVxK5LFIiIiYmNjBYuAaQCv2NhYf39/xKrIyEhNTc3BwcHPnz8jtuEvp7OEBgQhAcRQSZxhoaGh4eHh3t7eLi4uPj4+bm5uvr6+7u7ubm5uwMvGxsbR0dHT09PNzc3e3t7MzExPTw+/q7q6upGRkZGR0SKhqQpscVrh7yQONNUP834bmj/0yOiX1dbWks7LysoQaWjg5ObmxsXFJSYmgjaEHODC6YuOjo6Ojs7IyMCYSwMVPYK7KjQ0ND4+vrGxsbq6GrJP+4USCULG8UWKJP6RqcvLyxEpMMXLNyIpIcfHx79IfByf5AbsxOuCm3Z2dgYFBVFkhYWFhYWFJSUlIT5xe5SVldHAQIDAWojXBeKPOogYwe0k5NO4BY7IyEj6BBTgFJJJSUl5eXnl5eVJSUl+fn4QJkdHR3t7+/j4eGp/PmZXVxe9MigsNA6eB3a57UNCQiBegYGBbm5u7u7u7u7udnZ29vb2Xl5eDBQ5Ozv7+fnB9O3t7c3Nza2trZ2dne3t7U1MTMzNzc3NzReEF+KWPLxmZ2dFwdjb2ysG6DBvEDAQ3FNSUtBm4uLivLy8pFIpDRMBjtLSUvgWORFhAvEmMjIyLi4uKSkJsg/TBxyFhYX0K4TFiooJ+YesShjgQC0rLi4W8JL3h7W3twMvjDryvq6FotcX8Hr79q1UKvX09JRKpbClmJgY7g0RwPDTipY2bBVIka/5mvzIJ4KSJs4fcC95eEVERFBScJ6pW+H+oaGhMTExyFT0B6uqqqampkZGRgYGBsbHxwcGBpqamlDmuD+/gBeJHgECaQOvGEnW1dXV19fXz8/P09PT1dUVKhYUFOTv7+/q6urk5AQQnZycHB0dHR0dF4SXMEEIeDHPSa9NiIRNTU1c9by8PCRNCBa5HHUOFTgyMlImk9FFodTC8Y1OExUVFRUVRaBG6xLtIKId2ZCbFRJN3QRA5ZWhf4VXWVmZgJewhdEB7O/vp8O9kG1wIXh9+vSptbXVw8PD09MzJCSEsis6Ojo5OZlbgsIWZPPr8BW2trbimhdNBeCFGCGqQu4u7j1ABryio6MjIiJCQ0PJj0lJSRAyoXWhtoeGhnp5ednY2AwMDExNTTH2R1ulpaUlIyODil50BZDuyLyMpsHefH19nZycnJ2dzczM7O3t3d3d+cheXl6urq42NjakUZlMFhgY6OHh4eXlBVHz9PT09PRcEF6YIOic8E+UtePj452dnc3NzdT2jDqlpqaiIhYVFfEhw8PDCbOcGk4KdCEzM5MbDj4Bh42NjY2Li6NfxMnKz8/n28ATtFdkEOhabm4uIRBOLfR9SgFkRuAlpE7hPaQDiDwxMjLyheggwLRQ0pybm2tubvbw8JBIJNxOUqmUyxMdHZ2WlkZeRqeoqamhcoR11dTU0GQUYwSUwMALhCFAyGsTxDBAgIIQExNDOYkpiFva2dkZm5eRkVFsbCyxeWJiAv8+4h+cGPYi8gA/mdAYEBAgWo0ODg6Ojo6Ghob29vbOzs7W1tY2Njbu7u4uLi7m5uaurq4SiUQmkwUHBxPY0Cx8fHx8fHwWhBfe3ImJCQGvqakpJvfp+WABbW1tLS0thZbm5ORER0fzC2JiYrZp//IAACAASURBVAABLVgop0wmS0hI4JRBV6mxQ0NDhaElLy8vOTmZ/EKszs7O5j4TciKcIz8/v7i4WMQtWnIUjML7irQh4AWVhuOTs3p7ezEof+GJ+EM6Lw+v33//vbe319fX19nZOTAwMCEhISoqKjAwMDAwMCYmhoqELiQCCqoEDLW6uprKF4QRSITOJ0RmtBsBL/oc4ADOileW74yIiIAFuri4xMTEODg4SCSSvr4+5m8xLWKgxZsOxGmZA+sv4OXt7U0Mc3R0dHJysrS0dHNzc3FxMTU1ffnypbu7u7e3N/EMeFFvymQyYbWQSCQLwgvP7sTExOzsLD1s7gAMu1TanZ2dtGCF0BUfHx8WFhYZGUn+iouLw5XG5w8LC+NG593LZDI+EqNRgo0R88XYZ3FxcXNzM3ezsLsg0BcXF1NJkBNFdwjvq4CXkCdoQQpaTWmCA+xfXTcLwYuz9OHDh+7u7oCAACcnJ3t7e1dXVx8fn7CwMH9//7i4OCFc5eXlYRwSampbWxvZkDYXFZwYu0iePxLmj8T/+4DaounAvbiHwZZMJouPj/fx8dHV1e3s7MRz0N3djU7Z2tqKMtLa2oqZhYSAKUOYp6OiokiLKF7Ozs4uLi7Ozs5UjmZmZubm5t7e3kFBQWRAyi/UMqYppVIpbGdBeCHBjY+PC3hBDJGLenp6kOnRAxE5MQCKDx8TEyOVSknM1CDR0dHoNLSxQkNDyZ6iEREeHh4bGxsdHR0VFUWixH7Y1NQkeCjT6xik4Gf/yu6F+UkeXqJ4FCYwpnCxj87IHX8FXnNzcz09PZDLoKAgZ2dnJycnZMnY2FgRuTMyMkpKSurq6vr6+hjbf/XqVX19PY3IyspKggejiLB4zh4cKDo6Wl70AnmcrsTERO5hblEILuTP2dk5LCxsamqKOUpcstStlPxIlfiqRQ0OvBaqHHH1ODk5mZubW1hYuLm5oVk4ODhIpVK8CAQI6g9+1ILwQiaRhxf9hPb2dk5TbW0tCionCEdKdnY2agLAAv7Q+fDw8KioKG6+kJCQ7OzsiIgIX19f5qLg/pD6+Ph4mUyWnJyMnTU7OxtBCEUNow7dRnQmcciT4n8LLzQwtPuhoaE/tA3+CbxmZ2c7Ojp8fX39/f05lfb29k+fPoV7JSUl8UmTk5OLiora2toYwmMEgWEN2D28Jzk5WUhc6E+cQAojbkIRG/gGinH6OaAcXo8QOjMzMzQ0RLHP3h5h1hXss7a2li4nnUrgRcmFphoeHi6RSODyRkZGFhYWlpaWJiYmpqamtra27A0wNjYOCAjgzMOwhTYbERGxCKfN77//zikDbbQU8WyMjo7Ozc3NzMzgt0G5oQUkP/yEpiWTyShokX2JtOTE2NjYwMDA4ODguLg4gjBdCFgquhFZX5RINIIIYDB0RG3K/pycHO5yxGuqTqpIrgTcX9wDGJQZaG6cP1pbW3t7e4eHh6fmj3fzBxZC8aKwEwoINjY2hoaGEnXCw8ORf0xNTcn1wcHBfKi0tDS6/t3d3e3t7WCruLiYN8ZNQlmNvgAx5/LI5o/I+QPs0s9l2oz+oEQiCQ8PLy0ttbW1TUxM5JJhd0ZKZQOFmHHHqYEbJzs7G04SJXeEh4fTxvb39w8ICLCysrKwsLCwsLC2trazs7O2tjY1NdXT0zM2NsZpyAWF5PB1WFjYf8ML4RR4jY+Pv3nzpr+/v7e3d3x8fG5u7sOHD2LXD4MYZEOCCv2QwsLChISEwMBAmUwGzyV0UTPGxsbirOX+Y3Q4JiYGzhEeHh4SEhIZGQn+wAeO79jYWERXMXwsZkeTk5MjIiIoFwgAZBYocE5OjhgDBF7QICxoEHzg9fbt2y9Q9cUSPOFrFVFtenq6pqbG19eXAIOzQCKReHp6GhsbOzo6ElSkUmlJSQnulz+HF6AkhBCN/hBeoBleCx9nBwknENpEvTIyMiKWCNHfFIIfsxsEMOxlMF0SMQSf5BMQEODj4+Pp6WlnZ2dpaWlqampqakp+fPnypbGxsZ6enoeHB7qMVCqlE4NfIzg4eBHOZvKjgNfIyEhzczO23ampqY8fP+K9QfTCbkVHT2BfIpHEx8d7eHgYGBi4urpSD4o3SmVB9OI0cYLAQUJCAvc6PW8yYGZmZmhoKFpwXFwcDSKmPL7QwEASFFXYYqkAkDPQ8QVBlDfMAK/BwUF5o7N8lvyCjclzr6amJhgutw0OloiICE9PTzMzM0dHR05CWloapss/hBc3J3QTRoXusBC8MjMzuX/i4uJob5MfiB9mZmbt7e3v378fHR1lIlD0zgW2MIWDsIaGhsrKSnKCkKxjY2PBVnBwMGqWvb29g4ODpaWlkZGRvr6+kZHRy5cvX758aWpqqqWl5ebmRrISaYqsKpFIFv0+P79PGANnQ0NDNTU1tPdHR0enp6cJ72/fvhVjP/TboQ6kp4KCAh8fH0NDQycnJ+SJxMREPCESiUT4HkNCQiCDgqXSo42IiAAuNCuLiooSExPZiSCvgeH6YgYLew85hRxNDQ8QRZMY5AEvzIZC0qRp09/f/wW2/tV+I7AlZg5aWlq8vb0DAgK4bchofn5+iYmJrq6umpqaLi4u8fHxpaWlY2NjC8ErJycnJSWFgkY+eCwEL25mojvtbeI3/Td/f3+Sz/j4eF9f3+joqBhxk3ciMZANx6+pqUF141LCngGWRCIJCAhAU7WxsTEzMzM0NAReJiYmxsbGBgYG2tra3t7eUVFRERER0dHRiYmJKFAc/xe8+IJmLUs46+vrBwcHP336xJA49llOkNhiQPr38PDw8PCA/ZGwfXx8gA7MgGsQEhISEhLCi4iEMpksJCQEEkYtKTyZqampkM38/HxKy6SkpJKSkurqarpPfA8JETFMjIRAvMinJEckKOgXYjrzvfj7FhrZEGj7gtrPzMxUVVW5u7sjkcPoKZYh4z4+Pubm5oGBgbW1tazG/EN40VQGVfB6qpyF4CVcX3RHoPP0XqVS6cjIyNzc3PDwcGdnJ05P+U1gsHs0AbFwlV0etCDRFOPi4iQSib+/f2BgoK+vr729vbGxsampqZGRkaGhobGx8cuXL01MTGhgGxgYhISEIIyjb8PhuAcWUTACL27K2dnZnp6eiooKNMDR0dEPHz7Q+h0bG6OBjQzICUIjpdwICAhAegkMDOTUUy2LYSY4Y1RUFH8NCwujRQqDIc4hakgkEkgb55qTTpYEMTTmKLvo72JOR40EZCCVP4leYoGFsFZDUOT3tskvw5XH3BdZsq6uzsfHh+4e9wbkIyIiAlubTCaztbUNCwv7E+4lAjDAEsdC8OIewz/IwAVMA2sQ0YFxNwx5wtcvdjiyogGfS1NTEyIcFIIBpJiYmODgYH9/f19fXw8PDzs7O1NTUwMDA319fX19feBlbGyso6Pz/PlzU1NTTAnYwdPS0iBCsJRF8uNlOLrev3/f2dmZlJSErNXf3z81NdXT08OGmfb29pqaGmIpV45lr5GRkez3IUTxaTlHTETBgukeUCSGhoZSbXl4eERFRVEGenp6gieGqARnF+GBBWioLELs4QsqR0QQsAgzQ0NnpQAiMF8LeHV2do7MH7QrxuYPgTlRVIK2ubm59vb2wMBAtC5ud2x3TBQSdMmeU1NTC8GLAIxcRMnGx1wIXri4wsPDhVOcIsnPz6+xsfHt27esuHnz5g0JUViAqBzFShU8VIzB0Tbg/XA/S6VSXD3Ozs62traCdb148UJXV5e1vDo6Ourq6ubm5gkJCdgYEc+CgoKCgoKQM/8AXtPT069evaKfJZFIysvLabmPjY11dnayNUWoUEIMzMzMhNtGRkbik4yJiQkJCQkMDAwKCqKdzi+GTmGxdXFxcXd3Dw0NhavyIp+Q8YGwsDAuWEREBD0iOsckQX4Lb4A3nJWVRR3KnjQhVQAviBdCeWlpKfAiTYgdp7QrxAHIxHJKEdXgXvR9sR2jVCUmJvr5+dGL5MX09PT6+vo/gRe3EPAiPhEC/xBePj4++LEwyhIjPT09i4uL5+bmBgcHOzs75+bm2BxTUlLCp4PSiIYYLm2mQbGtiu4QsYdE5O7u7ujoiMRlZmZmYGCgpaWlrq6upaX14sWLFy9eaGtrm5mZMUjC3oDY2Fhvb2/YWFRU1CLIhFC8SJEdHR3x8fESicTOzi42Nvbjx4+zs7NDQ0OMGYpFeBkZGQQP4o1QuehVITni2cA46+XlRYQLCgpyd3fH8ejh4UE/mxoYoiZOJdknKCiIqtvb2zs4OBj+LmgftAxeiZwB2kRUo1oGZwJqVVVVCBPc093d3ayiZF8Ni7iYdGVHq1jvxp02MzPT1NREE9fX1xego7lERUUxokNjLjExkQvMChq4Do434istINGu4D3TwkP/o9yOiYnx9fWVSqWBgYFhYWF8cH9/fwsLi/z8fHaGIZ9iLxOraGH3YgcO6xHY6yTGXoqKijIzMzmBYnzD3t7e1taWmtHe3l5TU/PFixfq6upPnjzR19fX1NRUVVU1MjKKiIhAmcK7IJPJ8JnFx8cvEl4uefm+vb1ddFdqampmZmY4s/39/bRCqWYpE0hGqHAkbBrm+H58fHywDbm7uzPARPFIDuU7QQ+3o7u7u7Ozs4+PD/8FlZUSITo62tfXl+YSuRIUiqoYvQ2sizYwejeoypkfbs7NzaUCbWpq6uzsFFsUWbiPqswXJEQ2naJ6T05Ofvr06d27d42NjfDfgICAsLAwkMEphox6e3tramra29vX19dDscUqF0oT3mTS/AHpjJxfJhgUFAT7RA9jPThTFQR4iUTi4OAwPDzMXcGSdpAkrP0LwUuspOPIz88XUhHp3t/fH9uWq6sropempqa2tra6uvqzZ8+0tLSePXumoaEhlUqZ7RYjJ5DC/8O9aP4LxYvx/7a2Nu6t9PT0goICTjqrGQCWEOJg1gEBAcQtKkS2suCgdXV1JZjb2dmBMGISJSRB2NnZ2dXVNSQkhEyHhB0SEuLt7e3v709cRF+lJqUXhiIgk8kkEgmwowIICwvDsiGCAT+W6IVZLz8/nwYRVhnuHDJIV1eXeJjD9PQ0KZKHYvz+++9TU1OdnZ0VFRXj4+P19fWBgYFSqRRVE8+C4AYZGRkxMTGWlpYuLi6VlZXMULDQpb6+Ht1OeCKE71lQ+8DAQH4sqScpKYm5DD8/P8oXsFtdXQ30qevb2toaGxvl12oQwyBeYmN0Y2MjYYKZSpg0U/9QmpCQkKCgIDc3N8z1zs7ORkZGmpqaGhoa6urqampqjx8/fvTokampKejH3U7EQmfBGr4IvgW8ECk+fPjQ0tISGxsbHBwMAyCA8QgJeZs2aE1ISKA/RSwBMQwt+fv7Ozo6sh3PwsKCrjvubDZOBQYG+vv729ra2tvbM9xCjUmQ4ycEBwdz2XhLvAJM5QOhqCSQBPmasCo+PFOvGRkZxcXFYoyivr4eVQ/5gCzW39/PmsXZ2VlG0iFeg4ODDQ0NJKO6ujp+EeKTVCrF6oRihKrOL62qqmJAAScmMy84cFhlEBcXRwymNZSamiqbH0CiBJZKpV5eXnRdkD80NTXj4+PfvXv3+vVrVCRhVMRG1tLSIoAlprn41ExfYsiheqX8RxclFYSEhHCNPDw8HBwctLW1tbS01NTUNDQ0NDU179279+jRIycnJwZJwsLCSPRi4ot4vEheUP08v363sbERnk7AiI+P54bGP4gsWV5eTk+GZISsRRvBw8PDxcUF2s5gCVuHfXx8iDTe3t6EXFdXV0Rhd3d3pDwMtfwv0RcPDg5GzgC7YlyY595IJBISJRMyTNHQHhbFJv4CYdPDJ0NTmegFA2NLVE5ODkNsFJgtLS1MzfMwC8SqkZGR+vp6GlmCGxCwIyIi4OnEodTU1KqqKgKksDAJ6zNbUuPj44Ep5QizioJEymQyOGtcXFxFRYW/v/+TJ0/CwsKQkFi/wGAI+Y7GBnNKNLAJaQxUij2jbIHEOETSkEqltHS4W2DMjo6O5ubmGhoa2traz58/19TU1NLSun//vqampq+vb25uLgmETw2NxjqVmZn5JbxmZ2enp6fr6+v9/f0J+ASJtrY29j0PDAzATJFVk5KSIiMj+WZ57oVk4uTkxECcjY2Nra0tfN/NzY3iEdu/g4ODi4sLP4HnjmDKY5cB95Crq6voEEPggFdkZCRYFP410SMjnwplRJgOaC7h1ysqKmpubn7z5g37MrhzmpqaMM+wmpU9HyUlJbgVsrOzOzo6eBxEQ0MDqiZvjIUf7KLh5oQgR0RElJWVvX79mmdycV3FehIqR5EfhSGCgA3LxjsaFBQECIyNjc3MzGgBd3d319bWtre3iwWZ8v42sj+jlPILybl54FsiLyMVxcbG8uZDQkIYAbKxsSEz6ujoqKmpEcaePn1qbm7OW6JG5v5Hy6SPkpycvOgLvR4LB2E/PDyc6s/b25vOxuTkZG9vb2FhYXJyMg0ElBI3NzckA/IaDAx27+XlZWtra2hoaGVlhUPIxsaGjE7Utbe3B23wJzs7OxcXF3t7eycnJzKgvb09qZPGi5gVdnNzQ5X19PSk90cLmVwMgSDyiY0JtASIT5mZmeXl5bigGhoaXr16hWbBjcRuKZ4uJh789Pr1axxKHz9+nJycbGpqogNBXULs9PDw4B0i35Pus7OzxRAHK4PEgJNYgyBKSMxbhG1uGMZZIV40ZDCtvHr1ikHcgoICpHw214ndeuAJSIld7gxTsVdCTAeJkgJeywIBFxcXzBGGhoYoEerq6i9evKCERAFAyOQ9U1ohMxG5v4TXzMzM1NRUbW0tWcbe3t7NzU1fX9/V1bW4uBjrM2+RpMsNB8tmywVrerA4urm5BQcHOzg4GBsbOzk5Melrb2/P/LirqyvzTIQ0a2trIhlKsZ2dHQPBvAKnkUqljNphcCOZ0k3HOECspYr8InqJ1iQ5saysjEBVU1MTFRWFSMHR19fHOGdPT49Y28zOX/H8wOnp6ebmZrDLKDMOTxQpfinWGrauYYmhhSz2XpeWlhLA5KMXlTJEE27q6+sLKzAyMnJxcRkcHKRjjR8QozmcmglegEXfVmz+BVXCTc4EjdByBT5QUzHhkF5sbW2NjY319fV1dXU1NDR0dXU1NTWNjY15e8HBwUjHTk5OePB9fX35CPHx8YsYAUKPEMpqaWkpVMnBwcHU1NTKysrW1jY2NnZqaqq1tbW8vJwx38h5z1ZaWhpZiaAFKL29va2trYEa8Rzy7uzsbGdnB8fy9vb29PTEa+vp6UmOA20A1MPDg5TKagNvb28/Pz93d3d+RUhICEZkPImosuRZah8oJ0PuNJRowzc1NfX09JSVlb1//z4vLy88PHxoaIh4gHw6Pj7ObIF49BUv8jiIN2/ezM3NNTY2EhSpHvh1MFFRoBDLg4ODi4uLu7q6kFh5mA/zAQxbx8TEEAmwegoqGRYWxlrUyMjIZ8+emZmZ8ZAlhp1qampwJQlnL/42Btw55J+iINZaEbeQo0WXk7uRuwVzoq2trYWFhYODg42Njbq6OsB69OiRoaFhUFAQaVS+Koc/QJP+u6WNHxV48WdpaamjoyPTIA4ODi9fvnz+/LmdnV1lZWVnZyet4sLCQppTxC2uPdyWgTh3d3cbGxuxUd3KyooBJpKdhYUFM76kSOZPHBwciEw4JBEmQkJCIiIicEh6e3vT2vPx8XF2duYXcfcI45uIJcInQ8EB/WSNYGFhIZr1q1evcKG8fftW7HNjSoUGEX8KzAl4ffr0qa6ujjBJ5Yh7mL/yG33nD9QENsW1tbWxCZveFBuBWAwRExMjpESKcTJUeHi4ra2tlpZWXl4ea21YjM0+QTEaLo4vcMZQMUFLTItgXAZe+B2IFNyfUEke6cil0dPT09bW1tDQMDAw8PT0pCKWyWT89tz5DfsYe5BnU1JSFqFKAC/hniguLraysrK3t3d0dLSxsdHV1X348KG2trabm9ubN2+wQfPZYHOI1LA0RCzGLJ2cnKytraGHjPASb11cXPjJ5ubmL1++tLS0JJ45OztbWloi5dORYC+om5ubqakpPwGiBtt1cHBAvIDV0YoB6x4eHkKUgkcKpy+cuqqqanh4uL29HYcWuZL6EQcYowbiyWp0hwS8Zmdnq6ur4V6A2N/fn/Y2wrq3t7e7u7vr/BEWFtbY2CjG+NhLVVhYyFoNLF9YPdlWwvw3ZbhMJjM3Nw8ICBgYGGBpANBhlp2fIJYYirGDL7bzCXqHdiBP9US45W17enrCm/E6m5mZmZiYkBlfvHjh6OgYHh4ONPGoMVLA4AyuAnxTFRUVi4ToJVaqfv78ubCwUE9Pz8zM7OXLlxoaGk+fPuXZtY8ePSosLOzp6WFlDcJEREQEQ7oSicTHx8fJycnLy8vHx4cA5uDg4ODgYGtra21tbWtra2Njg6eWiGVqampoaGhqampnZ0dxpKWlZW5uTt5kdsDDwwP4urq60vyCluF0E51XqlTKN24MIh9hDA8xI1yCmkDqy8rKQkNDU1JS6uvrGaFhARg7MnkWi3jYIp2iN2/eTE9PV1RU4MahqgVehC7RB6N2YXw+NTV1cnKyo6OjqampvLycCoMang4PziIxCOPj4wOzoUHOk4UKCwsxWQgzEv42Mb7GIeYPxA4iMYuLZMPlAyI46ymk/P39nZ2dyTY2NjY2NjY8KY0+48uXL1kyzX3F1acdJ/oi0Dvy23+7VYEXVpP8/HwdHR0InaqqqqqqKszu1q1bFhYWCMTcFnSEeGIbbRyREDmnAM7a2trS0tLS0tLc3NzQ0FBDQ8PY2NjCwoJuvLGxsbGxsbW1taur69OnT42MjJydndE1iF7kSnqUVlZWBC1vb29HR0fmPCGVnCMnJycyLwUXl0fgID4+Pj8/n3na3t5e6nZnZ+eysjKUydLSUmRJyklECvnHRPI0jampqfLycn4sZTmtwIXgZW5u7u/vL9YKsQ0VuVwsw4Ff4/oigAnDEpUBsYfsSY6jKUkIETZDqlH5ZQIAS3QyhKma0MVcEGukmdw0MzNjLBuzl5aWlomJiYWFhY2NjZ2dHV07SAh8Iz4+PjU1laoccYT0vUjwLYxfWJpyc3Nx6evp6bEf7P79+3fv3n348OG5c+eKi4uHh4cpgnJyciIjI0NCQhhUQoLDVIgBzcbGxtDQ0MDAAI82WdLQ0NDOzu7ly5d03XV1dTF7aGpqqqmpGRgYUEyYm5sLCxuJlbUcFJiOjo6kS8Khh4cHYOJaEkRF7yg0NJQrB6FubGzs6OgoKysLDw9PSEhwdnYuLS1liEiszGToFI8Uw2r4KYDXu3fvKioqGKCA0dN4Xig5UotUVlYSF+vq6ti3mJ+fT1glPwrfEakclpmUlPT69WuG1VBZWSeGN4sL/K9zkaKPKU/hwRY/Qcxf4CYCXsj0UBeRYV6+fIlaZGlpya1LhY6rhUoZxwpLG5i1KSoq+m94MYKGaS4nJ4fLjJKmrq5+69atCxcu3Lt3T0VFxcDAgNFWZJvQ0FBSNZKBra0tSDIzMxNiiZ6eHh40KysrKlgeFq+qqvro0SNdXV3GTuiV8s0iOFtbW4sPaWlpSYYFxHwDy1jwjRHziKAeHh4BAQHIfaSDvLy8pKSk2tra7u7uzMxMMzMzdXX1iIiIjo4OKkqaRcJGQbNFPNFDPErjzZs379+/r6qqQlblatFRWYjaA7WkpCRKh87OTsb/y8rKCDZ4WiIjI8mS+NW4eCilbMUhnYEnmn1cWvktOvHzB2gT8CI6Ai/+I6IdUd/X15friLRExcq9yi3Npjhzc3M7OzuKKkCGPEFTH30kLS0NBrJIiBECXu/fv8/Ozr5x44aurq66uvr9+/dpNrHOkFWt4eHh7e3tcNKEhASpVIriFRgY6OnpCQjs7e319fVNTEwMDQ2BiLa2tra2NlHt0aNHampqurq6GG1BD6YifX19AwMDIyMjY2NjIyMjapbHjx+rqamZmpoyFY27jYlhZqRevnxJiuTm8/T0xAskEha+kYKCgv7+/ra2NqlUCoK9vb2zsrIaGhrwu7LphNX8PM7ji4e1AK+ZmZnq6mqCIqeVduFCwgS1jkQiYZdJX18fEzE1NTXQr4KCAqbQRAbkhyQkJOTl5WFOlMlkeKqEYYTSlTQnZiTlobZQcqRO5MLR4UVlhFHAekEbYUxfX19dXV1HR4cApqenZ25u7ufnR2sHkU84hMUYwSJ54kV36OPHjzExMY8fP6ZYuH///v3792/dunXmzBnWs27YsOH06dMRERG1tbU5OTnML3h4eISEhLi6uhobG9vZ2Xl4eJAEDQ0N8TpqaWkhnKipqQlIaWlpaWlpGRkZ6erqvnjxwtbWlqYprki23T1//lxLS0tbW1tHR0dHR8fU1JRxQnV1dW1tbWNjY2QOfX19S0tL1DJcPfQxUQuxiOTn5wOXqKgofX19NlHhWy8uLqZbjzJJX0X+6d1093ASs5CtqKgI1oVCHR4eHhAQIBp29PW9vb1JoDzPx9TUNCIigtUpjCoxcoLICWGnuyxsq6J5StQRrUz+SYQrZhcgW7yBqKgoEq6AFD1+7jfoOd1oLy8vhuZZ9StanCj4rq6uJiYmN2/efPjwIeoXI7WiwMcjJBCGW51jQXjdunXr2bNnqqqq169fv3nz5rVr11j6u3v3bhUVlW3btp07dy4sLIyVZdglZDKZt7e3ra0tYdPR0RFWSPIiFIEYXV3dx48fP3z48O7du6qqqs+ePXv06NHjx49Jpk+ePHny5Imenh51JSGQmKetrQ2MKJUZh8L3bWJi4urq6uLiYmVlRUHg7u7O3of4+Him47EJZGZm2tnZ6evr29nZ3bhxw97evq6ujgY29ZdgprW1tSJRfvHcg99//72srAzgCmUSqkQUp6TFNSm6+JaWlk5OTpmZmex6oCcob0dG8ERfFfHmD48vYpXAH6ZOkQTl+ZawkJDHccPCbRB18UCHhYVhZlUxuAAAIABJREFUPggLC7O3t9fV1X327Nm9e/eePHmio6NjZGTE4BD7Cvm/1I9UJETi/8O9FoLXhQsX7t69e+PGjXPnzl26dOnixYunTp06ceIEW8s3b97MQ9uSk5NZAIFIgbWLlqK7uzsJEZJE4lNTU3v27Jmenp6GhoaqqurTp0+1tbXV1NQgYY8ePUL+UFVVBV66urrAyMLCwsTEREdHB3iZmpryhaWlJXGOHpGjoyMJlKISqYIAwEUtKipydHR88eIFcDc2Ng4PD2diAN6AMb+0tBQZjGFu+a3SBLPZ2dmysjLRrQubf84At5boj6HAcXh6erKjwcXFJScnh0lDFrbTHCR28txrzC2x85vSaJiKgaJ/PcjOKCNcabqBuKTkW2QgLDo6WijPaGwUFp6ennj5JRKJi4uLurr6tWvXzpw5c/fu3cePH2tpaVGlWVtbsxST2jk6OpogCrzy8vLwBf0ZvO7cuXP16tXTp0+fOXPmt99+O3bs2JEjR/bt2yeeSbR58+b79+/HxMRUVlampKQgMAYHBxNF4EAmJibYJUxMTDQ0NJ48eaKpqUkoUlNT4zI/f/78zp07N27cuHDhAtlTXV1dU1Pz+fPnDx8+fPLkyYsXL9Av1NXVETUMDAz09PSsrKzIvEZGRq6urv7+/jB9duqhe8G+s7Ky8BEZGhqqqamZmZlZW1traWm5urrm5OQ0NTWxCZJZcIg2z16QN6fLb3eemJgoLi4Wc1C4/9imTEsEzIn+ATIezQYCZ3Z2NvPTtA7F4z8R1nn6BhwfeKE+ELGAlIhkUVFRYrUC0YtUKKSpfz3I15wcaCLCjb+/P4ZVXV3dixcvnjlz5ty5cydPnrx69eqdO3eePn1K7WViYmJra+vi4iJ2Y1OislyDhVwlJSULwuvatWv379+/evXqiRMnTp48eeLEiQMHDqioqGzZsuWnn34CW1u2bFm3bt3169fZdiRyBG4cV1dXc3NzS0tLxBKh0Gpra9P2Z0rOwsJCS0vrwYMHd+7cuXTp0rNnz7B8oIY8efJEQ0NDQ0PDzMxMX1+fCKejowMb4+ebmZkZGRlBvKglqX18fHzQhJKSkrAq2NnZXbhwAYwy7kt0xCSD6QAmVF5ezjY8sXtXYIu89u7du9LSUjGUTOnETY9OIZtf5Y1wwFticpBq2tfXNy8vT4wlY3gXz3/AEAbZlzfckgoFIROJT37CgNcj5je+8sbg4GIwBMJARSkc6rh8g4KC9PT0VFRU1qxZs3PnzjNnzly5cuXy5cu3bt16/PgxzJhmkZOTEwD9V3gh6i4Ir6tXr967d+/SpUs8vePw4cM8hIiH923fvn3Pnj2bN29evnz5/v37DQwMGEKiAw+xdXJy0tfXp6yzs7OzsbFhqJdsiFlbR0eHcldDQ4Od1cDr+fPnRGMTExMEDjU1NRKrjo6OmZkZ7E1dXd3a2trMzAzxDMWPphO22OjoaLyBGCSPHTt248YNgKurq+vu7v706VNVVVV2vsHPuPPq6+vxeWLH+yJ0dXd3f/z4saKigozA5AUBg76+8BPzNR1Jang3NzcTExMDAwMuT2VlJc95bGxsxDzDkAXPfWEWCycFFw/FQagMglFhQRYyenR0NCYLqVSKK1PAi/DGz0FIw+bFdKqHh8e9e/cOHz5MENm+ffvBgwfPnj17/fr1e/fucXX09fVfvnyJ0knnjdxNoZqeni46ngvCC8yeOnVqz549+/bt279//65du37++ecdO3asWLFi/fr1P/7445IlSxQUFLZv366kpIQhgnyPRodYD9tAAiCp6erqqqqq3rt37/79+6qqqtwNz58/V1VVZWc1ORR40TLS09N78uQJSdPIyAgD2aNHj54+fYoMZmxsbG5uTrMMIxCCqkwmw/kYHBz84MGD3bt3//LLLxcvXlRTU0Otffr0Kf5EurNIglQ9TKqxY1csNISBdXR0zMzMMBgtWBc3lYODA1GKtOjv70+jHQUSE4owUWlpaXl6etJnQ6dg+QWb0rAcfmHXSZjf5EsqFMUgzEnwE9HkwSku3ifY4puJiPC2zMxMqVSqoaFx/vx5Hme8Z8+evXv38jTQw4cPX7169e7duyI54jBwcXHBV0zA5geKB8KVlpYuCK+jR4/++uuvhw4d2rZtGw+33blz588//6ysrMwT4RcvXrxly5YdO3asXbt25cqV+/btMzIyYoyRToiLiwueUisrK1NTU2o9pApSno6ODtgyNTXV0dF5+vQp4oqGhsbz58/v379/+/bt+/fvP3/+XFtb++XLl/r6+k+fPn3+/DkSPy9iyOHBTMzAeXt7Ezw4+wyb8CD7s2fP3rx5kyx8+/Zte3t7LS0tqt3IyEjcComJiTixeLjGvz5MmeW/o6OjKSkp9EaJTDSpLC0t0bfAnDCBEdWYnnJzc2PwhoeKBQUFCeM/P5+OJB1iEIagSuUvRCxBsNg3yTXG34sPgLFeTGkCXsQ2qjyxtiQlJcXAwEBRUXHNmjX//Oc/lZSUdu3a9dNPP/Fss+PHj58/f/7atWsPHjx4+vSphoYGuhd2dkAsukPAC9fGItEREhsAZmdnIyMjeTLM4cOHlZWVf/zxxx07duzatUtZWXnr1q2bNm1au3Ytj+Net27djz/+qKysvGTJki1btly/fp2OuhASvb29aQIinIqtPcbGxpaWlhCyhw8fPnjw4O7du1evXkWJwG778OHDx48fI249f/5cQ0ODsExFycjKy5cvnZ2d0QIwXrOSjsGhlJQUf3//69evb9++XUVF5fz589evX3/06BFM4t69e3p6egzD4VqGPiYmJrJRRywcKCkpYcwGwaK1tfX9+/eVlZUUd+QUPGc0bUQIZy838hjjxNQiWASYFlRXV3d1da2srGQrOH5Agi4PU0LyYCabeSo6QgweAyBbW1uMmeRiRlpQtmgcYXej0YT0D5nDbPzgwYPt27d/++23S5YsWbFihaKiIs9j37179759+1RUVE6cOHH+/Pm7d++qqakRvRCA2OdLgwS9g7E/HsG5ILzOnTvHY66OHTu2f/9+Hsq9Y8eOnTt3Kisrb9q0ad26dWvWrOGh3OvWreNh3Rs2bDhy5Ii+vj63C/UjnlqEdZP5Q8gNenp6kCFVVdUnT54IheLBgwf37t1TVVWlAtDQ0Hj06NHDhw/hbUxEaWlp6evr04Oytrb29PSEyfr6+paUlMhkMgsLi6tXr6LVnT9//tKlS7du3Xr+/PmjR4/u3r2rra1tbW2NtZ8JVdn8Ay/YI5yWlsYEBGukSVt4TScnJ6urq4krlOX5+fliBJz/i0+B9p9g2aJAQ7vR1dVVU1O7d++emppacHBwS0tLf38/1lm2uCPii6WS/C6Smmh3shFSNv/8LLGmBl00Li4OT2xMTIwYkktMTMRm/OLFi19++WX9+vUKCgo8SJbkSOjiCaBHjx6lhLx69eqDBw80NTUhLaampg4ODgxIQzDgXig7fxa9eHjaxYsXr169eurUKULX7t27CWCbN2/mwcmE09WrV/OU25UrV65cufLnn39++PChvb09tnexRN/JyYkuKc0cHNx6enoGBgYvXrwAMXB/1FfisLGxMZ4zHR0dVVXVq1evPnz4kB428Z/KFIuIt7d3WFhYSUlJenq6jo7O0aNH9+/fv3fvXhUVlVOnTp0/f/7GjRtPnz7V1NQ8f/48LQ4HBwcaIOzFYKmiSBm4PXnWFY+kxMMzNjbW2NjIymoxFdLW1kZ4g54jNIg1vvL+KtYj+Pn5UUFfuXJl7969O3fuvH79ekhICOUkc5fFxcVo8dnZ2eXl5WK5F+1zqjbImbBL0JuiEgSaSLVivDsjIyMwMFBLS2vfvn1cMiUlpS1btmzatGnnzp07duwgWfFYxtOnT587dw7588aNGyjhNPRQnRwcHBh4joiIYPQV60R2dvaX3EvA65dffjlz5gyPUPvll1927NgBvNatW7d+/XqelLxp0yYlJaWNGzdu2LBh7dq1GzZsAHYrV65ct27db7/9ZmBgIJboY3CwsbHhyQ60j7S0tECPubk5vUUzMzMMF8gNhoaGWEGoE+ErpqamtCzCwsLoc0VHR2NciY+Px9H2+PHjvXv3/vjjj4cPHyYAHzp06OTJkxcuXLh169bTp09VVFS0tLTY5sjYCA4T4MWPZVAxMjKyoKAAGay8vBxuNDo6KiQr+kioG2JKByyKeUaGR8RuS+yQ7u7uBgYGDx8+vH79+oULF7Zv375kyZJdu3apq6vz+O3a2lqW/LIEVezHE8NFCfPP/BKPxYROCZMgahxqJyHQ29tbXV1dUVFRQUFBQUFh/fr1W7ZsgQJt2LABOg/bPnDgwMmTJy9dunTz5s3z58/fvn2bQvvmzZu3b9/W0tLiMuEA9fLyIheLOzMtLW1BeB05cuTs2bOXLl06fvw4LG/btm07duxYCF7btm0jnikpKSkpKa1du1ZJSWnnzp2PHj0yMzND4cRfimqAtwLzFit+jIyMzM3NUcUsLS2trKwQ+pGm0Ovt7OyQmCFbUVFR6C5iCigrK8vZ2fnatWvKysq7du06ePAgNe/Ro0fPnTsHRb1y5cr9+/dVVFT09PTo/IvJcrF8hXX8hYWFXV1d1dXVVIv9/f1dXV0MPA4ODoKA6upqqrycnJy4uDiYE7vp2ADNsioyGumSFZX4ER49enTv3r3r16+fOXNm3759GzZsWLVqlYKCwpkzZ0xNTTMzM9lSyQQNe/yJT/LahHhIhehky5sjSI4xMTHW1taqqqoHDx785ptv/uu//ovCf/ny5d9+++3ixYuVlJT27du3ffv2bdu2bdu2befOnfv37z958iQ89dKlSwgTjx49unHjxs2bN1Gn2VRI1KBxiZxGh3fB5Hjs2LEzZ878+uuve/bs+fHHH7ds2bJt27affvppoeQIx9+8eTOa/qZNmzZu3Lhq1ar169cfOHDgwYMHNjY2iEC4DnlqiNiZTq2OxAA5E91GmpgA1N3dXU9PD8mKIpzxrJiYmNLS0sTERDU1tb17927dunXPnj0HDhz49ddfT506paKicvTo0fPnz587d+7mzZucndOnT2MEQpbDT0f5SbrJz8+vrq6em5vjsdnd3d2YxT9+/Cg8W8wPsmyMvjLOLdrkIlxFREQgXWLatrKygk0+efLk8uXLZ86cUVFR2bBhw7Jly5YvX7569WpFRcW//e1vixcv3rdvn4aGRnBwMPvJCIRM64fN7yMCRqFyh1TuCA0NdXNz09XVPXv27ObNm5ctW/bdd9/94x//+OabbxYvXrx69eqNGzdSqy1duvTrr7/euHEjsWPLli07d+48cODAiRMnfvvtt3Pnzl28ePHKlStXr169du3azZs379+/T5sIlRUHMpNCAQEBeE8WhNepU6d4au3evXu3bdu2devWrVu38iv/kNovWbJESUlJWVl53bp1y5YtU1BQUFJS2rp16/r161euXLlq1aqff/75zp07lpaWqFO04Wgf0Xv29PR0dnbGhWdnZ2dmZoZJOiAgQOg09vb2165du3fvnpeXV3h4uIODA4J1eHi4np7eiRMndu3atWfPnkOHDh0+fHjnzp3Hjx+/efPm2bNnDxw4cPz48cuXL9++ffvGjRtXrlxhRQLql66uLg1BNAX01YKCgvr6eh7d1dbWlpCQMDg4+OHDh8nJycrKStqXaNNMG/ARGFch8Tk5OVlZWVEpm5iYvHjxQlVV9fLly6dOnTpy5MihQ4cOHjx48OBBRUXFr776avHixQoKClzjr776aunSpd99991//ud//uMf/1ixYsWRI0devHhBZ4mlSPgTsTbgn8G1S3OWm1NPT+/UqVO7d+9WUFD4/vvvly5dumzZsqVLlyooKFAhKigorFy5cunSpUuWLFm+fDnpEnyvX78ekCkrK2/fvn3fvn379u3jgdmnT58+e/Ys0efq1avXr1+/c+fOw4cPseuxACwhIaGkpGRBeJ09e/bYsWMHDhw4dOjQ/v37lZWV6QItJEwoKSnxRqH5a9euRXpdu3btmjVrFBQUFBUVlZWVT5w4ce/ePfrcXl5ejF0woIEUiQjJdAYrNJjbZu7P19cXpbSgoCAiIoLqwcLC4t69e8ePH9+/f//+/ftVVFT279+/detWZWXlY8eOXbhw4Zdffjl06NCvv/564cKF8+fPX7x48eLFi5aWlsw1MbwEFHDx46DKz89n+OLDhw8NDQ2enp7t7e2fPn0aGRnJyMjo7e3NyspCyXR1daWMonlvbW1N4cLY1q1bt65evSoeMk0ZrqysvGXLls2bN2/YsGHJkiVfffXVd99998MPP3z33XdLlixZs2bNN9988/333//www9ff/313//+97///e/ffPPNsmXLtm3bRsvk2LFj586dO3/+/KlTpw4fPnzp0qVz587Ru9u1a9fWrVuVlJSoB5cuXfqf//mfX3/99apVq7777ru//e1vX3311bJly8Sv41IuX778+++/X7FixcqVK3mFvKSgoLBq1ao1a9YoKSkhVezduxelXUVF5cCBAwcPHjx69ChB7sKFC5cvX7569aqPj09CQsIiHokg9gCwnTA6OhqoHjhw4Oeff960aZOioqKiouKGDRs2bNiwfv16RUXFFStWLF26dNWqVZQb4p/kMyaxd8uWLbzp1atXb968edeuXWvWrNm0adPBgwdv375taGiIu4HUSTxHAxT2ppiYmNbW1oyMDDr8sbGxfn5+d+/e3bx589atW7dt2/bzzz+rqKgcPnz46NGjx44dO3bs2MGDB6mojx8/furUKcL7+fPnL1++fOHChZs3b1JGWFlZ8VAgninHmhBRczU3N3/69GliYmJqagqHFg/oKy4uHhoaYpW6TCaDwAFNjDdWVlb6+vpqamqYjm7fvn3mzJnTp08fP3784MGDe/bs2b59O5XaypUrV6xYsXz58qVLly5evPj777//7rvvvv322/9N2pv/c7m/69/rz9h7Pz77/uzVvJqkWVKmqCSSKVSKiAzJkDlSRCWVFFIppVGmUoRSkXmKiAahgaVSRNPq+8NzOde1xPru+76vH3pIwvt6H9f5OofjPI5xQ9fYsWP5DNd///d//+tf/yKq/dd//dd/Dl3/M/r166+//vrrr2PGjBk7dizfE2CNGzduwoQJkyZNmjJlyrRp08DTzJkzea8FW1zz589XU1NbsGABz62mpqa2tra2tjZwp+Wur6+/bNkyABcbG1tUVPTnphA7QsCrp6fn1KlTampqpPMLFy4kzaIw5AM+A4DmzJmzYMECcnzgNWvWLE70BQsWcJZPnz5dTU2NvE1fX19HR0dehqqq6rx58/T09KytrZ2dncnAaNbRE0eIAAaOu7u7qanpggUL+Lm8NjrLK1asMDIyMjY2NjY2ZkhqZGRkYmJibm5uZWUlTxXcNZpeDDRjYmJoxh47dgz7OGkXVVVVffnyBfWlz58/9/b2fv/+/f379yzikmxlZGRgNHf06FEosseOHUNyLTQ01Nvbe8uWLRSGtBJNTU2NjIyWL1+up6enq6vLfVBRUZk2bdrkyZMnTpw4fvz4cePGjRkz5tehS4mVEeH1H//xH7+OcoFOIDV+/PgJEyZMHLo4KzkiSXJmDl3AS4kw4AWhgXu+ZMkSPT09nufVq1ebmZlZWFisWbPG2traxsYmPj7+7t27fylDi4BvX19fWloacc/AwEBfX19LS2vhwoXk9TNmzABnpF/87BkzZhDtCcjK6nLixInTpk2bNm0anQt6FnygqqpK1UmRLI8OB6uQMvi5ixcvBtzCBaJ6kDYgDxYnzvz583nItLS0dHV1ly5dumLFCmIbE3pLS0v4kowEYC/hNyFurjk5OaWlpagBcHN4Ant6egoLC588eQL//eLFi+x1whlkhQnxjz179gQFBXl6egrj19bW1tzc3MDAQEtLi0a0tHVUVFSmTJkCvMaOHTthwoQJEyaAiXGKixgmmPv3v//9//zjxdcrQcZ3njRp0qRJkyZPnqwMXaTR3GQBGUFECSz6iCS4wMvExMTU1BQy85o1a6ysrBITE/9iTPwYsk2Ad19fXy+8orQhvwm62/QFROsCLTgYOBiyHT58eP/+/fAgQkJC3NzcgoODw8LCaJlu3bp127Zt27Ztc3JycnFxgYdjZ2e3bt269evXb9iwYc2aNZaWlhYWFrAXTUxMVq1axRlnbGxsaGgI6Dn7DA0NmbwSk5cvX7506VLaNvPnz1fGc8EoowUmHsRzAwMDIyMjmG0WFhb0XeGVh4eH82LpMHFkp6amHjhwoLm5ubq6OjMzk4kQAnrMKkgoDx8+vHfvXqb4xF3CGP0RAwODJUuWaGlpaWhocErOnj17xowZxDDiCtekoYuQozwulSCbMMoFgEhOaHlw8cxLjsVTzfSFWyctJ3IejiMaCIIwAwMDc3NzCwsLQRWhy8bGZteuXSdOnBgOLz6GI8DV1NQETYCLxSxs97CCxhiRVWYku9+9e4eqTHNz87Nnz16+fPnhwwe2a1A1Qrjh/fv3XV1d+L+1tLTg14XQGd+5oaHh4cOHqFIJaRhVBdGCozIXep2wBuDpsuQIJZxF3IiICGYGbI6wxMZnoP0EBwdLZ0Q2SqKioiIiIoKDg1kz2b59+4sXL6qrq6FkMbxD9JFxHp05ajoW0UJCQpBS9vDwcHJy2rhxo42NjZWVFQGV+klPT09HR4fO0+zZsyXTkHACe0DStcmTJwv+Jo9ygSolkgCTXHxb+UGAiR8tMYyyjGYYU0gDAwPSD4uhy9LSEpBxrVu3zs3N7a9NIdGH7u/vv3r1KqyEoKAgxs9QHnbt2sUdZ/kCNcSgoKCdO3dCkWC0wt49nSQGPizZstt97949cbAWzbCOjg6WvVi3J5seGBhA7QjNRKzjJUfEAxDxzh9DF5vAg4ODys8gPTw4OEiXgeoY/XDxcaZqFu9wEQv68uULzkLym6CIybIxrHwGhag3vn79uquri50i5A6hpPInbVhsYFmhFska2dNnfHR16FLymGnEi7IBCk3sIyX+4yUdE47vkydPRo5yQWkRFXu6jBAI0CVkp2bHjh2M5PeOcu3Zsyc6OvpvW9q8H+/evSOVpmMu8AoLC6OlwbScrjpLFqzCIfNKDShrqxkZGdSDBw4cuHTpEutyR48elVVV1hkePnzY0tKCwFpLS8vTp0/ZLlQu4ANH9I8wwAZw/f39YpwxODiIjdkwiw2xCZKXyVdiZywSvZ8+fRocHBSTJSQR+BoBMWAtKytzdXUNDw8/ffr0rVu3mpubX79+/f79ex4bYAqgcSUHsjSAlM/DP19/DF3fhy7lP31XeCT+Mco1zCqQny6/gPKbi5GgPIrcQBEvHvFSLufxdHHRef7bljY/8vPnz1lZWTt27AgICPD390dsQto5jAiVjVDYXUgmsTZOkz0tLY1NToa+u3btQr4mLi4OQY60tLT8/HxxkkJwGj03gplsfWHnyasdHBykjvv48aMYRff39yvfTpwy8QIn8EiQw5X969evgFIi3MDAgBJM/Mn3lPApwe/Hjx9Pnz7dvHlzdHR0VlZWSUkJZ/rz589///13bjcW3ZiRf/v2rfeni7cHbQGlDg8Jhvg2YOMgrg7i08bL7Ovr4+tHdGf+8uXLaIaBSmyJiadkRz8j+P+KfuU34ft8+fLlL7tQ+T9fvnxhvZ3hrmiHQhaDlMgGC5+X/UlmwBhIV1RUYFwNxYC7D7kFn86SkpKrV6+6ubnZ2dmdO3cOYsKTJ08GR7mG+Xd+HbrkhX3+/HnYff/ZnPHTp0/K76AMJ8on+Ov/4mpubo6Pj09LS2OY3djYyBEvfgtKjw9UgEe8Bka5SBJ4Qnh4ePmjwWu076M03pKbKQnAsJiKGteIl/L/yu/AoyvRTn4xRPbevXv3izy+Aq/Pnz9XVlaKHinEoOzsbCbhTNPE35vdB7jhaJSx4wbPs7a2trq6uq6ujqVnDjvCKVox586dO3LkCFtZaLKNBq/RXGEFFoQ0edlKH8aBv3voKeEl30GwpYSXEsfDrufPn9N6rampQeUbbXalqYfSSObtKNenUS5lSANhvBb5gv/P8OLzynuovAmjwYub9jPalJ9XgowIPSq8BE+iJo2gXl5eHiEKhRy4KCLoyDYVzrHAi3wW77E3b94Q/JFpFdV4MZshefpneI14X8DEsFswYsBTflKJsBGx9Q/wev36dUZGxv3799GhwFcVCZ1h5jGSOI549Y1yCbwkhg2Lx8og3dfX989R/2d4DXt18vJHg9ew+yN3VT6pBNng4CC/1ajwElkfoheE/5s3b4pGPDsFEFdYnCJ6iX01cQsfisbGRtRmenp6ABavcNihzCnwz0/haDj7h6ijBOKwo/YfvsM/w6u7uzs/P7+mpga5uZcvX6JcL+F5mEnRaPD6OSf7OT9TYutnwzau/7fwGvFmyuP38zUsxg+7t3LT5KfwW/1NupdrcHCwoqIC0i0LKmwvAjj2nJQKGZyPSmVYvPhKSkoIbDhDYdP1/v37L0NqdTx/xFJeofL2Dbt+Pu8GFA54yjv1MyaU8Br2H0cEkHyfz58/jwavrq4uZt68NAQNqUUoR7gEaqMdjqNd/aNcw8yz5NAcDRajwetn/PGSR4PpP0R3uVeDP2Vgv4g8jiT4wIsQBbzYyYSyRxdbNAuQ+acARG6PQ5ONrrt37zY0NLx48aK3t3dwcPDTp0/cF2S9ORq+Dknq9/X1oWg64jXiMz3MdXFgJC/ZYZhTZmPKLxh21+S/jwavN2/eVFZWPn36FLkbqt0XL15Qlr8Zun7G2f/yklOPlymNAFJmbgJi1cMes/8lvJSPqPKmjQavERMvJZ4kHVT+wn/BS9ohwAsM0QdnI1QkHmF1QhVH8fHq1asiu4j6cmlpKepC3d3ddPP7+vrITjCB5zfgNEFUknfl9SjXzzmNZCfSiVU+0KOl9sO23nvLAAAgAElEQVQ+OSyGKePWP8Oru7sbtxgg1dHR0d7e3tbW9urVq1evXsmvLTh7Ncr1ZpRL+hHkczQ7pAsonWc6Nf8bbA2D14hHwT9cypJCmfkpwcQk5p3iGhle5eXlwj2XBS+mtvSuRM6frS+Gcew2FRYWlpeXP3r0iPve19eHySADJRFh6+joEB8Uuql0VjtHuUYMCWhSirquPNP/0JhQtluHwetnbP0DvN6+fYtbzMuXL7u7u1+9ekX0EtwMQ9g/vK4RL+lS4tMGfNvb2+XF/v+El/K2jJbvKq/RoimQAlWcM8q2yy+SXFM1cO9u37599OhRZC0Q4WWkwNAaYha8XnZWZViRnp5eVFT08OFDJKzEzhl4oTCDUFZVVVVzczN3rbm5mX4YJl6IOIjUUWdnJ44pfJK/8gZ0dXXJB0oJ597eXrwFiGfckUFFy56OwNevXz9+/EhONuzplLs52iP+7t07rDp4+wEZJsKcmKLWhO8wByjmncov4E/CGM3utra2p0+fKh+hn6OaqO3L+fj169fBwUFSDp40/on5W39/v+Q/X758GRgY+PHjB/9lcHCQN53/ruzVjVZ/KPu9cqRI+56LV/03eMlDXFBQEBMTA2sZu9vY2Fia8phMIehIVMPEgZ3VqqoqSXW5szIxAGeoDhGrGIc3NzfTbmVGhGQIqiFoayGvxZ+i8iDgI04IwuTucChLtUW3nab8H3/8AdoGBwcxcSEGCIaUUBstC+7t7UVcTgYgvEYsFIf9hlwgDG9lmAGACQd1maW8ePFChFJA3u+///7x40f5/T9//kw4kXcaTyTwrQyfwFEiCskueGI4OzAw8EXRqf/69aty4DNiMavE1rCIpUxgeDm/yLeWomBwcPDmzZv79+8HUog3s0uIlBLuLExJGTJeunSpuLi4traWddNniuvx48cMdHELx+0XRgbiouxsQYuoUVy1tbXoUII8pEREZ4sAgEK4xDMyaMJYd3c3d1NC0efPn3l2v379OjAwwOMEzvr6+pTHojLn+DxS9f7169e+vj5eETrZmKIDCAEWcy1uNEcn0UvE6MRBXVD48uVLvpJgRi6BTS4Phpxo/f3979+/x7WKxENCuxymGEFIgESpny4GY0SCnFRXX/4+FeAQVKLqZ2yNNrwCZH8xJr4OFfD9/f1ZWVmIjkRHR+/duxedI9nkYfcIkKGViCoprpZMsunE4hp369YtZGpqamqE6kOsYqRdW1srHjhVVVUojwnCAJlSZ0uJMHnKh0Uy5eFI1j84NKt++/Ztd3c3TzA1kRwQP6dfw4Al9fmnT58kl5d4g62VXMPyMOJ3W1sbkCK6Kw99wAE+SOGV2SRHvBKFHKPYNcKb4oZINtLS0gJ1gN7v69evQerg4GBPTw+pRXd3NyCjLFW2GKQSxLrrZwy9fftWGeR+7ur9NdLm4fj27duHDx+uXLnCfktQUBAyp6Ghobt27YKRHBYWhkDXoUOHzp49SwsDSXA04rAGYdcKfhW+Gzh3sGt/8+bN+/fv19TUYPxOPxaBU2XQQoBUsEX0QguJ6CUfKB9f3gMCWG9vL2kEAezLly9Qx5j3SWo1DFgjHohKqPX394Mqlh8JEqRivP0CFC7ODjm8JNa2DV0COJ4Q8ore3l5+Peb35HZ4O/CgPnnypLOzs7u7m7Ovf4g8Qnz6+PEjAsRoLLa2tnZ2dr5//35gYIDzVGkKQYEi6f+w0dMwYEny/jO2pHXy51Dom4Lp+/3793fv3qWmpvr4+Li4uDg4OLBjhAAEyq3AKzIykrWtU6dOoYiETr2TkxOLEti9QP2B9RUYGAgjj/Xr2NjYixcv0vrH/g6NEE5MQIbWPCAbMXoptU8FZJwvvEPSSScVa25uzszMLCgoePbsGe8feYaySlLm+KMV8B8+fMCjmvyJkoW5KnjieOL4Az08DAQbpY7m86GLJEzKFLoPHz58ePv2bWdnZ2tra2NjI9EIdoZICb9584ZvyDkrDxjVFVUtP0iSQiALFOSndHV1jdhQ/PTp0zBgSY71z7D7RboSAq+enp7Tp0+7urquX7/ewsJi3bp1mzZt2rRp0+bNm6Ey49GAs4Es1iEu4u7uvn79ekdHx7179yJKht5wQkLC/v37d+zYgXAXqPX09NyxY0dkZOSRI0fOnj178+ZNhPmYWmLqBFenoqJCAAfURDRQWQRIRdbW1tba2trW1saN5o5zXF69ejU5Obm4uBj8Ebfkbv5ceCtbuMovozHR2trKO4c4ORFIUAX+xMe6qamJIkY0w5qamnjXyVPlkXj37h0ZYU9PT2dn55MnTxoaGnAAhp0BjikFsPl4PHTBlmtrayMWdnR0kHXB2nj9+jW5GgMAKiFgxOHIA0lSJWSNwcFBJXSU1aKybFRWjn8xJjgWBV6///77qVOn3Nzc1q5da2pqamNjY29vb29vD7xsbW09PDzIvVB1w+0RpwaE0W/evNne3v7582d+uQ8fPqD6gkp5YmJiTEwMBEh3d3ckhxFKjYuLG2a9JP5e6DuQk0lgo9IcMeVvbm5G9Y83W3Lb2NjY5OTkx48f87DKHGxYrfQPw0Gh0YFs0ik6XiBMEEP2wzPAr8EnlSUwX0y3gucBpiQ/4vnz542NjSQMmBcLDV1omEinEBQpuimwCF3y2jkEJSvv7u4mHezq6iJzAF48kPS6pQ74/PnziNgSPEnfRPp2BLNflMxGBpb9/f2xsbHbtm1zdnZev3491On169ejjmJnZ4dEYFxcHHbLSUlJYrOLJJXQA1FbINfhBrW2tvKMPnnypLCwEAUiFxeXDRs2IEsZHh4eHR195swZiMIYISHgISQf5bmp/KucofB/pGhSZv38lTGA3D4C2IijYuKZYKtviKLd19eHjk370NXR0UGgam5uViba5GRNTU2kTXV1dQ0NDZzjaGqWlJRUVVW9fPny7RB158WLF62trWSl1dXV5Ezt7e0YjlZWVpaXl/OqkUvBQ1lqIOV6BJsQBFFsUHt7e0cbFbx584bOGasS7e3tvb29BIg//vgDT0IscAjSI7aCyedGgBepfV9f38GDB01NTVnNW7lyJephVlZWZmZmHh4eycnJ6NViaSleUWiHig8FEoGiBMHHiFHduHGjvLwcAdzff/+9rKwsJSUlMjISjxlvb2+0748dO4ZuVllZWWVlJXhCzIP7Sy7CnR0GL+6pdJikRzBsqCK9+2Fnn/ICXu+HiDE0yTo6OvA8lyzq2bNn/GhqkebmZuU/1dXVEWVBAL9YS0vLy5cvHz582NraCqaJf11dXXfu3KmpqaFN//r166dPnzY0NPBKUXeixAZejY2N/HWYiiIUzuahq62tjcDDiakcLSiHb4JyKgxOuoGBAT4jM66fS2MlTP+cOf4Y4rzKQseHDx/2799vbGy8cuVKVpzZ97KwsPDw8Dh27BgkMCRlzpw5wyaM7AgwiARqXCiL0onFtpNNhIyMDNxWyAQfPnyYnp4eHh6+fft2xMbh9aekpGALzxATW2gy3J/rACkzh+X7gjBJ2IcNhYbRp5TBTMry90M0tcHBwfb2dn46KTnpPPGsrq6OZJF2FMr15eXlTCZ47zkfyZbomlLhvnr1qrm5GXvspqamN2/eEDN4sXxnpKBIT2E91dbWomVaWVmJvrrckNraWmkAtba2ggMIasqhiGCFL3j//j0JA/ZHHNk8kO/fv5dW+WgTMLn+bEwIIeePP/549+5dRETEqlWrUK1gTcrY2NjDwyMhIQFhS4zvkLjBax14gaFhkQxxmNOnTycrLgRRaVXcvHmT8fCbN29qampOnz4tsqs7duzYu3fviRMn0BThtlZUVHC77969q2zAKgOYssCUsp/TgVRdklbgNdrMX0KXDM75j11dXfwOsnhClk3A4A3mnOIIKysrI8wgzCQNl/r6eupWQkVra2txcXFeXh5HKg0tCgIepJKSEg5H1JeJXuXl5VISKZMToEbUr6+vb21tBQ1KMxvl/A2QUcCSkPX09ICw9vb2jx8/kjtxAjBvVY7nlQj7c+b4Y2hVS9r3PT09oaGhWlpaenp67EYbGxsHBgbi0ojZ344dO3CXOHDgwJ49e1DtAjFiVczaE9LIRC+2P1i4ZeIE7DCYxZSlq6urtbU1IyMDAWmE78PCwi5evJiXl0dux00kpClb/Mo+2bAmmfQslKkrWJHO6rBuNeGKfP+dwvWYWV53dzdvNm9kXV0du5nkPdh5oIVZVlbGcVZTUwOwIPdWVVU9fPiQrhWRAB2NnJyc2tpaOhGgitgDpO7evQslmAKItKFEcT0YughvpHpcT548keilLLeVDR0ZJ7S3t79584bq8uXLl8+ePXv//v3Xr18/ffok08ZhkU8Zxv7q2jMeEXh1dXUFBgaiMb548WIjI6Pt27ejbYwUanh4OH18NOvRFRd5S8yOwRkiEZyYIAxlIqTG8GRkgol9SHp6elVVFe3QioqKlJQUOmfICR07duzmzZuVlZU1NTVwrykkRwxgxDBlRcnDygekpRzKnJWckgNDe2MCKUIXZbmyXO/p6amvr0csjn4Bw6729vaWlhYKGmCBNzHtFX7h0tJSnBlaWloAcWdnZ21tbUFBwfXr1x88ePDq1SsAKpkW/wUWHbRNFh2gbWK2MOI14uH47Nkz6e9wfwRhjx49oslC8ipZVFtbG10xHjzqboHXzwjj2P1FuBICr9evX/v6+urq6mpqahobG2/fvh0/1fDw8NDQUDzJ0BIPCwtDAoS5JIBjdoRmMFdsbCxa83KYxsTEyHFJSDtx4gTuZbdu3bp//35jYyM9G5ZKjh8/jmMtlogE/6qqKrw2foaXnD7D7IDk0SS3hURKzs5ESJrdAinBmUyFgVdHR0d1dbVIhZNF1dfXd3R0NDY2SsWH4C8IuHfvHnsu4KO+vp5DhHMWuYoHDx6w3c5xVl1d/eDBA7ZmmLwBLJayaOKwmlU6dLFzxU9ky4YnsLq6uqmpiSKXApYiAIRJDHv8+DEFLxVJe3s7TzsTrZcvX3JPIFMp4TUse6NtMQK8Xr165e3tPWXKFD09PScnJ2zuvLy8XF1dnZ2dschDAJwYRnOVaTeyZocPHyaS4VbM0cmhKUJniEazno9c9unTp1nEZXCUlZVVWloKLayjo6OoqCguLi4wMPDgwYMZGRmFhYVYe0oAGwYvCWNKTw0Z2gyj8fT09CjhJQ8oLSgakspOel9fX01NDW7F5HlNTU0PHz6k5pBuHGkWfSkEfAsLC1myunv3bnNzM5lyVVVVZmbm+fPns7KyUKG+e/eu9JOJWyzR5Obm3r17lzVuDkc2a+jaYOMzDGHsPXDV19dzE1gQpDzi9yeAEbdo0hLgaYhQP9K06+rq6u3t7e7ulnnXiAHsz+glSb1sunV1dfn6+k6fPt3CwsLHx8fHxwenNUTYMfOR2Y5INhwYunAG3T90yaHJuUmKxumJ7Y/wFrnY8Ja199zc3Lq6us7Ozs+fP9fX1584cSIkJOTAgQPXrl2jkOTppBXOM0qBNixoyTRGOd2Dj8CpR2rPJhYZQmdnJ0NfGXGQc8Bp6enpoWNSVlZWV1eH/fbjx48rKyt5RwE3EQ6jv+Li4qKioubm5sbGxhcvXjQ0NHR2dlZWVt67dy89Pf3IkSM0zMjHkdQnbmHPATOAsh3bbD7Dj7s3dN0fuoheCP7yZTRHHj16REonvrvkYUyZeAJbW1tJgjkTgdS7d+8qKiooG6l2pfb8OQn7M7UfDV56enqMDj09PTdv3uzs7IyUDXMhb29vf39/nCNB2AHFFa24RsMWRodKeNEbw1xTTKnhJ9bW1vI6GxsbEahJTk7Oy8u7f/8+pyTaySTRTU1NWAlL+0d6jFSRSoqVBLDe3l5C16tXr6RJPTAwIDxYhr7U54ODg0+ePKHUoANHeKiuribXfvDgAWcZcK+qqsIV+ubNmzU1NUQX6NSlpaU3btzAbLu6urqiokLkn5U6FIWFhbm5uXfu3BEP9vz8fGIhIapo6CL9F7RxqqK5T0paVVVVXFxMnQGwlPB69uxZV1cXtTkTVapIqBaNjY2sCvNA0l/9OYwx2uru7h4VXkZGRjgMbNmyxdbW1s7OzsHBAWMZNzc3ZMCxKoYQIdiK+fuFxfowYIEtyoXk5GRkL9ElhLkPx594lp6efvPmzaKiovb29rdv35aVlSUlJR05cuTixYtkHtB4UJNncFQ3dHFc4kJA4iXVuMyDAY0wClkzIQwMDg7K1BbCAlPwgYGBJ0+e4P6KNV9paSmUJM4ynPHy8/NJ/O/cuXP16lXSSrDl6+uL5GJxcXFmZmZkZGRCQgISwAUFBYiKFxQUsAhIsoUjwY0bN3Jzc8UR/e7QVTh03R667ty5g3ywFAE0xjhwlfCSOVJHRwd+NuQbMpAYHBzs6ur6+vVre3t7U1MTCSvls0wslI00oa+NCi8zMzP8bVHWQzAXYIn8FSwJoYKBLUnqDx8+jCqkElWi1oKXJ62yM2fOsCeCQw7uhPjwIsvOcuXdu3c53YqLi/Hnodi8efPmvXv3OKd480pLS0m/uIAXoUtJRFaSEHt6eqBH//jxY2BgICcnB48MGF3EMNlZor2OdDuS8VgWAAgEwIkx2Jih61xVVYVIU0lJiYeHx65du3iWzp8/HxUVde3atdLS0qysrNzcXGhzOTk54tPGx0rlKRI4AhtGyXIhyEAIxDbh5s2bhEO6hrT4mVcKLeDZs2cdHR0tLS3d3d1kY3CNEMZqa2v78uVLd3d3aWnpqyFmYldX1wvFpYQaCcmo8HJ1dfXy8vLy8tq8eTPabpAmfHx8tm/f7u/vjzYTxK+IiAjgBbakQ0FGr0QVzbATJ05IJ4zzMTU1lTNRBkfYyom/ErydqqoqHovi4uJTp07t27cPzQtZ683NzYW6+DNLjMNRmhTKANbV1dXc3EyPngysq6uLHJkzoru7mxar9Frb29sRvsfUE3n93Nzcc+fOEajy8vIuXLiQlJSEDgWH5qNHj7Kzs0+dOhUUFLRhwwYVFRXITg4ODhcuXCgrK0Oo7PLly1huYRLDfUASJisrCzmx/Px8jEXFPwELBbGZ4UL9FSNBPMIli6ivr+fm8CdDRtIval6m6S9evCBp+/DhQ09PT2FhYXNzs7C3hU0kvCMuiptR4YVHuqenp7Oz84YNG3B/cXR0xPTay8sLT3XS/B07dkjowkNFmWApUUW4ImLRlQBqOLhmZmZibS9blkQFklkRHGAxuqamJjMzkw3ewsJClE5Zkrt48SJ9S+4gCSxJhtIYW0nfw2D248eP0gKEu/fw4UPKpfdDknd80N7eTnLNO52eno6sNZouaWlpJ0+exCv++vXrt27dQoP40qVL0OAIujdu3Dh48GBAQMCGDRtiYmKKi4txB6JlI46QouwlLto8fmK+J/60mUMG22KhgN8xy/Q0ybgztIJ5/PiTEdazZ8+ampo6OjpaW1uxS2ppaWHaRp56586dsrIyRvVdXV2cBjIGEKgxfh0VXo6Ojps3b968eTMpl52d3ebNm93c3FxdXd3c3Dw8PLy9vdGOwxQIeCm7XMrevXJkxNRIDAcFXgQtbqWYA8pjylDo/v37JNQvX77s7e19+fIlXaKqqqq8vLzU1NT4+HgO5WvXrmG6zn6bMK6UrWolmYLsta+v78ePH58+ferr6yMng9/BoIPKiHOhtbUVx6grV67k5eVh4pqQkHDjxg1IR4cOHTp58iTBBtsElBPLy8vZySFTefPmTX5+Pk9mZWVlTk4OHjkIahLg2cLCxE+8NpQGs1f/fmHVDhaJ+ujvk7E9ePCAelbgRfuGNS0+YPSJZD+e4o8fP6bpVV5efufOHbiT79+/l5pJiTMhuo0KL1tbW1tbW9SU8bp1cHDA4xN/az8/v2GpPfAidBG3Tgxdw7B1+vRpNiVPnjyZlJSE/zQOvGKvir8XVP38/PycnBwymHv37uFBTDOGOV1paWlmZiYSr3w3lpcKCgqqq6vpPD1+/JgkjAAm56OMicjiP3/+/ObNG7bGm5ubKchJMlpbW1kN6u3tLS0t5XcmxqDLz1ORkpJy/PhxTnxMijIzM+Pi4lJTUx88eNDb29vZ2VlaWvrixYtbt26RR2LlXF5efv36dQpqnJdwYJCWDTJYRLJz585BDiDei3yh2Blz4b9CPkr/jHqIoTv5g5AAyLTwLq2vr29ra6urq2M2RWb29u3bhoaG/Px8Bqz9/f2iivp06AJeZGC/yOqfyFy9efNm+/btdnZ2NjY21tbWGzdutLe337Bhw6ZNm9zc3BwdHTkiQ0JCsDQLCwuLiYnB/RaE8fAdOXKEPxH0hi5BxGJ3TRnJIOBzfEj0Io0lV01PT8/Ly5OuNzx92jM9PT3nz593d3ePiopKSEiIjo5OTEy8cOEClguZmZklJSXk9eXl5Upuu7LkEZ0BmhSfPn0CB/SvGesK6aq/v7+oqIgVYg7ECxcuMOYiN8CqDRdFvNwhKdXU1Dx//pxhPElSenp6TEyMm5ubtbX15s2bY2NjU1JSmOKfOnUKd3CpvkknUGJn2xRsEa5w2MOKVno9V65cYa3h/v37lJ90OjgoARkdHC74QqSqLS0tDQ0NVVVVBLzHjx/T+srIyKBvR3ce8qa0kUlVucn/d3gRwGxtbSket2zZgnUR0ppY36J+y+wIeGF5kpiYGBcXh/OFxC0EumXULfAi8o8GLxznSLcRSikrK2Ou8uPHj46OjkOHDjk6Ou7fv//ixYvs+opq9YULF8rLy0GGLE4Kr5UbAarev3/PBwMDAxy+cJ1fvnwpfNRnz54NDAwUFRXhQ3vixAkIbWfOnEG0kWiNjzVccILQ2bNneZNKSkpyc3NR105KSmL+cebMmYsXLyYnJ9OvYerPyFWKcZx+RcMWWyHxiESZAa4K/hIXL17Mzs6+desW7Vn8bGn9FxUV0RamMyeTNNIs+GGgjSWu0tJSOLfV1dVZWVnsIMHUFQVn+B1PnjxhBP7s2bPhh6PAa+PGjfjGcERiO+Dk5OTm5obpNaKu/v7+SClHRUWhgskKZEJCQmxsLNNrDKp45oQ9wY2AuiPwolYaEV50sWGecLMwiZUOHo0oBGCTk5MvXLiQkpISFxfH1klGRgZ1uNSSkuaDMxjuEAGEovlqaOXrzZs35EmvX79ua2v7/PnzrVu3GN4fPnyYSAMmjh07RtUso3r0oQ8ePHju3DlGMQRj/DtiY2Ozs7Nra2v5NWpra9nng8h05MgR5Kvx4MVqCYdAzl+CYmpqKhrYZLrcXmIbyWt+fv7169c5QxFqQJuNAMZITSjXBCHI1mRpTOUZcBUXF2dkZDAvoUgibvHc8n8fP35M/fgXvERF7fXr1z4+PsALBen169dbW1uvW7dO3CJ9fX2Dg4ORjsa3bN++fQwTY2NjuaGHDx8Wfo50UE8PXdw+0crHDpjkd0R44UBZWlqKQ6fcnZKSkqamptevX/f39799+/b27dusLeHwExkZSeVx/PjxW7duVVRU/DznJoC9efNG9j/p4H/8+FGG/yR5MGfa29u/fv167do1xhI4stI3xkwKP0qKaGYYMTExUVFRFy9efPjwIdJ8qamp/GtcXByr7aSVFRUVt2/f5qTLzMzEM/ro0aORkZF4WaLDLfZjx4culNW5UAMhhtGGzc3NpWyi73Pt2jX6t1gqCzmssrJS1pthatDIwDq+oqKipaWFYIkZKpogJGrgEjjKavQ/wQvLK1TwLS0trays8FtzdXXFcZiXKl7DYjwLvJAiTxq6xL5F8ESWIH+VtuqI8CKAMe6gT11SUkLQLioqev78+bt37zo6Oj58+PD06dPY2NiNGze6uLj4+/vv3r177969sbGxaWlplZWVyjaYFI9SErKhALz6+vqgYQm8oGi+ePHiy5cvN27cYCwhdDcSL2pGDD727t2LEyXK+Onp6U1NTeXl5enp6SdPnsQhi0MflyTc4I4ePcoTyPSC+RjjfG9vbx7sPXv2oMxw+PBhbDGV2v2U7dxwZLNoYZB7UIdiLgnCSPy5GEcKC0jkJhlrPn/+HHvoBw8e3L9/v7W1tb29vb6+nveC6RwVA33/X4RIKOJgMCbwGRRrNRxj1q9fb2trC7xoenHj9u7di+tiXFwccRsLp7i4OPEuIIApTV9JeCUPxWplNHjxAbqbpKVlZWWMxm7fvl1ZWSkLGu/fv29vb09ISAgPD/f09PT39wde586du3v3rjD+SPalMQGGmNf29vay5sRgm00bGAQvX758/vz54OBgYWEhsfnQoUO0YHii4uPjDxw4QPTC/TQ4OBi2UkZGRmNj44MHDy5fvnz06NE9e/YkJCTU1tbeuHGDUvHo0aP4M9Dc4WCFUYIJ4ZEjRwATku/kJEBZ7IyIo3JioMfG6jzwogjl9mI9effuXRmEAxEIsZwV9+/fh8HB3YuMjMRfsqioiIFSSUkJw7Hy8nJ4b/BsW1pa/oQXi2jD4IVVOy4seBJh1u3h4YFhgr+/P4IAbGzz5OGed+zYsZiYmCNHjlDsSADjWBTbGBH+l5njaPCiv0oME+nDsrKygoKChw8fUt3Axnz16tWHDx/a29vv3bsXHx9PSYv4ypUrVyC1ipmI9CZIsIQdgK5Jd3f3aJVjQUEBx5DycSJJx2eA5WFsiwBcWloa3qKpqan79u3buXPnmTNn8vPzz5w5A6+E1Co0NNTPzw/zgeDgYF9fXxF7p1DAoZwNU8yaY2JijiouWJwktWRmYjXHU81IQCS9ZecPYgXPLQgT1gaZSUFBAYs8TJkoNu/fv8+wBL4kGyWM4/5X8LKwsDAxMVm9erWVlZWjo6OPjw/O6n5+fqGhocgFjAYvSkVcLYEXgYqSB4rE/wZecglNgMQL/18GQQ8ePEAMkZwAhsWNGzdOnz69f//+ffv2nT59mnGbrA0Sw2j2MH+EAQy8fv/9d5YQ0Y+gUGppafn48WNOTs7hw3CkEAAAACAASURBVIeReKF9sHv3bn9/f2QQMI/x8vKys7NzcnIKDg5mr5h36PTp07t27QoODmYURo5IjhUeHg5LhfRj27ZtW7duDQ4OjoiIiI6OpkI6e/YsDdVz584dO3YMYyyayYQ9sn7SWY4IKqqUlBQebHJ8lOQZlcognLYiQIFEBFmjoKCgtrY2NTUVBeeMjIzc3FwIZDjxQCwoLS29ffv2rVu3qEP/0laVYcjr16+3bdtmaWmJAyXFo42Njbm5ubW1tb29/bZt23CAhjRB454XJnZzYtJx5MgRmINKSjRBm6OQFmhycjKVNiOOjIwMkgYZ3zIaou8sLJTS0lJhNSl3u8vKymgrMwKvr68/ffr0vn37UlJSMjIyUCBjRgTC0PzgrOzp6WHyCGkO6iYVAJuMT58+ff/+fWFh4e7du8ENCNuzZ8/27dspXSFdBgYG+vv7e3p6urm5BQUFJSUlVVRU5ObmHj16NCQkxN/fH4hER0ezFgXOduzYwaPLf9y2bRtJCMUjN1PQI42J+Ph48hBGJjzGdGcSExNFXzItLQ1G3aWhC7Hc69evk3vk5eWJsDwqkyAMf3hURRiJ3rhxg9vL4JUqgXrz1q1bvAujwsvKymrDhg0Cr7Vr11pYWNjY2Li5ubHsz9YrbVX4XjzNsbGxBw4cQCKAz4gfnbIxwTNEJ5D0C5cGGaIxxiY5gEYHw4mGjezrKjdklKIBtGEYdzBhzczMPHjwIEtHdXV1zIhgCkivVeCFvBFMAVQkmA6Bsw8fPuTk5KCUcfDgQYrEsLAwLy8vpdtSYGBgYGCgr6+vl5dXWFjYiRMnSkpKMjMzY2JiKLozMzMTExP37t0LNxO8sum5ffv2bdu2ubu7Ay94dfQmaCiCMIKQDBwvX77M7aVmksUZ2kBw6YhhYrwNkyA7O5sRKtTqwsJCHm8Sf9Bz9erV+Pj4y5cvM7YvLi6mTV9aWgoi4fzAYONsGRVepFlr164FZ+vWrWNX29nZmfvl7u4eEBCAw1F4eDg+v/DoeQrhSUsqQNeei043swsCGMcE2cD1oYsDnl9d5IBF2JxaWipnqa45/hDgpPXM+mhjY+PFixdZLi8sLKyurm5paeG8kz4NYzXg9e7duzdv3shSMn0vev39/f1Xr17luYqLi4uOjt63b19wcDCzMk9PTxcXF2dnZ1dXVxgAHh4ewcHB8fHxRUVFV69eBV4BAQFpaWnR0dGY8vGnj48PhE0vLy8PD4+tW7d6eXkFBgZyk7nP+/fvp4bgNrKWTBYFM4dU9fz58xwpcXFxTORohoEz2W2+ePEiAYxUBGs36cGKt8G9e/c4fNLS0pKTk/GLQK6ipqamoqKirKxMMpb8/HySsFHhZWtrC9MLeNH6IpPw9fUFYWwN4Xb+z/CSoZDAS0rF8+fP05vA5QpWCa9zmAkIBQ41o+hNVA5doEoWh1go4ixjS4xRGi31S5cuFRUVoQUi/FX2O3p6emDmvH37FvIPXQnKUnA2ODiIRtXevXsPHToEMgICAki5fHx8XF1daRD6+PhQA23dujU6OrqgoCAjIyM2NhY1l1OnToWHhwcFBRGfSLy8vLxIucCZj49PYGCghDfqdBCWmJhIIAEKN2/ehJjKk5aXl4fpSVxcnLJsp5VNUcVFTxviU3Z2NgclnViUvxlhMemiVVlQUEC1LrOguro6GrB0y3hTRoUXmiW2trbMhWxtbbGgJlZ7eXm5uLiQarA4RHmMyhd5NMwTZo7Dci/h5KSkpDCFZH7HswgFT/i+Si0TZeiiQhkNXo8ePSovL2eJFOU6jrlr167BBbp+/TrbDc+ePXv37h0cS7Q3WKOVNdGuri6aF7LZNzg4mJWVFRERQalIqkTPMygoyNvbm+jl5uZGp8rPz8/BwWHXrl3wbWJiYvz9/V1cXOLi4nbv3s05GBISsm/fvj179sjtdXd3h7kZEBCAF92uXbv2DV0HDhygaOWwI9hD8rlz5w7v9N27d6VJQU+bt4C1P05MCkwZXzIJ5ZzlryQkp0+fZoZ77NixtLQ0Hvu2tjYkwNly4DBhDABHY1R4OTo6btmyZcOGDcCLy9nZ2cXFxc/Pj8UhZOJErHBEePFJeZH0wISwKmOTEydOnD17FqoqXkZKxpxwf9nlUlIuRzsc+QLGGtwCCG4tLS2ZmZlHjx49d+5ccXExXiG0MyDeAC8EamTjo3NInFfEsXJycvbs2UP65eXlBYwCAwO3bdu2ZcsWe3t76OPOzs5YtdvZ2QUEBJw9ezY+Pj4sLIw7jP2gt7e3q6urv79/VFQUQhve3t7Qn3x8fFifoX4KCwtjJMDtJQ+jP3LlyhUYcpyVJNr3798/efJkSkqKZGPc84SEBM4QnnMlH/3SpUsELfJjuHSnT5+mM5CUlMQuIG9NY2NjTk6OEK9ZtmN8B9ZHhRepA6OhjRs3Sr/e3t7e09PT09Nz69atgYGB6MKxtE06jy8fjzUrQ+T4VDTizgrthGCmZBQqM02ovZCDIYxLT5U+MksTI6b2SICgcUILBxEUGEupqanJycm3bt1qaWmBuQvCBF4wfWlYsOJHEkaO39fXd/369d27d6PVCIPX29vb09PTw8MDATMHBwcIc5s2baLL4+Hhcfz48YMHDwYFBbm4uNja2uLQiRCVj49PUFCQv78/h+OmTZtkOsKFcB/emqQilBRcR44cSU1NpTAiZyJ+pKamwjajQ8FtZzDAsy0DFcLYiRMnOChpYWRnZ587d44fx+GYmppKhkcnKCsrKy8vj3yGHUxpJ+Xl5Y0KL5j1Ai87Ozt7e3usr729vd3c3Kgcxa5WiF94PpKKSqJADINVQmcfSInASUpKyqVLl3hVV65cIcdnoY9kf7TKcbTGBHhiZ6G5uZkWzqNHj2hAVFRUXLly5eLFiyUlJUSvN0NGsqIXSiI/WuWYlZW1c+dOXjvGlxK36OPY2NisXbvW2trazMzMyMhoxYoVmzdvjo+Pj42NDQkJcXFxsbS0DAwM5DTkiQWa8AZ4mImIfH+aF4BMSnV6QHR0k5KSmPmcO3cuPT29sLCwpKSEgokuRmpqKsMiRM6kHwnCJDmGP52enp6cnIy4LsvPUNY4LnNzc5uamgoKClg1gHhNqBM+bXZ29l9+jl+HzDLb29vho27cuHHbtm1ubm62traOjo7Ozs5bt24lY/Xy8uJ2eHp6kpaCMHj3JCU8mmw7SsYgZrgJCQnJycnx8fEE5+PHj6OjSZeVGMZQ8urVq3jPFBUV5ebmstNBm56JmFK6Q6KX6HaIwJhs2zY0NDx79uzOnTsHDx7MysqiSca0p6OjA64zbGCGG+wriywZbgn4QdNKCAwM3L59u4eHx9q1a9etW2dpablq1SojI6NVq1aZmJjgMK+jo2NkZLRz504MAzw8PJYtW7Zhw4b9+/fb29tv2bKFVqKrq6ujo6Onp6e9vb0QCLZv3052z0PLXYVax8VYgkKSYS45Bn0fsv6cnBwhPxLGiEZ0sJmgyPJfdnZ2SkpKWFiYu7s7Ne++fftIYy5dupSfn091RaHAzjOnIaczPzotLe1v8OLPFy9ebNmyJTg4mPQLrVROQ1kW8vb2BmHe3t6MbPfs2UPfLzw8nOiFJTOAg1UiN4WzMikpCeMFHiOayydOnODWEKIxJU1PT2cHFUoF+4NMxEY7HOuHLrF5B2EsxsD65clmUkuCBROVqSV0HRjolJbobD158uTt27c5OTm82Tt27ECHduvWre7u7sR1a2trc3Nzc3NzCwsLc3NzU1NTAwMDfX19Nzc33Ce8vb3Nzc1tbGxo7pN+US1JFOT+U34GBgaSe5F1cCdpuUHKOHjwIM1qknRm4cyChm3HgDkowVSd169fp5WdlZV17969q1evJiQkwPLgnYXZIUyygoIC1gIyMjKkOcLJc/HixZycnHv37tFa+stwj+nQt2/fnj9/7ujoGBERsW3bNldXVycnJ6gHdFPBFtvb5LMs00ZGRjJ8RG6EZzogIED2udnkJs1nEiwSJrSbYcOdO3dOVtCoYjIyMvLy8qqrq2/evAnPhMoIl7+ftVhBWN3fr9qhi5DW0NCAsMC5c+eys7Nramqg4nAyij4gjB2U+GBMsCnZ29ublpYWFBREkA4ICGCNCnjZ29sTwIyNjZFJMzAwMDAwWLx4sbW19alTpw4cOODt7W1nZ2dlZbV169YdO3Z4e3tLnejt7e3o6Lhp0yYlvMi9QkND5UGVjWXOhJiYmMTERKpIqBY4qnACnD9/ntsoxC8yJOINC7p42rW2tmZlZe3bt2/37t2M9RAQOX78OEHx/PnzKBIcO3aMsEfrn/kBkIW0mJub+ye8ENMGXk+ePNmwYUNERERISIifnx+3jB60r68vaez27dtlI42amVgFxzAoKIh0gf9FuiBS+OT4EsmYkVHgsBUjTXyewnv37jU3N+fl5UEPPHv2LE8PlOgRAxgtCWlSiD6+CLtVVFSg/8amZFlZmYgPktQj/st2g1IAl0j24cOH9PT00NBQOjI7d+50d3cn/CAXumrVqpUrVxoaGhoYGOjp6aE1pK6ubmhoyGTQ29vbycnJ2trawcHB399/y5YtKC3wTaQyICiyEx8UFMSkXGwGwBaFFAHm1KlTtA/T0tJQ9pOeIkckq5cZGRlE7qysLHKPsrIy0omnT5/m5+dTgsjJC0X0/Pnz2dnZnC3nz58/dOjQqVOn+FY0xqH6nD17lr5PTk7On+qEyLUTxh4/fmxlZUWDGHFeLy8vnh4aPKJPKQuPMuGWy3/oCg4OhtA3bOmDDEzaFnQ7YYMlJCRAvT9z5sytW7cQDj18+PC+ffvi4uLYzIGZA7yGIQx4SYdimH4OXkbV1dVss+AWSEWJ9M3bt287OjqUG5GoiKOoI/C6fPkyL5CcwcnJycnJae3atatXryZumZiYmJqaGhsb6+vra2pqzp8/f/78+QsXLkQ9NDQ01NXVdc2aNVZWVh4eHg4ODkhrOzg4UGlu3ryZc4NMl+4XeYhYBRC3gNf+/fvhzXLwkV1RIV64cAF+AGBiWMLkETSkpaUVFRXRZ29qauLgO3/+PGxsSGy0NjhtEQ9MSkqKiYmhPXvmzBmktaCG/y21F3MKPn706JGpqSnTNMYU5JU0mv39/b29vT08PGQXzc/Pz9fXd9u2bZQ/Xl5eEuFY5hbjBQTxqQDo7JM9cETStSN/JMLfunXrxYsXjx49iomJQaU8KSmJ/qHsI8gg4ucMTHqtkCdRnWDDlk+2tbWx4lZXV4eSAgxV8nfYyQy84e28efOGNP/du3dnzpzhxTo7O9OAsLOzMzY2Xr58+dKlS/X19ZcvX75ixYply5Zpa2urq6traGjMnj172rRphoaGcKN9fHxsbGxMTEzojcnmn6Ojo42NjZOTE70h4MWTLP1VEnxlwbRv3z5W36gcExMTmZckJyeziIscrrTpYemADMISTyyMNJYbeMI5WNgkoE/OO3vy5EklA55Cgdg5HF5iXfT9+/eGhgZjY2NfX9+4uLioqCjwweDCw8ODmZqrq6urq6unpycZmGBr29DlMXQxQZLe4I4dO9gBiY6OZvuD/g0aHtAsL1++fP369Tt37iAjfeHCBVtbWxcXl9DQ0HPnztEGKywsZKdjtMaE9CaUgraNjY0s4iJA19HRUVhYeP78eVS1oNsD6ObmZnoQo1WOFy5cgMgQFhYWGBi4detWZ2fndevWrVq1avny5VpaWosWLVq0aNHixYs1NDQWLFigpaU1Y8aMqVOnEsAOHTq0a9cud3d3Kyur9evXu7u7oxDDYqm9vT2YA17cZ7r/5BuQhCF7cUVFRXFanT9/PikpiQGdjLeFAZWamkon6NKlSxTpMhHirjY2Nt67d4+hHGoXAOXo0aMyG6Wwo2jbt28f6SDCqFlZWZcuXTp58iRbcX/qewm8/vjjj4cPHxoaGjo7O2OvR18HzRJepIeHBy/ew8OD+pGuID/Vw8ODRGTLli3Ozs4gjyJAEghElCIjIw8fPow+xdGjR9lQiI6Ovn37Nr2DV69eXb9+3dvbmx7bnj17Ll++zLwWdT8axP8AL3GMF7kvMgyWDj5+/PjgwYPTp0+zOInW0tOnT9ntZhzJdjzMaSQYmpubu7q6UlNTyRn8/PxcXFzglTg4ODg6OlpZWS1fvnzx4sWLFi3S1tZesmSJnp6epqamiorKnDlzNDQ09PX1yUR3797t7OxsYmLi4uLi4+NDCLS1tWU5XgkvUhE/Pz9OjB07dgiNgBOAQMIwFxJYTEwM3EPlzA3GBIkU7UbmvNevXy8oKCgtLYX9i9QFuQcs1vDwcOaBnEL+/v5OTk6hoaHS1GVLSiQBaaH9jWtP+vXo0aOFCxeamZlRdYeEhDAL2r59e1BQEO0Zpmn0V11dXRnBurm50cggsPNl4I+QJjkExyXKFAcPHqS5z9jh2rVrjx8/Zks4PT3d0dHRyMgIfB84cODy5ctMJKAiSd8L5RLxikfTVumxIGKFrPVBlABGeXl5LS0tDBahDSr3bEW5Tz6PbXZKSsqww9HZ2dnGxsbMzMzQ0BBtRy0tLW1tbU1NTcKYtrb24sWL58+fr6Ojs2HDhpCQkJiYGHd3d2Nj4/Xr1x88eNDPz4/OIrcRbOEs4e7u7u/vHxYWRgDjlNy9ezdnIjwopD2onETXAwqnkMOQ6Ttx4gQZyJUrV2SXDpmFlpYWVOmEiEEuGxAQ4OPjQ2cgPDz8wIEDTKho48Fg27VrV0xMzIkTJzIyMjiFR4XXwoULo6KikpKS9u7d6+PjA3S8vLw4HL28vEhsgY6vr6+bmxtzXLIHJycnNiLllKSjgd4zBaa0YWnkJCYmZmRk0GR/+/bt5cuXtbS0VqxYERQUtHHjxsDAwLi4OKpr4eaCqhEVkZVJvWh9sZGMbATnHWJD7DDCeEaNQoQCRoPXyZMnt23btn37dp4rFxeXzZs3W1parly5cunSpVpaWpqamrq6uqhr6+npGRgYLFu2TEdHZ+HCherq6itWrHBzc4PpxR3z9/enTe3l5cVDS9xiRsQ/EcM4B2DaRUVFMXmEBi26HjTi6fgQ0pTkTSa8wAu+HVoY9+/fr66uzsvLg6rOUIQevYeHByxl5lSRkZERERG7d++GKJuYmAjgwsLCDh06JOtxo8Jr/PjxAQEBV65cgeYbEBBAxAJS2FfRqqYxw4YtqQNnBDHMzc3Nzc3N3d2d30+4JeSnTMRJFFJSUkpKShoaGrq6uk6dOqWlpaWrq+vk5ESzDSozYlecibRVgRdNZGIVYFIWjGCrSXGh4/jq1av+/n66rFgAoRWg9CkaDV4JCQnu7u6+vr5ML+gmrF69Wl9fX0dHR1NTU1tbe9myZStXrqT1tXz5cgMDg5UrV65YsUJLS0tDQ8PExMTV1TUuLo7T39XVlX6hj48P940XDqWH4snV1ZWOI8OinTt30pIgsxZdD6XqAtMe0nmyfj4JsGhZk4dlZGRAA8blDloO7IG4uDhHR0damEQH+udbt24F6Bj2QHqjh8cUZ1R4/c///I+ZmdmJEyeQTqXPFhoaCleEokY6NHzs7OxMP3DTpk20bTgiOSU9PDw4XiFeUvsQ3jmqMzMzHz161Nvbe+HCBQsLiyVLljg6OiIF5eDgkJSUhCE883lYX7LQoczigZTIxwm2AA3aha9evZJNoZqaGpgUcKNFkEj8eUaE19GjR7ds2cJw1tnZ2cHBYePGjcbGxkuXLtXV1dXR0dHT0zM0NDQxMWEupK+vb2BgQM9CT09v4cKFWlpahoaGLIoGBATY29vz/oWEhBCuJPHw9/cPDAz08fFxd3eXlpAo3MJMEY0+QKZUjiHH4rRKSUkhN6IrQSOUSdGVK1fI7tmOZMhTXFxcUFDg7e1taWlJ+AwNDaWLm5SUxIoAbRHIFNHR0RhfEMlGhdeECRNUVVUjIiKSkpJYVRD2CAcB5yDTbpJQmSBJ9OJ8RFSHoyQ4OBgCD6PJ3bt3Hz58OC0tLT8/v6KiorOz88aNG+vWrTM0NKQgdXZ2piC4dOkS3A9RJAReFUNXueJCH0DORLHpY5NY9NDgztPs4ehUGq39X+HFTYBrybKx9OjpSqxatWr16tVGRkYGBgaGhoYrV65ctmwZLVYdHR1tbe1FixZpamru3LkzISGB7+bj4wPPZ8eOHYxJEIxBDIsSivOR6CWzbbqg9GyBGvFMNCmEyKlM9knFCG/0sdPT0wsKCrKystLT05ubm7OysgICAnhnPT09GQ/SfoNtkZiYyNZdbGwsIYM5JpyrUeE1ZcqUMWPGuLm5IZHAt4iMjNy5cydnIkxw4pOXl5ekIM7OzsrUnhtEGkH0orjlJu7Zs+f48eM3b94kH2pubjYyMmIw7Ozs7OfnBxHq6tWrED/YKaArUV5ejuQf1DlQJck+myrDsPXkyZP2IQtZJJzw6kEenH6EWHeL6OiI8IqPjyejhxZhY2Ozbt06WqkyzzY1NV29erWhoeHSpUuXLVu2YsWKpUuXUkuCM1VV1TFjxpibm8vojAI8JCSEW02dThgj/aBlzSxEmdpTgMtIV+T7To1yYS1AXn/y5ElY0SRkQucqKiry9fU1MTGBeebt7b1lyxY5sumT0+ZlfkB38+jRo3iZJSYmjgovFRWV8ePH6+jooEEfFxcHQvfv3w/xlykkCTtzWQBHSwwpChJS0n96g9IY3Lt3b0REREJCQlZWFiuKlZWVSUlJq1atsrW1FaQGBQXFx8eLCBtdifz8fJalHjx4IBRCcUkmqR/RwPbp06eIkSC3hDlDWVkZUr8iwYoGmoBsNHghM0ubCo0q4MWBaGZmZmlpaW5ubmRktGzZMhqtxLAVK1bo6uqqqalNnz59xowZKioqOjo6/v7+sbGxERERxHvWQCBYc2PJXyHECi2HJSUm0BLAyPTh1QEmcnylfJ8Yo7B5SuiiAUsAO3v2rI+Pj4GBgZWVlYuLi4gHwuBQEmRgxMALZ0ZJp+no0aOjwmvWrFmTJ0/+r//6Lzc3N6qA+Pj4c+fO4Z9AlxXa6vbt20NCQnx8fIQkTrgCUtIP42NRzeRpS09PR9fgyZMn6enpVlZWdnZ2GzZs2Lhxo5OTU0BAANTb7OxslINyc3PBGcAi8ZSsSzw4kSqR0KWUKoEsj3J9R0cHlIHm5mbE6BkyKr0XR4PXsWPHXF1dvb29CdtOTk729vYwcPjT3NzcyspqzZo1JiYmK1asMDExWTl06erqzps3b86cOQsXLtTQ0Jg3b96UKVMMDQ23bt1Khb9p0ybYdRyCDOJIoqUvLUx/uJniJQCwpDEh2JJNZhBGqkQDDBYnNLvbt2+XlJScO3du7dq1y5cvX7ly5caNGzm4WafDf1OWeEnzYUGy2MK+BaKnfxFy0HP/+vVrTU2Njo7O5MmTZ8+e/Z//+Z8aGhoMSqOiolJTU5OSkiCvcUqS41MqixAm/Ce4YvS9cEwmP/X29kZZ5NSpU7dv366urn7+/HlaWpqZmdnKlStBmKenZ3h4OGbKkEmEHk3XHtXxYXFLOcAWpwwltp49e4aiODKhra2tERERp06doh+hdNdpG/KSFUk0pVMwek+koe7u7hs3brS0tETg2NLSkrPS0tISSBkZGZmYmCxdulSil6Gh4bJly5YsWaKtrT1nzhxVVdXffvtNVVVVRUXFxsYmICAgKiqKGREc/F27dnFL6XjRjkZyQcSbRlR3l3ISqHEzz58/D/hoWNC7v3TpEkJzOTk5UVFRVlZWlL2whtavXw/P28nJCWII/cuAgABSHbjdAQEBssXE7/AXIUcJL11d3d9++2327NkTJkwYM2aMlZXV6dOnr127RoaYmJgYFRVFY4L+As8TI0WaDkFBQXBLaI9BaQoICCC67ty5MzY2Nj4+HpXO7OzsrVu3rl69mtDl7u4eHh4Oc+3q1auU0DJqFHihJzOMaC/bHMNEewUf7GGzptHQ0BAaGnr8+HEZMgq8xPpaCS+l4tyhQ4fc3d3J6C0tLU1NTdeuXWtvb8/GnqmpqampqZmZmZmZmbGxMWQvLj09PV1dXVqsGhoaWlpa06dPnz59uq6u7owZM2bMmKGvr+/i4sKKB/kW9SNtWEIUgyB2xBkHKYXflRqRcXFxMOoEYUyHuLdoPB0/fhwZsIyMjM2bN5uamuro6OBZtmzZMmNjY0tLS1oEWFRDPgPxCITTGZVDiQP6yJEjw+H17du3urq6JUuWTJs2be7cubNmzRozZszUqVM3bdqE5J9MyI8dOxYaGspJTB4qtBwCmOj/wszhyYO6RBMVD4G8vDwfHx9DQ0PSeV9f3/DwcAZY169fRzYIFjlKvsMMKZRtVSXIlJZMoqTKyQhKWlpaysvLfX19jxw5gnyoUhBACa+fvek6OjoOHDiwefNmHm4OwfXr12/YsGHt2rWgbfXq1YDMyMiIuLV8+XLpii0aunR0dGbPnq2qqqqhoTFlypRJkyZNmTJl1qxZNBEZltDKpnEI1QARHhZnoH8x+RDVCcIbagwizn327Flm25cuXcrMzExISDhw4ACBIzU1NTg42NraesGCBerq6tra2jTqDAwMzM3NHRwckOJycnLy8fGhCmHR3M/PLyQkhHc2LCxMPFmQD/oFl1CxFfrjjz/q6+v19fXV1NR0dHTU1NSmTZs2derUyZMnGxgY7Nmz58aNG5cuXWL/Ak0YgiFLnox4ab6R/pM9MBSnbIyJiUH2+OHDh5cvX2Yj3MzMjCcDKUOk/UQjFJ1VECa+AbIZjMGJaG+IaLvSj0lcj+mdohd69+5dDw+P6Ojouro68exQwkupeTzM+jAqKmrTpk2WlpabNm0i8WKrytzcHLEqknoDA4MVK1YYGRmZmZmtWrUK+pe2tra2traOjs6SJUsWLlw4Z86c2bNnz5o1a+rUqbNmzVJVVR07duyvv/46duxYVVVVPT09TFvZM+UwwlF17969yIsqvTUBHyw6ZGY5idMT5QAAIABJREFUcKgi6aCyt83mT0pKSlRUlKWlpbq6+sKFC/X09PT19VeuXEmNsmrVqvXr17P3igAqrV1mBvTbebvBGeAW+vuf4pdK16qGhoZly5ZRSKurq4OtsWPHTpo0afHixQcPHiSuHj16lKKSGSqs3P3790M/Amq7du0ShjgV7JEjR/BmKi4uTk9Pd3V1tbCwYI/S19d33759HIUESLaK2XOXBQFyfBaHKJ5/3n+UylHZuAIcsvtfV1d3584dNze3qKioyspKGRMRnCT9UsJLsNXZ2bl79+6NGzdaWFjAU7Wzs1u3bp2FhYWpqamFhYWlpSWppDTraYAtX76clEtbW1tXV1dPT2/RokWS48+aNUtFRYX4oaKiMnHixHHjxk2cOHHixIljxowZN27c1KlTtbW1PT09mWHD3Ny/f//Zs2cZO/IuMMmlAcYblJKSggAY9BtarElJSTt37rS2tl64cOHcuXOXLFnCwJQ2CjniihUrzMzMqLQYXm3evJmahrE6ZD6Yp35+fuHh4UjssmnxZ+X49etXgdejR48oR4VMMnbs2HHjxs2YMWPcuHF6enphYWGsil+5ciU5OTkxMZFXgtweDA1Z5aB8ZV375MmT2dnZmKMUFBT4+PiYmZlxqHt5eRHGYdOLpDvTDNp9cHzxPqEBxhRWlh+ZC9FQJa+Xdpccc6KC/OjRo+LiYg8Pj8jIyNLSUv51GLwIYCO6toaFha1fv37VqlWI7Jmampqbm5uZma1Zs4Z8i9aXsbHxihUrSLmWLFlCTqOpqSkD7yVLlmhpaS1ZsmTu3Llz5sxZvHjx0qVL586dO2nSpLFjx06YMEFFRWXGjBlTpkyZMmXKjBkzZs6cuXTpUisrK1dX18jISM5HElkRgpSWPRRzURWl9XDy5MmYmJiAgAAbG5sFCxZMnz59/vz5TEUNDAwYxuvq6q5cuVKq3dWrVzs4ODBll2kVQnZ05yk+OB+pHNm9+EU2OAReTU1NhoaGGzdu1NbW1tDQ0NXVnT17NgnB3LlzZ8yYoaWltXXr1osXLxYXF+MYwFYPPTpkmGS8ymu+cOFCdnZ2bm4uBl3Uoay4MWo4dOjQ+fPnT548SeLJSoIsdopmEDvpjB3h9XI40gYDW6RcUvcpe6SPHz9++PBhU1MTkam6utrHxycqKgrpaHHdRscLeIkPAPASb6aQkJANGzaYm5uvXbvWzMyME9DExIS83sjIiGkj5yNRavHixVpaWjo6Orq6ugyOiGF8hreZ/v748ePnzJkzderUiRMn/vbbbxMnThw7duzEiROh9MybN2/mzJnz5883Nja2s7Pz8/OLjY0l36IeZKIsyo/JyckMBCMiIuAH6Ovrq6io/Pbbb9OnT9fQ0IDwCJlWT09PT0+PEh4CCE0WtsUYIcB/IaumIRwZGblr1y4/Pz9IE+wDR0ZG/vLly5dh8Gpubl65ciWyJerq6rNmzVq1atWyZctUVVUXLFgwc+bM8ePHT5o0SV9f393dHeVZlBHlLRepApQd8eRldayoqOj8+fMBAQG2trYWFhbMfGDQx8fHw3UU3XZ0KGjZ05thB0HglZ2dLaoT7GSjaowkCRiid8UkEanj5uZmUPLw4UO0CxF7UcKro6OD9EsJLwldL1++DAwM3LRpEwMxGQeBMDMzM3NzcxMTEwMDA+nXUyQSJDh04LVqaGioqKhwOGpra8+dO3fRokWzZ8+ePHnyxIkTp06dOnfu3Pnz58+cOVNVVZUuBsFs+vTpc+fOnT17trq6OrFz3bp1W7ZsYfIWEhLCNg2TFUtLS01NzdmzZ8+ZM2fOnDlEQXV19blz506ePFlVVRXEz5o1i1eBEqW1tTUtYlHWZXZMU5MtHigwJFvBwcG7d++Ojo6m5RsZGfkn154Enzysrq7Oyspq7dq1xsbGlDlLliwhCZ01a5a6urq6uvq8efNUVFSmTp2qpqZmZmbm4uISHR2dkZHBGgkbOIWFhWxL5+fnZ2dno+HGyig8RPoasbGxLDZeuHDhzJkzNFGzs7NlY5vlDtyaIE8WFhZev36dE/bWrVtQC3FEw+gFwRLscdjSph8Gu5DtRehiCN9h3omAL/KqYiZKmo+AO0tp+Fv5+/vDrLe2tl67di0CVcuXL7e0tLSwsOChZ3t2+fLlUHEWL14MjDgWWe7Q0dFZtGiRmpqampoa/8rtnTdv3qxZs2bMmAGqqOJVVFRmDV2zhy4QM23atOnTp6uqqs6ePXv+/Pnq6urES/mauXPnzps3jx+0YMGCBQsWqKmp8YPk6zU1NZnEW1pabtiwQeoVUkx2XRkfizQLkxj6nSz6Mkvw9/ePiIj4kwwNsPizvr6eCdrq1auXLVu2dOlS7pGmpiYvcuHChZybs2bNmjZtmqqq6vz587W0tFauXGlmZrZ///6MjAy6z0z4YfHCimbnFvGcU6dOZWVlkaTn5eWx6YtKJ47lIiqUk5ODFHtxcXFeXh7NCJTKxIazoqIC8nRLS0tNTQ0Yqq2t5dykDUbHlX9CnTY0NDQ2NhbfZEZGrGsjiQOSurq6sIFBFoDtbR8fH1tbW0iq1tbWoMrY2BitUJY4GDLK8aepqamhoQGFlecW3gSZ9dy5c9XV1RcvXqypqQnrkIbFzJkzQcbs2bNnzJgxIrbmzJmjrq4OYubPn09UmzVrFmcoeKIwBHOLFy9esmQJ7Td+GVpcBgYGhF6aw6jN29nZbdq0CVldRkNMw5g7y94rF4r0ERERu3btio2N/eX79+/KNSEqx3Xr1q1bt87c3JwBmZGREQxMdXV1Iry+vv7ixYuppadPnz579uy5c+cuXLhwwYIFhoaGoaGhKK3v3r2bNi6+EkrVwvj4+CtXrtAaxQCRfU7EB9F2J3MvLi5GChqBCcyCUCorKysDKCUlJTU1NeAJ0azLly8XFRVhdY5PE9rrqNs3NTXV1NSUlZUFBwdHR0eTsTHwYdoNzn7//fevX7/CrXjx4sXg4ODg4OD37987Ozvd3NwYZq9bt45kC+KNhC5KMOly0Y8gQoA2WF+AQ01NTVNTk76rlpYW0YWHmWikpqY2d+7cmTNnDkPV3KELbAGv+fPnE5Z4U8A0FDRdXV3I2dA6YDtyfFOL0FUBWPb29puGLhrIGzdupFIGYe7u7jLk5mKteteuXXfu3GloaPiFrEv2OAReGzduXLNmjXRu6Arq6elxK3V1defMmUM5M3fuXE1NTVVVVU1NzZUrV2pqaq5bty4pKQmOA6IXMHHpypKtoxl0//798vJy8SNRpu0kcIzAINRD8wJk9OtF96e2thYLwqqqqoyMjGPHjvFDkQAtLy/HMIIwhh5VbW1tcXEx8rCVlZVw6sXnEt79hw8fOjs7i4uLGToNDAz09/d/+fKlubl5y5Yt5ubmq1evJmhxi5YuXUpSz46Qnp6elIrSUKVO5J8WL17M2bRw4UIdHR3OCk1NTTU1NQ0NDSA1b948Ao+amtrPqJo3dCmPvwULFoAqDQ0NPqCqoBUCnpiyk8jLuN3IyGjNmjXW1tYgyX7oQmGE85H1OObrAilZGON02rt3b1tb27dv3/6KXn/88QdNCg5HJyen9evXk58y2hQ6gIGBgaam5syZMydOnDhhwoSpU6fOnDlTTU1t9uzZ3NmVK1c6OztHRERgugklko1+kfHEU4OE6f79++JuT4vh3r17rBSjQYLQEtISDBbxnH78+LHSG4cN7KqqqrKyMuyZWPvMz8+nE1ZTU/Ps2TNaXwiAQeW7d+8eG0FiU4iBI6bGDQ0N/f39AwMDdHC+f//+/Pnzbdu2WVhYMJWjJbFq1aolikveOS4eTuKHvr7+0qVLaUnIsUACRGyToxOscKItXLiQg08gNX/oUlNTUx/l4ljU0NDgO3MILl++nIyQ323p0qU054yNjSnp6LbQqedAVHL4sC2DEQO2AocuViiio6MbGxsHBgb+zL2k+/Xjx4/q6mpLS0t7e/u1a9eamJgQQmFampmZ6erq8syR2s+YMYMIbGRktHjxYmolLS0tIyOj9evX+/v7JyQkwH5EclimNzicP3r0qKqqSlR70EYXMJGzo9HV1NTEqAdvcwTKxLIaWWLoqbW1tfjk0JVA6hNeb11dHfR5eF319fWxsbHBwcF5eXmiQ0552NXV9eHDhy9fvoDX169fv3v37sePH0h/PX782N/f38bGhr6XpPbEHroPxAmJ/YwdOZt4g4lnRkZG+vr6ixYtAgRk/eRD5P4gg822BQsWzFdcyjwdtIEzOQq1tbWB16JFi4ianIPQaGnLGRkZGRsbMxiwtLRcO3RxGpJyIVUJwmBPCFGUKs136EIPNSoqqr6+/uvXr3/OHLloUpSXl8MZJ4CTkLLcAXtEVVVVyuY5c+YQ+TnvOQvU1NTgZKqoqKxYscLGxsbT0zMyMjI+Pp6l+5ycHFRG4IXW19fTaqfog/oCH5DWKKgClFeuXDl16tTdu3fFKpHuF2PsR48e4VlCQ1X+IzHyxo0b6GlXVlbSfU1OTg4KCrpy5Up9fb3Y8T19+hSPNHy1aViQhzHh6Ozs3LZtG2QbhNmJ6yTycgbBWVWyJIhnYE5IE1paWvLey7oHsY1zTVkKCKoEWACIfhjlJ2xYIqgsKZFvkSOuXr2aX5u4a2FhwUPCeJ4eBCx2BwcHZA2cnZ2VqJIVCjH3hHYlqX1NTc3379//Bq/Pnz9/+/btwYMHRkZGkyZNmjZt2syZM6mHf/vtt3Hjxv36668Aa8yYMb/++uu4ceMYwU6bNm3GjBnjx4+nVTF16tRx48ZNnz6dIRp9mokTJ06ePHn+/PkrVqywtrYmzEIEgC2+f//+3bt3I3vMKE2kpvft2xcbG3vixInExEQWaa5cuYLyLOMzBBQQJ0dfFK8v6gZ8fum6Ia2BkWJlZeWZM2dYOCaBE/7006dPUcsBT4ODgzx+379///Dhw/Pnz+3s7BCSMDExASgEp2VDFwcQrXASBiIWIU04OTLeJvci/ANQZSkgaBuGLTkEqU95qgkHJPtyHBsYGBgbGzOzWrNmjcALGR+BlzJ5Z6y+adMmpLiUi/jgCfo/XG1kR/z9/Vkwqaqq+hu8RMXkzp07urq648ePV1NTmzlz5r/+9a9ff/0V0sjkyZP//e9/MyPizwkTJowfP5756+TJkydNmjR37lwVFZV//etfgG/atGkgcvLkySoqKrCapk6dqqqqyvecNWsWmSz5x7x582R4Qr4pEwms1zw8PGxsbGxtbVHz3j10sdQAx1ekpm/evMkoiW0qdPSys7OhrGVnZycmJjo4OOzfvx83BgTrKBroViBf+Pz5c3F8efnyJToJSr4Nb57Z0IXo0qpVqyRogTC0J6gxyVNpYfBPZmZmpqamhoaGdA24CYsWLSIJoxKkbcEnpRMxb948ZetBikRdXV0OX44ddXV1fX19hrwk8mwDwO+Aw81pCMiUCxOoNiPFQN8BeRtpOWG9yIAoLCyMWdyfXXslwnp6etLT04uKivLy8ijxaJoj7iPa9GJcCB9SWEfsfYSGhrIOhLYvUwIG23v27Nm3bx9LmMQnfJfgKjH2xvpKbD7YQaBljwaQGHkw8BZZdrpohYWF8G1EY+Lhw4eYcJNL3blzBxhhwYJwI+Uhxjg4d6BG3tnZSeLPkm1bW1tDQ4M48SIlBDfEz89PVi3gw6GLBrmZHWtltUWTGb6riPKxGcX8mMEAvgLYa6J7iFkdZGsAbWRkRBYFV1boQHyZBCr6DijzcBGcoKkRyRjJ82UkYVBxqBm9vLxgvkCUgFWKehQ9VZYfmTX/QuQXNs63b9/evXuHITQSmllZWfn5+TBe8LKnmYm0puwY3rt3jx4BhRvei7SsxLoM86Pi4mK8gPin+/fv41rDCpBYzlIH3L17F+6NKLYj5ssCMToIEPClK8v3Kfw/hL3nW5Vnuveff2LvPfuZyczkyJ7YoonGJCYxxW4EG4qK9N6rgIBU6b33shYseu+9g3RQepGmNAFp0m08Lz7JPWY/M7/feuHhzrAR1jrv6zrP7/ktNTVC6gROQyx3QdSEnRL/v0Sd44EIOMI/gUFofX19TU0NI2pLS8vg4ODExASnneCCPjAwAKAvEHs+ZL2iUqGPFF70nULsNAt1jJ9YuvM1Q0ND/f39gsci07FgWsZY/fjxY8H6QMg2Ez4dwQYcdUJjYyNSK8GflqYWv7R/+RIU8CCI/KM0G/ip0nLwmfLx8T/9wVuVy3F0dNTW1jYwMBCYSoiPw4EXnhBbceg3eEM4OTn5+PgQ1sVagJ4JM21qGatVNEIcYKhDEX9DriX+XQiL5InnjueUBinGGxLzdwMDA21tbbAZqLr37t2DIaOmpqagoKChoWFsbCwnJ8fSBvATvAp4mqbkxo0brG/BS+HIS0lJgQPdvXsXfEtLS8vT01NJScnY2Njd3R1WLZtQADlm2A914f39/eRwcxZCaYR5hrf5/Pw8yfCLi4tCPBvEWiGylPXUy99fi7+/+EqgYLalH+7j2ZwiD4a4C0rM0gwIRtiD4THLXwR4mR9Y+J48OePj4319fR0dHUhNharlHYA3MDQ09M/ea2dnZ3Nzc29v7/nz58KS0sfHh0Qa+IP5+flpaWkxMTFQcoOCgljvEG0MsxvJCoZKVCEV5uHhgU8Q5RUeHu7r6+vk5GRra4uUFL6rvb09Fw2XC9IPogyxf3Jzc0OwBVgMvidYFIG+2NnZESlCbKC6urqxsbGCgsKVK1cUFRWBi2/cuEHmCFUFgQ6/XTqq69evs8tn80NdSktLa2tr07Hdu3fP1dU1LCyMqKLq6urm5mbuYoJbR39/CecQiyyk5IJC7kMa44dlwWEGKUhgfwjpzEIiOC9hZy9kyXLIEWjABgyDBfZaH36f8fHxkZERzsgPf2C+J98W5z3OMKh16Exx74UECxWvsrKSw6yiouIjYZkt+F9OTk56enrie4FdWGpqKlGrEDzCw8MRqEDz8Pf3x14MRx388uiiBMs4DIYFp243NzcItTSJcB0FPQgeO2zmWcs/ePDAysqKHoWjTjjPBDAGn0jByM/U1BTKKP0HRaOsrAx9GZxTUVHx5s2bDBD018A/9DEsdi5dugQ0f/PmTVofY2Pj5ORkOkVOdB68jo6OiYkJrhtusQ9PL+EDE17CXcm4IJxSbA6oLeElcDeYbQVHFkFQPvjH18AHLyHCcmJiQgh+EyyD+OLe3l6mmYH/58U3ZFEryBdY4MKU4TakzxHIw7QZvy2FgKTp7vv6+uzs7EJDQyFXpaeno7pEiBYfH8/qELYa7j/Q1ujHoUqGhoYiFUdTEBkZGRoainoJIjYSAC8vLy8vLyqMy9He3l64LlEKODk54aqAvy31xCYVPxmGZ0jJZmZm0HNZOQs+lFQPBEBVVVVgKlpjOTk5TjKqiluSQV2QlBE5CFVQSUkpIiICuU58fDzAG4Bwb28voDGTAd7BdEgcZlD+CWAbHR0dHh4mm41GDXY/l5cgpPtfrw8VK4LlYn9//7+UBfA9P2QZcVY9ffr0w1zLD4+r/+XNIVQnPRx4dW9vL2A1kx+Eg7q6uqKiIiYtQU//EYgOr62trZ2dneHhYVdXVwHgj4qKIpQBtT6ap/DwcEH8iAUPwyOlg5lleHg4lnaCtJIGztvbG/klrHzI4xxsdnZ25ubmQiCFYEHN0h7UTl9fX01NDWMLBIaCix9CcIgimA7j33T+/HnuNejI6Cjl5eWvXr16584dfX198lDZTMjIyIAjsBhhtucL0JYpKyvzhuAjD3sWXQmaJSA0wZeaRpjLUTAYg/PIlTQ2NgaNjMuR4FLh2BCKjFOKy4tRQGChIb2E37GysoJJrJDrtrKysrS0BNHj6dOnwM7C8SlMD2Qcf2jYQQnykxDCQPQGKXyVlZVENJSVlWFECtrAIo6gq4/ev3/P2nHvd3/okZERxkvIDr6+vngHUEbR0dFhYWH0WOHh4YGBgVQY5rwE3YA10Pi7u7tzMtGmREREuLq6Ghsbw9EWcuS4SbHGhEKOsE5bW1tbW1tYb+GzQKelra197do1TU1N+K5Y+2lra8vLy6Ojt7S0hPQBusNpxNStqKiooqIiKyuLLExKSurDJS5UR6yUYAOfP39eQUGBO/TOnTs5OTmxsbHp6ek4vH/ozNPS0iKk+ZGohVsdtwl7LboZLHoEi02kvFyj9FLUEIccAajLy8srKyvcbmQ7EPW9tLT0YTP+4aywtLQk3L9dXV2CsJQjamBggEuT7MuhoSEhdL27u5uTeHBwkOwgwuRZ1gmRokAEnF6A2Hie/xb68u/KCxI3mbysweGUou6Njo4WHCuJCBVGAURRgtlBSEgIpxqaO6Cv4OBgFB+cWzjrxcXFYQ6NQxD69JiYGG9vb04j7DZ9fHxyc3MrKiqwQKKAtLW1NTQ0ZGRkyNVC4ozRsoqKys2bN9nG/PLLL+C0TI6CGIZOH0QbRg0uqRcuXDh9+jTQvIaGBq3YrVu3sEfLz8+vq6sDXRNis3gBAQBboOllDc+Ci9sNAuPIyAhHGp80hQg4R2Cb0O/jvrm6ukpUG9MAq/f19fXl318rKyurq6uvXr0SYgMFOmR/f39TUxPrfyhMnIg0XlCVhFOW/yiEaiMy/TDcCac+uFLgSuBQ5eXlRDTk5OR8JFTV/yov9JCCbUFYWBgG9NhVBgYGshgX7CsE12dKCs8WEqABVGF6UVKoWUJCQkQiUXZ2dm1tbU9PD2TRpaWltbU1nlEYV1NTU319fXl5eS0tLZOTk4uLi8vLyzyvz549Ky0tPXXq1J/+9Kdz587B30Xzqauri5MRi+cLFy4gejlz5gzsgMuXL9+8eRNzm5s3b3JKXf39Jehkzp49C8CtqqoKkevOnTv43ubn5wNGCOIUmLrkNwkrfHperMuGhoba29vr6+uZMeGccUiw4MdWGAPYwcFBfO3Qz3GR0cDRWi0sLAhN8+bmJrSO3d1dcqvfvXvH2bG9vS0A5uBqAwMDYA2CPoUuDeI47mg0Ye3t7VVVVfBc0O982MiDSkL8ZGaEn1dfX0/Q2L8or6dPn3p5ecXFxYWFhXHB+fv7R0REoBnn9MIzA2MWloOUl2A0BWzh7++PTEhIm/by8hKJRPn5+ZjbjIyM8ETS9u3u7pKOQe85MDAwPT1NM0GS1NbW1qtXr9BY83Y8efIkMzNTVlb2448/Pnv2LBMoHuCCqYuenh7c7hs3brDoZXK8desW9kkcWoyZ4BQcZrKysqyBr1y5gkaD1j4lJYVEAt53MimQyjGf041RdiC3Qi4BEYI8/WCSJDBy5tH3wLYVzFTY8SNFmZ6eXlxc3NzcfPPmzdbWFsfV9va2UFjCDoYXFQbf/c2bN9vb21ypa2trz549e/z4MUipsLEgj0LIDCDJEZUDjvaMhHRdCLcgXKGx4PIVnLA+EsB64S+UF7lZWA6jN8eAmiwxVNqxsbFsoBkMqScuR5CL6OhowXEqJiYmMzOzsbFxbGzs5cuXu7+/PqwYsjC4wru6uiYnJ+H0bW5uCgl4XCjt7e0lJSWYAxQVFeGSUFJSEhERQXevq6sL3w3rIgUFBVhrOLlxJrEkYTBUUlJSUFBg0cvuj9elS5fwurl58yZEPHV19eLiYny2BYUcm02M4zFZKS8vZxlAbeGOUVlZCa4tdDAY/hCTziagvb29p6eHEwsCCElbCwsLq6urYJPMYeCfJInwfFJefI4AAljKC4zRD9kxKysr4+Pj9E+sUh4/fszWFaow8FVpaWlxcTFRDEQPIZNkKZeXl0foWl5eXnZ2dmVlJZXKtfsvymt0dJSSCgwMpCwSEhKIdSgtLU1PTwf9woaeL6C8uBCBVYWU0Li4ONaRjY2Nwlvz7t07phtSMIgjGBoa6unpYdMyNDTEQyl0sgK+197enp+fHxERAeoRGRlZVlY2PT39/v37zc3N+fn5xsZGdOFaWlpA+UpKSrRTKF2hwINscSdCShEIKkLOlLS0NL387du3IWxJS0vr6uoWFRVhT4p8HFkUW5GUlBRItuhNcnNzsQZhJQrxtbW1lVsGZB/YE8ItuNT8/DxsIsa38fHxlZUVuMTcM2trawCnq6urvJ9CebGAoevijYV/u7i4yLu9trbG1fn69eudnR0ouLzDra2tAKQEEH3oukDgrRCJhRcwchs2v2RUkaLd2dkJpPfPpZBwkI6Ojnp7e4PL0+CHhoZKJJKKiorOzs6ioqKcnJzc3Fwk1OSaJiQk0KUJ1ngYpDBaSiSSjo4O1prb29sbGxt7e3ssIubm5iYnJwcGBtra2mpqavgMBgYGKMSNjQ2ypYaGhqampjo7O0tLS3NycpKTk6OiouDsNzY2Tk9Pb2xszM3N9fT0zM3NvX37dmBgIDQ0FEIcW2RNTU2IKLTzgt/pr7/+SrNPQ4bnm0B2AFPl0qQib968qa+vn5mZKZFI0tPTiaDmk6isrKytrcWYlOqB/0PGIlsjloD0wvX19SxVydpl5GRIRI/JEPfs2bPV1VXhWNrZ2ZmZmeEKGx8f393dff/+/cbGBjcj8Pju7u7a2tqLFy+eP38OBoGMYHZ2ltU+yyXar6WlJR7jvr4+NrYVFRVlZWUsEOvr64uLi4W8cwoLOjuy09TUVA5vgVtQUVHBr9nW1vaH8uI5oLx8fX0J+gZ/d3d3JwQwNzcXqzEshznDYmJiYDfgIi7k8MbHx+fl5XV3d1MuOzs7gv8RsVBPnjyhc4SMn52d3dfXt7CwwPNHQEZPTw/BqsABDKrUVkJCAvcCErGFhQWsBt+9e9fb22tmZqaoqCgYpMOVu3LlCgeVlJQUFCtIMlC1QC64IlGSXbhwgRaNAfPKlSu6urrwR4QECrouSN5UknDlCSKo/Px84cPjnCsrK0MKAMlb8FKkeccUfWpqan19nY9mY2Njfn5+eHg4KysrISGht7dX+Oy2t7ffvn0rdF27u7vEN8Nag3bL8TExMdHb27sRU8TaAAAgAElEQVSwsPD+/ftXr14RlQpstrS09PLly8ePHz969AiJA619fn4+9idk8dHFV1VV4eaXnJxMmhohRUKs2m/lBUVu73cdx97e3tjYWFxcHEBDeHi4t7c3tCp7e3tPT0/gA3IfWBOJxWIcb+j0AwIC0tLS2tvb2eBubm7u7Oy8f/9+cXGRc2t2dnZlZWV6eppYtoKCAkJ4WQxj7AYMiPV8XV1dYWEh3utctW5ubr6+vsnJyR0dHRTryMgIg0JnZyfJJSsrKz09Pdra2rKysg8ePCD99dKlSxTWuXPnBCNdSgo+N3Y30FHo68+dO3fx4kXg1qtXr545c0ZJSYm4Q5oEXDC4ARsaGoT8JgzZCKNjriwrKyPrkJ4MtTBnGERtJhUyHJ4+ffrq1SuOovX19ZWVleHhYXa+6FQrKir4vLa3t7kiBXRpdnZ2ZGRkZmYGAvebN282Nze5ENfX19mC05ZtbW1x4E1PT4+MjKytrb1//35oaIghERcZnnwYJUzK9I7V1dU8OdnZ2TRh5eXlwBMCQPPRh+cWf3n69CmnEVmeZEVhrOrt7Y2pBO4rOPiwIAoKCoqJiQFpHBkZ2djYeP36NdDf3t4eqtTNzU1C7cbHx5mYsrOzqdeYmJjs7OyZmZnt7W2eUVTdlZWVbDxxJHNycsIdz8fHp7i4GMy6r6+vvb29uLg4Li4uJycHG6ahoSGMgM3MzC5fvoylwt27d6kSqKQAWtyD58+fl5GRgUbBehtgjChG4esvXryopqZWUFCA2wwXX1ZWVkZGBswlUB9UTwiAMzIyysrKBI9FyHPg2ozPwGbsYcCllpaWhHLZ2toaGBggcGpubo6LD6rF27dvObRAJVZWVmihmpub+/r6IHOvrKxsbGwAjIGHvXjxYnBwcGlpiYFpY2PjzZs36+vr9GdM6KOjo0VFRXV1dbRWgrMafRgWMsQCQ4uqrKwsLS3lFCdmmqXFPxkTglZ7cHAQaygs0cHoAVSx9RE8FLGPotMKDQ2trq5eWFgQviGHOVc7vIDFxUUw5SdPnhQXF2dmZiYkJISGhgYGBmZlZY2MjPBLPnv2bGBgoLm5ubCwEFtXgpzz8/Pb29uJU9zY2Hj16tXu7u7o6Gh3d3dUVJS9vT2+ao6OjuyYJycnh4eHkQNpaGgQP4aKQfDcunHjxpUrV06fPi0lJQUeAQseyyT234L/G24RTI4xMTGJiYmk1fH+IqGjeSCzE/Ylnt7QzqgS5vmWlpaBgQEgVuAx9Adzc3N7e3tLS0t86jQ0i4uLHFECyrWxsbG2tsYWaGRkhKsqNzeXGauxsXFra2tvb+/FixdEcQmJgvPz8+hWNjY2dnZ21tfXqWOOAwJK1tfX29rasIrp7u5+9OiRMEXy5NBxFhcXC7d/dXU1er7BwUFB9/CH8uKc7O/vZ/0ssG5IiOXKB6EgORZzafCw/v5+juJ3794tLy8z7gGKCs/lwMDA4uJib28v1A4QeSzRh4aGkEjgPvL06dPGxkbSlzIyMqqrq3lMmXe2trYEhHB2dvbly5cDAwMhISGKiopqampkY0VHRxcWFra2ti4vL/f19enp6cnLy1NeghRRwClOnjyJqdWHMyMoK6MAuOuvv/76888/q6iolJWV0YBizMkYzwAPSsJV/qGbQVlZWX5+PpOm4GyNbgqhb21tbXd39/Ly8oct1OPHj1NTU2mztre319fX4XuiGqcBEOCrgYEBgIbW1lbuAaLBmRxB8wkfmZ+fb2lpmZ6eXl9fpxve2dkBy+B4Q+bJwqetrQ36IXcitHK6GmbJ0tJSPLBAmCGHsn79Z3khR3v37l1fX19oaCiUZRCKqKgoQA66+NjYWG7lqKgoX1/f7OzsZ8+eMRJzYqEWnJqaGh4ebm1txRsiLy+vvr5+fHy8o6ODHyU8PPzevXsBAQGDg4Nv3rzZ2NhYXFwcHx/HGomk0/Ly8tHR0d3d3c3NTYZqmjMGH1YoLS0tz549W19fLy4u1tbWvnnzpra2tp2dnZubGx/806dPy8rKjIyMFBQU8GlmDLx27RoG4D/99BMKC/4jZ5XgfiAtLQ0V/fLly7/88ouCgkJBQQHPGHdHfHw8mb/wXZOTkwm+w2U5NTVVIpGQX0eddXR09Pf3d3R0QILlU+zr65uamtra2mI8fP/+/czMTElJyZMnT7gi6fHfvn0Lagjg3tjYyEEugD6cbXw9rf3Y2BhWZ4KDy+zsbE1NTWtrK8r1iYkJDrm1tbU3b96srq52d3dPT0+/fPny6dOnJSUlrBxAyLC+EvQyJC2w/mICg5ADkveR8KxwdL1//35gYIAZMDAwEDo8qcSAW/SznF4cLX19fW/fvn316tX29jaXPWy1tra2wsJC8pUjIiKSkpLy8vIqKyu5GdPT062trR8+fNjc3Cyc0isrK0NDQ42NjTjFdXR0vHjxAkRjd3eXQ5FAPHgHrPb6+/srKiowhGpqavLz81NRUZGSkjI0NPTy8kpISOju7p6fnw8LC+NAwlsBJIKo2DNnzgBDoO0hwOzcuXN8gaDi4qhTVFRMT08XYnVpD7BYzsvLI0kAp3hCCQjsxO0HzEJIxOUpKigo6OrqWl1dhdEJ/o4dQUtLy4sXL2he19bWqJu5ubmpqanW1tbnz5+PjIzs7e2xzxB2ZYKQbn5+nr14f38/CwPiLIeHh3t6evDfIzmVsEFwWu6c1tbWFy9e8M/RckE3BzyivJqbm0tLS8kcBbIXlmPk8XwEWMJjwV+Gh4cx5WJjLRaLucUI9YyJiUlKSpJIJGKxuKys7Pnz51tbWzRD3FnEmVZWVubn59OVR0dH485IHnNdXV1GRgY5ruXl5e/evXv58uX09PTq6urIyAg/HwHHjE7AGWQQLy8vLywsIL5tb29nfk5LSysqKqqtrS0sLGQX5uPjg1mBrKxsUFBQTU3N0NBQTU2NsrKy4JB2+vRpjigUnSyw6d9//fVX5IFC2Ce+I7/++uvZs2eVlJRIc2X1jjGuIG8BSabUaO25JZOTk2nn639/kbrFQDAxMcHxv7W1xS+IzWdNTQ2z0cbGBkPYy5cvoce0tbURn0snDjq9srKyvLzM7bGwsADAQYcHf4Z5oq2tbXR0tLy8PCcnp6ampre3d3Z2FqHAzMwMpyMEEJ7tsrIyQiGJfQQYA2jFcquuro41OZgoB1hTU9NHwiZBqDMmRwLrQ0NDgel9fHyioqLS09Mh0Uskkurq6omJCXCHV69ecakPDg7iR5Kfny+RSHjE3dzcBBYruFxqaurFixdDQ0MZBRYXFwGpeZpbW1sZkd6+fSswlojgo4fDSo5eB1IbByqfbnp6em1tbURExKFDh0AicPDq6ekJCwtDm3/q1CkU98hc+S+nT5+WlpaG1IXRA+JpZPhYNnz33XfKysoVFRW4LAPz4KjIbMizx72ZkpKCqWlMTAzOK6hCSktLi4qKEIl0dXVNTU3t7u7yNjIn4u/S0tJCz7S2tsYKaGBgoLS0NCkpycPDo6mpiSYMQg5btZmZmcnJSXKTZmZmhoeHCQWiGjIyMkCDuaAzMzPFYjExHF1dXazbQTSIRF1ZWXn16tXs7OybN28qPngR8A7IkpubK5FICgoKoBjV1NQA0+Tm5ubm5v4zS1vAJmZmZsjtkEgk+Ayy/CFr3tXVNTk5eXR09PXr169fv+ZaJOWV8ae2tjY/Pz8+Pj4gIACSoJmZmZqamoqKCua8wOiKior9/f3U1uDgYEdHB/aFZBDTSTByg4HxO3d2dpJ4A6Qk7CiEsyQmJgYT0ZycnODg4B9++OHgwYPXrl0LCQlpbW19+vSphYUFpIkffvgBGz6U0Jh8oIYVJKw//PADglXBVfDnn39WU1NjRsMDFnCVNzo9PZ0U+tDQUCw8ecDy8/MfP37M3VFaWtrS0lJSUtLZ2ZmUlFRVVfXmzRvB5qOpqcnZ2bm+vp5NIn0LtcUKHNvB6Ojojo4OjjrG897eXnos2IJE5wEuIuPDhQ+XtYiICPRRbA8jIyOxMkWQV19fn56ePjU1xbPNRPn27duysjLuerLcAVyAZgp+fzFOslz5jZAjlBd92NTUFEpDyBEhISFsFaFwxcTEtLe30yKwHVtYWOCyx7ToQ+XJ3NwcURfd3d05OTleXl76+vrS0tLHjx93d3dnbJmamnr8+HF1dXViYmJVVRWLMBax/GLPnz8fGBhgT9La2lpVVQW6SEnFx8cLoVpwyNgx+Pr6ZmRk6OjoIOs9deqUSCTq7e1NT0+/fPkyVoDY6f70009ffvml4EyJhBVJ9Pfff48HAn+i9VVTU6utrYVECUESR1PAwtjYWG5JuoiysrLW1taurq7CwsKcnBzed6LRWUH29fVxLe7t7VVXV7u6ulZUVHAhCkvGN2/evHz5ErkYFAkM+nd3d3kD6UchMzKrsmunSwkICECYDwXS19fX3NycOIWwsDAbGxsHBwfiYWJiYiiL/Pz8oaGhly9fzs3NMXWNjIwsLCywG5RIJFlZWZC6srOzBboOJBwQsj+UF4tSyuvZs2e4pdNVCKlaNPhFRUWzs7N7e3vLy8swtADr2KRCf6AD4I2AVylQrskSO3v2bHh4+Pv37xn9ampq0tPTo6OjGxoaPkQfVldXgcqmp6chITU3N9PVcSFKJBJQANLaEHYSnOTm5hYSEiIWi8+cOfPZZ5/98MMPOjo6aCp1dXXBJk6fPn3w4MHvv//+Q+9TXoIMmjb/559/FvTQqqqqdXV1gvUyRQY6yI2JwWxSUhLGLWwe09LSsCWDkF5dXd3V1TUzMwMWsLW1NTU1RVgJuw34Nq9evXr16hXlBWmC7p5Rml0h2jJMgfAWpeGDsC4Wi8lXQ2QVHx8fGBhoZmZGppOLiwvqQHwrPTw8IBtXVFS0tbXBLmQyZeTv7Ozk1ispKQHH585BfyZ4GbW0tKSnp6enp/+hvPj7+Pg41uRCeQk3Tnx8/ODgIDRIqCAAMEAyq6urELoRgrKUFQbalpaWiYmJ1dXV8fHxmpqayMhITrvHjx/n5uZGRkZmZ2ePjo7yY4BxEIsH1amtrQ2fpqKiIrYQAjMkNjY2ICDAxcUFCjVxTnZ2djY2NiUlJYaGhp999tk333xz4cKFlJSU+vp6Hx8fJSUltPmHDx/GcOXHD14ExiKx50L85ZdfuCi//fZbZWXlqqoq3PyRquNQTIQdqKZIJCouLoZVB5RKjAhe/KWlpf7+/sBOe3t74CzJycm+vr4NDQ17e3usa2jIeGMJF4eqNTk5ST+6uLg4MTGBRxBrTR5UuMh4E0VFRUE6J9LVzc2NZQwrFvRahoaGENBNTEwcHR3d3NxYaVNk4+PjiB+TkpLm5+e5ZKgqTLWEthJUor6+vra2ltXFHwg5HMjwvcLCwtgfc1EGBweLxeKKigqojxBK2YhxG7J+n5iYQG1CE8b2gN8f9i0E84WFBUh28/PzZWVlIpHI1dX10aNHXAc8lBx+s7OzGNBzqYNbAibFx8dzawcGBrq6ugrRMghxUTsiw9y3b99///d/S0lJmZiY5ObmlpeX+/r6sm386aefcPwWSkqw9hNMRxkC6M++++47RUXF0tJSVv6M2OwtoOiIxeLi4uKGhoaKigr8zEpLS5nXuC8KCgoiIiIePHgwMzNDGb19+7azs9Pd3b26upqTHn4zJAigxPb29vn5eZjNY2NjNCQ45lVVVdGJIlviUoazlJmZSRQ6ziL37983NzdnvYGaEG8SdXV1ZDJE3To5OaWlpeXk5IhEIhTtYGY1NTUTExOPHj3CC7e5uTk0NDT/95dA48Gy+Z9ce+4j4dgYHh52c3PDvxpwi36isrJydnZWQDgZWbe2tigvZMcopWpqavLz8xnl+LW5LCoqKnDYYsaJiIh49OiRRCIJCQmxs7Nrbm7mG8JN5QGFh8P0y6jV2NiI2zkLK2yuHR0dCcki4o94NlNTUy8vr4iIiL/85S9/+ctfrl69amtrm5aWxgpFTk4O/7QPDyfBlRSDSRxNv/76a3xB8EFVVlYuKyuD0/ZhvjDvGP07FGHc5KHaVVRUgAIEBgaamJhUVVWB9rH14/tsbm7u7u6y7dn4/fXy5cuxsbGWlpbd3d3Z2Vl88IaGhqBjDA8PP378OCcnR+APw0cPDg52cXGJi4uDr+vg4ODp6fngwQN1dXVlZWUXFxfc7U1NTZWVldXV1Y2MjAjsof4wg/H394c2yNBWXl6+tLQ0MzNDbjKoE309xxj8EYoM+u5HAlOW8nrz5s3g4KCzszPiY8gRCQkJ9Hp7v+/nWVRxJwLHPXnyBCAKKJXNd0REhLu7OzINHqlHjx6RaTA7O5uamlpeXs7JVFBQMDw8jOEFHDfe2dHR0ZaWFownmpqaGhsbq6urgZE4t9zd3R8+fEjOuZ6eHp4f6urqd+/e1dLSSklJ8fT0/K//+q/9+/efPXuW/CYsJFRVVS9duoQcjTaLYsLZG4tl3E3x8Pn++++5NzU0NOrq6ugW0A8nJydjvp+RkZGXlwcBBLiLsxbMorq6uqenB5yCWYoJpr6+3sPDA3Se/7K4uAhHfn19/enTp6WlpampqcvLy9CUcXCAhQzmlJ6eHhISgrm8u7u7h4eHjY2No6NjYmJiaWkp/A5HR0d9fX0NDQ1LS0s+iOHh4cbGRgsLCyUlJUdHR1dXV319fVRY+JRArIqOjq6traXNff36NVvzqqqqsLCw7OxsIm0F+pfwYkf5L8qLnDBLS0ueBh8fn9DQ0Ly8vKdPnwpfQ+uNzml+fr63t5ebmM4RETYxaTh7c/7l5eUhUmhsbBREzHt7eywr+THW19cXFhYERvmrV68mJiagojc2NhYUFMTHxwcFBQl+O7jQ6Ovrq6qqotMHINXS0iJiU0lJie7q7NmzEFb9/PyePHni7u6Ozuzq1avnzp2jvI4dO/bFF1+Q4vnVV19hZHrs2DFifzBB1dXVbWtrE9b5sbGxQiRiampqdHQ0Dy4LWfCtzMxMvK7RPjC1rKysMCb7+vomJibu7e1xJ7x9+xbODB1PS0sLqUGLi4tCj5Wbm4vkKyYmhotJIpEEBgbSGCBSDwoKam5uXltb29nZAUvz9PQElRDKdHR0dHl5OT8/39PTU0ZGRldXl1NfQ0NDV1cXlVdkZGRVVZWWllZtbe3ExMTy8vL29vbIyAhNMI8WLELWAGy4Qcj+4O/FB/zkyRNvb28XFxfMS3x9fR0dHTs6OtjMwBPi7+w+Jycnm5qa2EjCPcThiWi0wMBAzr/AwEAIdDim8q04/NiqCsPmxsYG1jHQBFCtACyhuHzw4AHGzOSp4Jh1+vTpEydO/PTTT3AfdHV1bW1ts7Oze3t7Gxsbo6OjdXR0mATNzc2bm5uHh4d9fHxu376NPTF5Uj/++CORAlgxCuV1/PjxkydPcrzp6elVVlaSARsfHw/JDnEfdtTEX7LzTk1NDQkJycjIKC8vB57o7u7m3QbWmp+ft7KyioiI2NvbY7XM5MR70tzcHBQURBQ8ZHGRSFRRUdHV1dXa2pqXl8c9mJOTIxaLg4KCbGxs1NTUHj58mJCQ0NzcPDg42NDQ0NnZubOz09fXR235+vqGh4e7u7tHRkay9V9aWmpra9PU1Lx7966bm5uBgQF6Zg0NDRsbm9jYWJw7BgcHWRlRsq2trWFhYfHx8XC+ExMTEawLN1JRUdG/LS9bW1s/Pz9PT08vL6+SkpLp6ekPkRioIBxdnZ2dKSkp/v7+Hh4ehEEQyoDmMS4uDtS+uro6MjIyNTW1v78fXhvL6eXl5ZcvXwoPKy5tOzs7s7OzqGVmZ2dra2szMjKCgoIInTc2NlZWVgZwv3nzJsPdr7/+evPmTTU1NScnJ6A/UrH4kTIyMkQi0d27d7/44gtZWdni4uJXr14lJCScPXsWSAKKBFFwx48fx6SUOAxSfYQcAy0trbKyMp4ZgQ+NNBkKYXR0NDyiuLg4NieAnHCkhP0stdXS0kKwBfwZSLxs+vr6+oKDg21tbWNiYpqbm3d3d3t7exHu1tXVpaSkBAYGElbg6+uLnxs+sZ2dnYuLi83NzSzai4qKiOjCjSwgICA/Px/gJiEhobS0FBGNiYnJDz/8oK+vTwSVpqamnZ0dD/OdO3fy8/MFNYDAPufahTfBAgBH0urqavr9f5aXwKbt7u4WTi9ck1BV8GUbGxu0BXNzcyMjIy0tLfn5+UlJST4+PuRjgeDhBiBoOnx8fBwdHU1NTfv6+nhM2WOAvvLrIbcaHR19/PgxguOxsTHcpEpLS1NSUnAJMDY2xsoGj8mff/4ZWyVYErGxsfhAR0VFWVtbEyRhYmJCWJeXl9exY8e+//772NjY9+/fV1dXS0tLnzx58vjx4wIl9dy5c7hLMkh++eWXhw8fPnz4MCaghw8f1tDQKC0thTFBVjINFkgvGw4Qk6KiIsHJLDk52cfHp6CggEUFsFZ7ezsoRkhIyMTEBO8whICWlpbk5GRXV9fMzEyY8gCnMB0qKioSEhJwGQLTcnBwMDc3h+w0NTUlFourq6tDQ0Pj4+PT09MrKiqGh4dJ20NelZeXh2o1MjKyqKiotbU1Ojo6KCjI0tLS39/fxcXFyMjI3t6eDFSxWNzS0lJQUMAefWZmhgV8fX19WFhYZmYmVyGKFTQdkJH+UF78pbu728fHB6gQ/6q9vT26BAqL3hO3gvLy8vDwcHTYOCvBVAZyDA0NNTU1dXFxsbKyUlFRKSkpefHiBY8vB9XMzMyzZ88QMWM6hxVbc3PzyMgIrB5IbVlZWS4uLlpaWsT13Lhx48yZM7Bl1NXVXVxc0tLSkFKlpKRgG0YEIfZMZmZmjMOKiopHjx51dHRcWloaGRkxMzM7f/78N998c/HiRXhdUlJS2OliGHn8+HGqivI6cuSIlpZWRUVFdHR0YmJidnY2LC7olhzPZDSDZaenpwtxTg8ePCgpKVlbWwM3rq6uzsnJ8ff3F7QFnN9soLOysjw8POLj45G8lpSUBAcHczw0NjYSIo7IBTPimpqa3NxcyFhwjBnY8W3kOE9KSsrJyQFbHh4efvToUXFxMY5rsMoE7uvLly8TEhJQt7u5uaHdCAgIKCws7O3tRfa9sbHR2toaGhoqEomysrKSk5PFYjGrufT0dIlEIpFI/m15odP39vZubGyEgYTUCboIspyGhobU1NTAwMDg4GA3NzcPDw+iQIuLi1tbW7Gwevz4cVxcnKKi4qlTp6ampiDBwTaZnp4eHR3t6ekBi2dtkpaW9ujRI47Wtra2mZmZ+vr6jIwMEpbJ49TQ0EDDY2lp6enpGR8fT+hLZmamjY0NDiWqqqoKCgq3b99WUFDQ09O7f/8+dpXe3t5HjhxRV1fv7+9fX1/38vICdBASDHHdpci4JYnwJC7q6NGj+vr6dXV1cXFxyGjz8vLS0tJEIhEaE4EAnZKSEhMT4+PjgymmnZ1dWFgYvQvbi4SEhNzc3OfPn3M5QFne3t5mO+nt7R0REfHy5cvx8fGCggKkDxxyOJFgOgLNprOzEzRbJBIVFRUFBQXV19fHxsaKxWKxWJyfn0/UYWho6MOHDzMyMoqLiwV7ktDQ0Li4OIE3xhZofX395cuX29vbSUlJJiYmuLJBA87Nze3q6nr69Ony8jJ1z9YVoDs3N5dOH4LuH+iE/KWnpwfrQBsbm5CQEFi5UBnZcTKa1tbW5uTkQE9AnAPEjDfLxsYGK535+XnGzNraWmEyGBkZQQ2LqUZBQQG8YZFIFBoa6uXlBaJLglVNTU1CQoKurq6Tk5OSkpKUlJSOjo65uXl8fDxkksrKytjYWBcXFxBCbJI0NDRu3bp1/fp1DQ0NpNuELMfExHz33XdSUlI1NTV7e3suLi6HDh0SrMIvXLiAygNqF6PiN998I5TXsWPHDA0NGxsbuRkhbaalpWEwm5CQkJiYSOx3dHQ0TYyjo6ODg4OFhUVcXNy7d+8WFhZevHhBRAieBmNjY5QXqWyInWCzbWxsZGVlubq6xsTEQFPGVgktQmNjI9hHR0dHQ0MDOxnAJ8JWJRIJKhuJRNLQ0JCWlqampubm5iYSiVBqICXs7u6m7tvb27FamZqaGh0dRSLf0NAgIyNjZGRkZWUVEBAQExNTUVEBh+f169d1dXVisZh/jsJlF4ye5V+Xl6+vr7u7u4ODg1gsBtMHjODx6unpQUr1+PFj9urv3r3jWBI6dET6IyMjgi5lYGBgbW1tdnYWLAe6Jogz+Dt+4yKRyN7ePjAwED9Ef3//3Nzcuro6HR0dnCzl5eV9fHzKy8tJE0pJSUlISPD09NTV1VVQUCDN+urVq7jNKikpycjIKCoqGhoaktIdHR2toaHx008/iUSivb09e3t7Mg1//PFH9tlEeMJTPXPmDJGDhI2ROqavr89qDxZ8dnY24DNTpEgk4gx2d3c3MDDABIofoKSkZHl5eWpqamBgoLOzEw0Fa4+VlRW2ijgO5+bm9vX11dbWcvyPjY3RS7Bh6+/vb29vB6cViURYr4PcPnr0qKamJjk5GbAXqjroCcnRqqqqXl5eVAD51OXl5XAOoArW1NQAo3R2dmKRMjY2JpFIgCqcnJwiIyMzMjKg7mxubvb19bGdA37nd+eRS0tL+7flFR0dHRAQkJ6ezsaeTSrKOEyFwD/oyXD7fPHiBWYYglS/r68PP7SVlZW6urp3796trq4yAbW3t9fV1QGVYXRIijajgKura9Dvr4iIiI6Ojujo6B9//FFGRiY4OJjrv7W1FW6Cs7Ozjo6OioqKkpISan3BAg4LZHSOhoaGvDvBwcEnT550cHDY3d11dnY+e/Ys0AP5D1jDY/ElLS194sSJL7/88uDBg4cPH96/f//Bgwd1dHRqamrQOXIVQoyDRRgVFRUYGOjo6GhhYYHBIi6Knp6em5ubi4uLyA+bmprgI6DMWV1dBfPr6uoqLy8PCwsLDAwsKioaHx9fWFiYm5tDfNDS0gKRsL6+Xk/TA68AACAASURBVFCHQ/aHXlZSUtLe3g5xA8CTb8X6Pz8/X09PDzdJEpPT09NnZmba29uTk5Pt7e0jIyMlEgn8Iti/7e3tOKno6+vLy8ubmJggqwYiXllZKSgoCAsLo9kiHz44OJj07ujo6I8+ZHoxOba2tmLW5eLi0traymKRe215eRmkgMEBCR4n9tzcHD5VeFM9evQIk4La2trp6enx8fGcnByA/u3t7efPnzc3N+fm5iYnJycmJrL/EvgtBEVzO9va2oaEhOTk5DQ0NEhLS3t6ehIKxFKIZbaTk5ORkRERbqiALl++fP36dcGdW01NjSRVBweH0NDQhIQEKSkpU1PThYWF9PR00AfieogWI+0XzjQHGPPj559/Du5VVFREKLhYLMZ3w8fHJz09PSYmxt/f38zMDAc8/d9fioqK2dnZ8A4aGxtx1ujt7UVwwfO5vLw8OTmJUtLd3d3ExKSrq2t9fR0yHBsRwbK6rKwMqAkzdrBNJgzUO5aWlrCnYM/GxMRUV1cXFxfr6ekxhejo6AQFBXFHww7CM1YikcTHx/O5YAHU0tKysbERFhaGL6Sbm1tUVFReXt6TJ0/m5+dLS0v9/PzgPTg7O4tEIhobkUgkEon+UF782dLS8vDhQ6SzbW1t2OZsb28jrca0GC8NtHXMd7SWJKb09PQAVQM5trW1ccAyk8MhYcWbnJwMOY5VSVRUFIMMGAerQ3d3d5FI1NnZKRKJMPlEjSORSCBKWFlZ4RonmETcuHHj2rVrCGJJCSBJ1d7ePjw8PDk5WU5OTl9fn7H0zJkzX3755ZEjR1hsE6xy4sQJQg8J9mFZREyJnp4ecxwm2fDCYU/4+/tbW1sbGBgQiKKpqamhoaGtra2iohIQEDA3Nzc6OsoRvrW1RSguHf3c3BzvcFlZmYuLi6ampp6eHidcT08Piufi4mLKKD09HckkxKyCggIqBhkE8yNgkEQiQTAnFovz8vLi4uJ0dXWTk5Ozs7MdHR0rKyvZZgIo8D4HBgYSISASieLj43NyciorKzFav3nzprm5uYuLC8dec3Pz9vb2s2fPkpKSXFxc2ER5e3uTQwA089GHSY782dTU5Ojo+ODBAzc3t46ODiQeggJWMCgDEV1YWMBGG287nMeam5uzsrIw2AkLC0tLSxsaGoqMjHz9+jWsQ+Q9nF5JSUkCEQ8zMFII8Ie2sLCwt7f39vaG3o4kITo6mnWYv78/PBPBRIk4kzt37uBYScGRuAQYHRYWlpKSgmgbxzY5OTmWjPz51VdfCbF1ECgAwL755huWRXp6euXl5fDvIiIisBJKSEjw8PDAuROfRA0NDQUFBXw6NTU1fX19l5aWxsfH9/b2Ojs7JycnGdW5Gej32UgCk6ampg4PD09PT7e3t1dXV+fm5sLuhM6FWQi8N8gj+BfxSFdXV2dmZpqamgKqwS5MSkqyt7eXl5d3cXEJDg6OiopCiFFeXs5tK5FI8M/i7OEkA8GCDaWkpASXLiQkpLi4GDP9Fy9edHR04BcEgwthOgvrP5QXwH1jY6O9vb25ubmbmxvJMIiTSAVDO8BUCHCFhzHM/76+PlQDYrHYzc2NJNzw8PC2tjaRSISh0uTk5ODgYGdnZ15eHkcxFzbGdARVGBoa6uvrk/NmZmbm7OxMFDxQTVJSUnBwsLu7+4MHDwwNDZHIYr4lGN3gr4SVEqlx+vr6Dx488Pf3l0gktra2srKyTU1N29vb9+7dYyr8/PPP6bGOHz9OQiKjIlz7kydPUoJ6enrwvQCNQfgSExPt7Oy0tLTU1NQIOUfnLeTUhYeH010sLy/X1NTk5eXBmUOCMTw8XF1dHRcXBy+ZQEmGgMePH4OD+Pr6isXiwsJCNk7Yh7D6ZCSKj4+n1Kqrq0UikYKCAvtHQtrNzc3PnTtH6NOFCxdcXFwgaSGp5WiE64wfIHXJnufJkyeVlZXoZYCUExMTBwYGUKQ9e/YsMzMTbyYkUrG/vz4SvHHATt++fVtfX//gwQM+1CdPntBysl5cW1tjhIYlQUYr1oxCYAR83KioKAcHB/xzAwICgInLy8t3d3efPXuGOxz7aWYIWj0bGxtLS0sMVPX09Ai3oUA9PT1zcnK6urqAMBITE729vZWVlWnqcRz5MK5HSkpK8IJjotTR0QG7j4mJcXV1vXz5cmFh4d7enoeHx3fffbdv3z6CmwnYIgHp+PHjR44cOXHiBGwc6DoGBgaVlZXgQBhgR0ZGsiTQ1NTEv4n8PQYLNTU1NFHsfCYnJzs7O+Pi4mZmZhiYxsfHGVN8fHyqq6sRkA0ODra0tAA3dHR0wOIHWGI9gDERtsgQiTFNjo6OLi0ttbe3V1JSsrCw4BZydna+f/++jIwMv9H3339fUVGBBTD8PHhTSUlJERERxA9AcklLS6utrR0cHMzOzmYRvL6+3tfXB1/Dy8urtrZ2eXmZhTrmFzz5v0W1f9jUYzJWW1trbW0N76e7u/v9+/egDEtLSwBar169Qk/HhIivf3d3N4acwibfxcXF1NSUZlAsFtfU1ERFRSEChj6PMQkuKZBqjIyMcH7DWldXVxfgNCYmxsjIKDU1taurKzExEZ86Z2dnAnmxpxdMKwnm/PXXX4XIwrt37yorK2tra9+/f5/h0cvLS0pKSiKRvH371t/f/9tvvyXX7ciRI7Twn3/+ufB/fvPNN0TYQTk0NDQsKyvDkFEsFsOK5ujCpO7atWu6uroUFn6cDg4OMzMze3t7+KN2dHQEBgYWFhYyjI+MjDQ3N8fFxUVERAwPD6+trbW3t7OsZKFZWlpKI5GQkIAzAz4MMNTR08NuwJhILBbLycmpq6ubmJjgaktdRkRE3LlzB1+ghoYGLLgQWLN2w3OZkiWCrrCwsKmpqbS0NDw8vKqqqrm5eXx8fG5ubmtrKzk5WV9fv7e3d3l5OSwsTIiKYluD4uE3GS1/MgxWV1dj8GdtbU15kc4gaDWFJTRe2bgzIv/t6+traGjg1vP397e1tSU7IyAgoKamxtfXt7+/Hyn60NCQUF5E7dna2pLcRAqLoqIiF3RwcHBsbCwdwNjYGB+tsbGxgYEBtXXr1i2U+7yE+DvBMomMQk1NTQsLC1dXV3SXV65cCQkJefHihaenJ8FsQA+HDh2iAzty5Mj+/ftJChcS7U6fPm1sbFxYWMicCxTs6empra19584dog9v3rxJeamqqsrLy8vLy4eEhECSo22tqqqCM1NcXIzBfUdHR0ZGRkVFBQbP/f39JSUlubm5nE8sXujQadU58rma8YJkcRIbG8vVLy0tbWhoeP/+fRcXF/qB8vLyzMxMaWnpc+fO3bp1y9LSsqysTLDzSEtLg+cjkUiwOEVojlUnzG/ByKSmpgalBRSjqakp2D5oDYF+iGj53+W1s7NTVVVlaWlpa2traWlJeWEbzAiNfzovDjDKC8fs/v7++vp6QUDr5ubGttHDw6OsrMzHx6esrAxZlVBesAK9vLycnJzu3btHYJi1tbWrqyv+A5j27uzsrK6uzs7OVlRUBAYG6urqamho0GZdv36d8B+COTm98LJnz3P79m1WsxYWFvh6+vv7y8jIeHt7Dw4OPnz48B//+AeRlMeOHfvyyy8///xzIaTyiy++gE4Isn/hwgUTE5O8vDwXFxd8ZVNTU1mGqqiokIBEfjtpRfLy8mpqasnJyXhD7O3tTU9P5+fn+/r6+vr6tra2wlkdHx+vr69HrIEGlcitiIgIAk3QM0Pcy8vLi46OZrQnag7fWmtraxbt6urqt27dIigToxCxWAyv8Pr168bGxiiCyExoaWnJzs52c3ODnINAA9YDStL8/HwvLy+JRJKZmRkZGYlJbHNz8/r6OsFyq6urxcXFTPGwfQR35o8+tFSkyGpqaoiE1NXVra2tffPmDcSYvb29tbU1YWCcnZ1FZwERG9dXfPeZXKKiovz8/MzNzcnJTUpKwlLm3bt3qNf5MlRJQUFB5HEgjXRycmKWLikpQayCLL2/v396erq4uNjCwuLu3bsQmuXk5DCPoN8idhmjSjI15OTkBJUlXYWXl9edO3fEYnFfX9+dO3dIpTx06NCxY8eOHTt25MiRAwcO7N+//8CBA/RkX3755YkTJ86dO/fjjz/a2dlVVVWZmpq6ubmBAFtZWRGAamhoyKioqKgoJSUlJyenra1taWmZlZWFcnpvb+/p06chISGOjo5jY2PU3OzsbH9/f0BAQEtLy/r6Ot4TFRUV7ANgaMHqBpVghHR2dtbX1/fx8XFxcXF0dHRxcUGd8fDhQxw6HRwcsL2FchwTE+Pm5gZj5/Xr15ge7u7usjfkAqWsu7u7835/4QXBvksikaSmpsIcRuoM+rC5uVlYWEioD1mLXK8BAQH/urwgrevo6NCQ0gO+e/eOs/1flhe1hW8CQZAQPOCLysrKenh4pKWleXt7Dw0NLS0tdXZ2stMICAjAdM7Ozu7+/fsw1FhsDwwMECvX0NAA9QW5PSYURkZGbG9I3CR8+sKFC+QFnz59+uLFi2RwysvLa2hoQMuhYfLx8bl27Vp6enpXV5e0tDTlRTv/xRdfHDp06MCBA4cOHTpy5MgPP/xw7NixQ4cO0el/8cUXHh4euD/cv3+f1RkYCvOErKysuro6sUVycnIGBgY6Ojr29vY9PT2UV1VVlZubW1FREXfFysrK4OBgTk6OtrZ2VFQUMir0g1xSOFnQcuGphvCOPSYLAw8Pj/z8/MDAQJq/S5cu2dnZ8T9FRkayVifZpKamBktRGLP4VkBgmZ2dXVhYwDKtt7fXyMjo3r17UCG4iFgjIlFubGwcGRmB4zkzM5OQkMDxCWkK9oCrq+tvl6MAT7x7966qqoogO11d3ZycHB64sbExvB4oL+SHH5YXkSGtra11dXXFxcWQVyMiIiwtLWVlZaWlpY2MjKKjo52cnMLCwjY3N6empioqKoDdeURoQouKinp6evADGxgYaGpqKi4uDgsLQyJrZ2dnZWUVGhpaWloaHx+vqamJm83PP/9MyDTWI8CheJAQoKejo2NpaQmjnEXv+fPn0YZ8//33+/bt+8c//kHjRabugQMHvvjii6+//nr//v20+UePHkWR6+DgAIEWzbSTk5OcnJySkhK7TpzJtbS09PT08OS5fv26qakpPevm5mZmZqaLi8vk5CT7x7W1tZGRkcTEREVFRWtr697e3pqamuzsbMQd7DCQJAUHB7u6ulpaWkIDBvcxMzODRubl5aWpqXns2LFTp06pq6uLRCJ8r3CqWllZ6ejoQKOLMdPi4iLbcbZS2HwweWxubr5//z4pKcnGxiY5OZlVBDAYpNzKysrW1taxsTFkqmNjY87OzpaWltbW1j4+PhEREV5eXkQm/rZzFELI3759W1FRQf62vr4+e18yL7FE/1/lxWSLs09XVxey4Ly8PACY2NhYZ2dn8AJNTU0bG5vQ0FBVVVXSbFjaAyJDHa6trR0bG2N6b2lpycnJofcHaCWoEczCy8srNTU1Li5OVlb27NmzX3/99VdffXXy5Emk+hC2OL3ouOHkODk5YWLg6el5/vx5+AXcg//4xz/27du3f//+ffv2ffbZZwcOHADx4pL99ttv//KXv/z9738/fPiwtbV1QUFBc3Pz/Px8enq6lZUV7P67d+8SrSAnJ6ejo/PgwQNLS0uI/Pr6+pTX6upqcnKyo6Pjzs4O4Bb4TmlpqZWVlbGxMdam+fn5uKaBJIWHh+MRibbA3Nzc0NCQFa2mpiZZJNeuXUPjpKmpGRsb29XVxS5ucXGxr6+PPQHwLJEwbFmEQHvIdphyoXIbHx/38vKysLBg7ZucnOzt7Z2ZmYkUCs1Eb2/v5ubm5OQkgbQODg4Icf39/Qkg+0N5obsvKyvDYNLAwMDT0xNlAccpKjEEnITCjY2NERPS29tLJi3x1ZhaicXihw8fysvL37hxgxvK399fWVk5KCgIUKOzsxNXPsxFBS+J8vJykv28vb09PT1tbGz09fXv3bsHGm5qampgYGBpaRkbG2tpaXn37t2TJ08eO3YMyQaqsgsXLly+fJmbUVVVVU9Pz9LS0sHBwdvbOzU11dHRUVZW9tmzZ1FRUX/7298Ioqe8uCgpr++++05PT09bW/v8+fOffPLJX//61wMHDlhZWUF9bm1tbWxstLS0/Oqrr2RkZKSkpAjro6lXU1NTV1eXlZXFD7G7uxvdYkJCwr17996/f483BBEbDQ0N3t7eWlpa+N0TRIB/ExciUV/e3t6MPpqami4uLpGRkYaGhtLS0l9//fUXX3yxb98+LS2t4OBggNCWlpbe3t719XXqbG5ubnV1tbGxESHuxMQEoc/4UiPeZy/Z0dFRUVExNjaWl5dnbW0dGxtLzEpISAj7KCJFIIysra319vZaWloaGRnZ2toSgUiigJmZ2R/KC1lwcXGxrq6uiYkJJzyGIuPj45hNUl5s+2EwC/FMRBeVl5cD/YHI37t3T0tLi8mOU8TKykpaWrqwsHBiYgL6AClwuGGDDuPREBQUxHLd1dXVwMCAPoZIKaAscB0LCwsZGZlvv/326NGj7HC+++47DCyZGdXU1AwMDKysrLiaU1NTaS5XVlZcXFw+/vhjobwOHjxIOy9AEjDxkUB+/fXXBw4csLS0bGpq4oOH+3v37t3Tp08zxpIdyTqIlCtZWVkVFZWOjo5Xr15NTk4mJSW5ubm9efMGL1Mwxfb29oiICGjWLS0tmHhHRUURdBIZGUm0r6enp729PfG8AQEBGRkZIBEZGRmqqqpKSkrgC4WFhVVVVQUFBUQS4+Y1PDy8vb1N5769vd3f319bW4vAiVaPf5RlcUNDA1HiISEhKLKCgoJgCFZWVjLnMotsbW1lZWUR8M4BrK6uziVjbGz8B+NxaBFFRUUEcMrLy1+6dKm6unp3d3dgYADaFvcj5TU1NUV5DQ8PcwKhTobOIZFIRCKRoaGhtrb29evXz507R2qwra3tTz/9dP369dLSUlKD0C9gAo0dCECOu7u7lZUV4/e9e/c0NTUht+BSqa6ufufOHUL29PT0Ll26hPAVWSyMGllZWUVFRU1NTRMTEzs7O3d3dy4ddXV1f3//nZ0dU1PTTz755MCBA59++un+/fuh1Qvt1+eff/7JJ5/87W9/+/vf/37w4MGjR49+9tlnVlZWT548ycrKMjMzu3v3LqJkKSmpGzdusMAmM8vAwEBeXv7MmTN37txBNzs9PV1bW5uSkhIXFwcbYHV1laNldHQ0PT1dW1s7JSWlvb0dYSrRmVjIxMTEoPCzsrJSVVW1s7MTiUSVlZV8ZXFxMdx8qqqioqK2thZpa2tr65MnT1pbW/HQg8X6/Pnzrq6u6upqeqmsrCxcsbKysuAaoSYfHh6WSCRGRkZ+fn7BwcEJCQlZWVkMtkRzTk1NvX371snJSVZWVlVV1cjIiPuR3bGnp+cfygvGc2FhIZCgjIzM119/nZyc/Pr16ydPnkBlFrwnWYqRPYnJJRE0GBBgJRUXF3fv3j3cl3CQNzc319PTk5WVNTExefbs2d7v5l4kUDIbRkREkEDL8sDBwcHW1tbQ0NDc3NzAwEBLS0tfX19ZWfnmzZuKiopnz57V0dGxsrJSUlLCxwbInt6LnD1tbW1zc3NnZ2c/Pz9ck+Tl5YHstbW1uQo//fTTAwcOfPnll+BedGCcZ4cOHaLrP378+OHDh01MTPLz80kqJWsIZOjSpUuAt8bGxmpqasR/XL58mcE5MzNzb29vaGgoLS0tMDBwcnIS+TXLtBcvXhQXF6urqwcGBtbV1eXn5ycmJiYkJOC9TdSck5MTl46Li0ttbS3exzk5OQgMOzo6EOzDocDBtaqqqrq6GswIP/Dx8fHY2Fj2nhA54UUyqGKTVlhYGBYWlpubS+IkmZ4sWCHpu7i4GBsbZ2dnY4ikqanJPldRUdHU1BQCFfZYv620MfOkzjjryNtRVlbW19d/8+bNwsIChth4uTBrcK/BGKGvr6mpAectKSlJTEwMDg62sLAgPNbe3h79o4GBwblz5zw9PSF+9fT0YKoGi4Owd1L+7t+/b2lpef/+fSsrK5ifGhoarFnkfn9hPa+ionLv3j1lZWW8BX/44YeLFy/SeN27d49eDa5Ifn4+tzO3ubS09BdffPHJJ58c+uAlLIUOHz68b9++Tz/9FKD16NGjhw4dMjMz6+np8fLysrGxsbCwOH/+vLKycmNjo7a2NkFX+KMQicUW4ezZsy4uLpiW9fT0uLu7Y8kxMzPT39+PMDApKcnY2FhLS6uzsxM+TH5+PmN1WFgYM6+1tTW2P2lpaRAYk5KSSkpKAAiRuz35/dXc3FxWVpaVlUWKJ76QXV1dDQ0NExMTZWVl+LclJibW1NQQT8Z4SH6FRCKprKx89uyZWCxG0ACp387OTk5OLigoCFn548ePSaLQ0dFRVFS0tbU1MTG5ffs2dhX/u7zevHmTmZmppKR048YNNTU1OTk5VVXViYkJ6KbsgggMR1NA6h2secGwld8nLS1NAGnIg4EMGRoaamJi4u7uTqX29fUhaYcE4u7uThg7CAo4OHOGrq6upqamsrIyDvW8Ll68CIlZS0vr4cOHmpqaFy5ckJWV/fnnn3V1da2trVVVVVVVVa2trT08PNDPwAMbHh5OT08/evTon//85//5n//5d+XFpojl49GjR48cOWJlZdXX1+fv70/1I6J3cnLy9/cnp0hRURHnaVZSuErb2tqOjIxsbW21tbX5+flNTU3hoAHdgFnbzMxMT08PV1JUGBAiUCbHxcVhzs1dGRAQwOIFKB/OAiY5dXV1xN+ha2cqh1OOtbNAkWBxiSOLtrY2toFoQtPT03ETzsjI8PLyysjI8PDwsLW1vXr1KrMzMF5TU5O8vLy6ujq5YMbGxtx7urq6urq6HwnXokCayMjIUFBQOH/+PIeEoqJieHj4xMQEPxnyfJ68ubk5gIm+vj5Sbhh8SA3BxQRpPOe8SCQi2YGf9dWrVzMzM93d3UIt+vn54RYEKMcZZmFhQUg7UwlsevnfX0BNCIfYKfFjKysrM7Hr6uoi63VwcEhJSQkJCblw4YKDg8Py8rKvr+/nn3/+5z//mWPpX5YXu0i0aOyI7O3t+/r6iF6ztLS0t7dnTxwWFqajowPMi0KJcDU5OTn2VGKxeHt7e3h4OCYm5tGjRzMzM4ODgyywKysr09LSzMzMbt265e3tjRAN6IsUsIKCgvr6+tLSUlhZcGbQFeOxgHdrQ0MD0EZeXh4S36ysLNaIgu4Sb1WgfDpdINnbt2+LxWLkXoTKTE1NxcfHm5ubW1pa+vr6Kikpgau5urrW1dVhkZSUlKSqqgqDEsCPbYqampqamto/ywv4fmdnJzU1Ff/3a9euycvLa2pqKikpdXZ2zszMeHl55efn4xWIj9Lg4CBpuWCqGI1gYVBeXo7CViKRREZGurq6PnjwwN3dnRPYx8cHGALuIZFEBGw7OztzjTo6OnJFWlhYsMPW1tZWU1MDw1RQUFBQUCDkjLiNCxcuqKiokL2tra3NCIMrk7Ozc2hoaGFhoZmZ2ZkzZzIzMxcWFvT19b/++uvPPvvsq6+++n/Liwqj3xJw/MOHD2OJ4OXlBfisqqqqoqJy6tQpLS0tW1tbcNTbt28T1w3/7NKlS998842dnd329vb09DR7nsePH8/Pz4M8Ycf18OFDYudbW1tp8BHhFBUVscllve3j4wNIQReBZK2srKytrY1uCf40sW3wwND3AlljVQ/xUCwWw7ohFYDetLCwkHYtKSmJDb2rqyseZr/88oujo2NSUtLY2BipRGzn9PT0sPnQ0NBQVVU1NDTU0dHR0dH5SKgqvEwgWkD7vHXr1q1bt3R1de/cuZOVlbW1tQUDhPAcIuwJ88WqmeGRqFKsbMrKypBDRUVFubu7ww+2sbFh5B4cHJydnS0tLY2NjQWbxrpSiG0HmsOpy9TUlGB2gAml318qKir4zt+5c+f8+fOXL182NDR88OAB5y6gNrswpOQnTpy4cuUKdkLff/+90MX/u/JCx0GbD9zq4OBQU1NjYGCgpqYGr8vAwEBOTu78+fNaWlp2dnYEYxHxJ8QoX7x4UV9fn6yo8vJyS0vL+Ph4BqaxsbHi4uLg4GBHR0dra+vLly9DpsBvtq6urq2tDbcpWmwyULy8vB4+fOjn54fLFYxTFFy9vb2Tk5NPnjwpKiqittLS0tD/EKo1ODhYVlZWXFyckpIiZDUCbhEJVV9f7+TkhCZPQ0PD29tbIpHU1dX9+OOPzs7OWVlZw8PDi4uLsbGxUDhZKwP1MUgZGRkZGRl9JHAlMB7f3NxMTEyUlZU9ffq0oqIi9wsSe1b6cFY5upaWlkBHR0dHnzx5ghk43vnkrFZWVmIFTbyoo6OjlpaWoaEhbK3Kysr5+fmsrCwhCFII2BYmxwcPHtjb2+P/C16vqanJKArWQncIJ+fu3bs3btyQlZU1NTV1cHDAbwhPIhwAZGVl//73v9vY2PT399va2v71r3/95JNPqJ5/dzkyNjJdUl6Ojo75+fn6+voqKipEDGlpaSkrK9+9e/fq1at2dnaKiopCzAKAn0BsLCkp2dvbm5ubI68+JiZmdHS0ubkZCRDBSkFBQSYmJq6urtye2NAxuBE5DUkVtQsWm5g2opNG4w8Tta2tjaA/WL5ZWVnENxUVFeEYjdSR7ZOvr6+JiYm2tra9vX12dradnd3Ro0fl5OTMzc3RjLW3t9+4cYOd2MuXL3d2dhwdHa9cuQJbE+ANXp2urq6enp6ent5vwATl9fbt2/X19YSEhBs3bpw4cYLMJllZ2StXrvz000/3798fHR3FXQNMdXJycmpqCky1u7sbXmVzczOxH5WVlWjx6FtFIpGfn5++vj7kdzMzM5FItLq6mpGRgYDJy8uLy/Hhw4dOTk6Ycwgvc3NzExMTgAl1dXXV31/KysoQ5wnGVlBQuHXrlqamJuQLMzOzIR4VLwAAIABJREFUs2fPfv7559BQ/8//+T+nT59Gd3rq1KlPP/30008/hSLx78rr4MGDYK0AFkeOHHF2dk5PT7e1tTUwMJCRkTEwMFBXV4f8eOvWLQ5UDQ0N4ongV8nIyFCLtra2uNEmJCTcv3+/trYWZQcwGFB7eno6IfP4hWRlZZEuHR4e7uDgAAMiJCTE29vbz88PG2a+hq6Dhj0yMjI5OZnwWwQ/sPXxDaVvQ/nt6Ojo6+sbHBzs6+vr7e0NLMc5JyMjo6Oj4+3tnZ6enpCQUFtba25uHhwcPD09jYjj/v37169fV1JSIlCH3auenp6CggIua/+6vOCxXLt2jSBgBqJbt26JRCKI4cDNIyMjk5OTPT09JI13d3eDr+B0gBANV0GMGLKysvz9/SGjampq+vj4bG5uZmdnh4eH43+JP6qjoyNkJuZHW1tbjC3BF2iqkPkD5TEYGxgYKCoqysrK6uvr29raWltb48Li7+/v7u5+5cqV//zP//z222/19PSGhoYKCgr+4z/+48iRI/v27YNl//9xevEX3L+++uord3d3NtkoGWnv9PX17969q66uLiUlhbXYpUuX8O359ddfFRQUZGRkLl68aGpqiutza2trVFTU+/fvSe/BLXx6ehpzaFNT06tXrwYHBzc0NCCLgAAN1yMkJMTd3R0yXEVFRWpqKqYNqP4JCiEKJDU1taGhwcrKytvbm3w/TsqgoCDAo8rKyuDgYESwrq6uCQkJSDXT0tKampru3r1rYmJCZGxqampVVZWnp2dWVtazZ882NjaSk5Ox1mbpRyQ0zG8YUCoqKr/lOQqRHG/evImPj4ejh2BQSkpKSkpKiHAqLS3FkYtUS27GlpYWmF5NTU1CIHlxcTEsGpzT4IajqIHvZmxsTFpTYGAguaQWFhbu7u5OTk4PHjywsbGB2mFvb08KlZWVlampqbGxMVOkpqYm2yFWighlDQ0NTUxM7t27Z29v7+joGBAQkJyczC1w+vTpr776ys/Pr7OzU1lZ+U9/+tP+/fv/9re/HTx48OOPP/7ss8/ATgUONOwJYU3ESXb48GE3N7e8vDwHBwf2XciX9fT08B+APWtjY+Pr63v27FlYaKBxCALIbVxdXcUiFceNyclJDI4LCgpSUlIePnx4/vz527dv4/7AZI2rpaenJ8FvFFBSUpKfnx83psCOx0qEoiHSEGJtQUFBaGgoQ31DQwMnH6736Ll9fHwwPomJiamrq5ORkTE3N4+NjSXkurq6OiQkJC8v7927d2NjY/b29idPnsRWiAFZUVGR7l5LS4vO+LfQlw/LSywWo0eFYUyaIVzQq1evenh4vHz5Enkn+7K+vj5yLkn4YXisq6sj4E8w0ae24Pzfv38f59z09PT+/n7EYX5+fn5+frhkQ8XmJMO0GATf2NjY0NDQyMhImCLZw+jp6QG0GBoaAhbY2dmR5SYSicAbgccKCgrc3d2//fbbffv2nThx4tChQ3Al/n/L68iRIx+Wl4WFBSOtkZERYC9iXTBkLS2t4uJiBweHX375BcKItLT0mTNnLly4cP/+/fn5+fHx8YaGBqJZ+vv7R0ZG8Agi2So2NlZGRubkyZMqKiqxsbHwy8Visb29Paqk1NTU8PDwrKwsojZBH6KiovB35QCj1IqLi5GIATeIRCJc0Alb4a5EHI+aDffhrKyspqYmPT09BweHmJgYFLyVlZVVVVVdXV1MJz/++KO8vDwM4evXrwsVhjHRb+WF5w7lRX6CSCQSAqcJchJMY9hyANfyzLEXgjGBpznDI88c+vTc3FxkZMIU6e/vb2xsfPnyZSsrq8HBwdzc3JCQEGdnZ5JvOaisrKxwEWcpxJYU0TNTCZ59Ojo6/Bd2qJiCuri42NraRkREsLarrq4eHh4+deoU0oMrV658/PHHFNO+ffv++n9rO9O3KK+7j/tHNG2iCMwCCAFElhkYGBiWwQEUgQENEKAGlE0FZBkWoTgIKBQBBREhBOIF9JK4QQxCWRIFolCxmESLazQ2WnJhq5hYTa/wvPiEU6LSF8/T57xSBLnnvn/3Ob/lu5ia2tvbvxpe8NIIMsILgCHhlZubC+kvNzc3JSUlISEhNTWVDnBubu6GDRsQcbC3t9dqteSv/v7+rq6u/v7+H3/88YsXL0Cpo/T+7bff4qJNuYcgIPN43sni4uLKysqysrIDBw6QVjIcFMo8gnTJmYhlHUYb1dXVbEhYEmPETMu+sbERXQyxIJChwA0IoLq6GgM9YRZ24cKFoqIi1BKIDWjxRNi7774bs7CWCQIt65///CevjjAzxwQFmLlOp1OpVKWlpXfu3PnXv/6FosSDBw8mJibQA4Kuzik5ODjI1vXRRx/xJpEh4nMLHFmj0XR1dSG7jXAm/Oy8vDyDwZCfn0/9mJOTQ16fnJycmpqalpZGn4IIQ7ylsLAQzwSj0VhWVlZZWYkcdXNz88DAwOjoaHR0NPLgTk5OUqnUwsLiN7/5Ddk9AUR42dvbo+MlErJXw6u7u5sqBKgq/VUWEbZp0yY2VJVKZW9vjzupTqfz8PDQaDSRkZHff/89iKv5+XmMx0Dm3Llzp7+/v76+HurYwYMHb9682dLSwsm7Y8eO+Ph4jGfGx8cx6aUvyttLl5GxvfBjQyPy+PHjVFokxBym2AkgMYeQDI4bn3/+eXt7e2VlZX19/ZEjRy5evPjFF18w3Lx27VpVVRXvjFarXSq86Er+m8pBeD179qypqUnsW7jroOoO18/f31+tVhuNxunpacy38HNbKrzOnDmDO+vp06cZpVFgNzY27ty509nZeevWragpM1kT6hIGg4HHxr6Vnp4Ot3b79u07d+5EEY58Kzs7+3e/+x3KddChampqWltbOzs7YXFdunRpYGCgoqLiyJEjSqXS3NwcMRKpVMr+JJVKraysgEi8Gl70JlavXm1ra7t69ery8nLCq7CwkDkBbwIH5Y4dOzjE4+Pj09LSgoODbW1tcV9zdXUFm2Vvb19dXc2oDWjy48ePqcSvXbsGqgKlkPHx8fv37/f29tbW1mZnZ2dlZaFQnJiYeOjQoZGRkdbW1srKSsZHx48fJ1ZQ8sY8tqamhuKdXe2jjz4C79DR0YGWc29vb2trK05mnJV//OMfL1y4wKyTGRGmpB0dHcgshoaGAttEyZbxl16vh9pJ7fxzeFE5El4Yvh05cgSVUa1Wq9FoPDw8cKNAecHd3d3e3l6pVKalpZ0/f/7+/ftYTi51OOL6icKYAODTiSgvL9fr9SqVChhdfX19cXEx3i2MGlmEUU5ODq2vjIyMnJwc9AHgFBUVFTFKQhixoaEBSD72kVhdgqiOjY194403pFKpXC4nmIBBm5qaivBavbAE4fHV8Orp6eF6tm3bRoMnNTWV7SolJYVCEuw12EZ84DUaDeWki4uLQqFoaWnh5gNbxbz36tWr4+Pj5OBnzpyZm5tDxL+9vb2zsxPWbkFBAQUa7pAdHR20FZhFgizltjO4PHfuHL1THNfHxsaqq6uxl4IU1NXVNTg4ODo6yu8CXVhVVUVrY3BwcHp6+vvvvx8fH6+vr4+IiFAqlTqdzs/Pz9LScqnwYmT3i/BCaOnw4cPr1q3z8fHx8vJSqVRIIzssLGtra2dnZ2trawsLC8D4aLgtldojMcfMC74/Ekt79+7du3fv9u3bud1g4g4cOEBez65AGAH/3bVrFyGVk5PDoZmbmwvX12g0lpeXV1RUUJ+3tLQg9t/f34+I8uTk5IcffpiRkWFtbU0BaGFhQbIll8vNzc2lUin7GQHEbHGp8Nq7d29PTw/ZHjR0pErIAgHqJCQkwHeyt7fnBOA0UKvV69at8/LycnBw2LhxY29v782bN2dmZkDRYQ8wNTWFFPLExMSjR48QtW9ra2PaWFdXZzQawVbEx8fX1dUhmIMsADkuEGootRh4o/uAosSZM2f27t2LVkNfXx9qKDiJ4sI8NTU1ODgIz+XGjRvXr19/9OjRjRs36uvrVSqVr68v6HCM60mZMPIlwtBAAHDwC30vLEYILy8vL6S26TqKOQlZMMA6a2vruLi45uZmQUF7tTFBuwWpFuz7mG3DBi4uLo6JibGxsdHr9fARoCfApzUYDEyECgoKBIAiLy+PL7LDYWmLmqsg1cAaRUH51q1bsKKDg4NlMtmaNWtkMpkYI/JxwA9SGL42vERbVYRXVlYWUB8htMQ15+TkbN68OScnB4oYSogBAQFqtdrV1RW9VrwjlUqlj48Pgt7oA4DZmpqaamlpuXTp0pMnT5iwMXPkgKO9XldXx3gtPDx8x44d2dnZ5BVlZWUIFkdGRhYUFECd5fSAfzUwMHDgwIGwsLDbt29//vnnqACjATs8PIxK+eTkJGcrwIW7d+8+efKkrq4OE5N169apVCo/Pz9SLk5JfOyJMHqlP4cXZePz588FYqKmpgbJWsEpZSoilUolEgmoTsRk6AZFRETs3r0bgTw8vZnt4+7e3d3d2dnJaXjo0CGmGcXFxch1VlRUxMfHoxGCEENxcfF7770HAic2NhYwKsl7ZmZmeno6ByKbGS3N4uLi6upq3G6R2v7444//8Ic/XL58GaPonp6eoKAglUq1cuVKiyWWra2tpaUlH9Da2trGxkYmk61YscLMzMzOzk6lUoGqWLVqVVVVVV9fX2JiYmZmJmUHVeSuXbuAPCDI09raGhMTAxkExXwscDkW8AFRqVTW1taDg4Pz8/PT09Pvv/9+UVFRe3t7fX39tWvXQO/Qpurt7cXQubu7++DBg01NTXV1dfn5+RgPsMez33NVhYWFqErDkj127BgelIjkREZGZmRktLW14UoEAuzevXszMzMTExPNzc1Q0Lq7uxsbG2/evNne3o5RHIJnhBSMLJRp/fz8EKdlA4uMjKTJ8HJ4PX/+vLq6GrMTJN1fCi/IDmCFZTKZVCp1cXFZv349j7muro5eC7suCl4MHFtbWxFy2b9/f1lZWW1tLXZcWVlZ4eHh3t7eISEhu3fvBqaXmJhIB4vE2Wg0FhQUcEoaDAb6YWxgv//97/fv389IDrXm48ePo4xw+fLlR48ejY6OpqWl2dnZmZqayuXypcLL0dHR2tpaIpHwGTlD5XI5aDDuA7v43r17u7q6uDDCi6SbY5HYio2Nzc3Nxdo9JCQkLCwM+iE2bHgTIVjn4OCwefNm7FeHh4eRtdZqtefPn799+/bly5cRyTl//vy5c+eQQ6LvwNwWwwRUTFATbmlpIfgQWsK9Ft6DwWBYu3btO++8U1NTgyBvR0fHpUuXurq6wMfC5WdQ29fXh1hrf39/XFwcnANR4fGe+Pr6IlaFPyZ724YNG5i3rl+/fhkI1efPnwvoRFVVlbDWoRonvAimt99+WyaTmZub86gkEom5ublMJnNxcVGpVIGBgVu2bCkpKcHVDTxJe3s7EgkAmGpqamCIM2xGW1Cv15MCY1BK08tgMMByzsrKokPB14lLRkbif4Pqjo3lwMAAkqRjY2Pp6en0RWUyGU3U167ly5ebmJiYmprKZDKBgRaNCX6QsxKmJCIJtEsYQgAejIuLS0hIAIim1WoDAwOZZ2MggsktgiikLGq12tPTMzw8/N69e/Pz8zMzM2fPnoV5izno9PQ0FnZXrlz55JNP8II4efIkwvEQQ0QPAoe9hoYGoDs9PT1lZWWbNm0CMo7cFyZIGOGSdUVFRQUGBiYmJpaWlkJhR6lvfn7+5MmTvr6+dnZ2OMNhVsI1E20KhYKCT+xhDHj0er1er19G1iXC64cffqisrBTWOrQWKa9oEa1atUqEFwxBuVwukUjkcjkPRqlUIiS8Z88ehIThdHz44YcU21gV0eiqra01Go15eXk7duwICAiQSqXvvfdeTU3Nvn37aH3RiTAsLI5F6Iooz1ZWVhJbuESdOXNmeHh4dHQUFtPWrVstLS2XL18OI8PExGSp8DIxMeFYtLKykkql5ubmlpaWtra2crlcJGf4WFVXV584cSI5OZneNDI44eHhwLxCQ0PJbfFzEMM0Ak6j0SCxqVar/fz88GowNzc3NzdnREa/emhoKCYmZvfu3aOjoxjUY2k7OTl59uzZ0dFRsHRXr17t7e0FHd/f309bobm5ub6+vra2tqWlZXJysry8vL6+/ujRozRau7u70YPt6+uDAvjZZ5/BX29paQFXfeXKFTywOjo6IiIiZDIZKlQQlRHWI9RYnPt8HHYvoSjzs58jTknz8/NPnz7dt28fZwGxxR23sLAQAcQIRSqVLn7R+SKPys7Ojjdyy5YtBoOhrKyM+SuEk+rqalQuQBfRnCwqKkpMTPT29razswOkRU6TkJAQHBycn5/PJBE9OgxBqRbhaVF49vT0DA4OXrhw4c9//jO+bm+99RZAZ1NT01//+tcSiWSp8BKfi7+S9Ts5OZmYmHA4gv2yt7fft2/fsWPHtm3btmXLFkQPk5OTAWts3rwZ75moqCi1Wh0cHIxWT0hISHh4OAm+Uqkk18T+3d3d/c0330RZMygo6PTp00itdnd3A9ltbW396quv/vKXv+DHi6E6Bfh33303NDSEljMKJadOneLEQGV+cHCwurr62LFjg4ODtMGY7Zw+fRpc8fT09AcffIC/FZvfuXPnbty4ceHChYKCAi8vLysrK41GAwVLeFwK6UZ3d3fh4qvVatmPeZ1CQ0NDQ0NfDq+5ubny8nIyD2tra/Yncd8hA/KvZmZmb731lqmpKSWkiDMLCwuYWzBRNRoNmESj0Wg0Gsno9+/fX1paWl5ejvZGaWlpUVFRXl7e9u3bXV1d16xZk5OTU1FRsXnzZiqRxMTE1NTUjIwMaknCq6KiAmkrMCo9PT2ffvoppJLJycmqqiozM7OVK1e6urpaWVkRYUvFFqf8ypUrTUxMSABsbW1lMtny5ctFnNGyX7NmzcGDB/v7+3fu3Jm+sJKTk6Ojo0NDQ5m+gTHx8PAgngICAvR6PfkWusBr165FuEChUFCWEt92dnZ+fn5DQ0P4PI6MjOzbt0+v12dnZzNRvnTpUm9vb0FBgUajSUlJefjwIS7D3d3d9E7hLTc0NOD2ODAw8Mknn0CqRp8B7BcE2osXL37zzTeVlZWZmZnHjh3D0AUy2MOHDwsKCkS/U6FQiMan2L0WH5deXl4+Pj6UkPTxmbT+3JhAl/Cnn356/PhxaWkp+RaBRWyJ19rS0pKqnrNGHCg4VqCgDPKOJZfLnZycvLy8wL/v3LkzOztbIFGBNpSUlLAn5ebmBgQEvPHGGz4+PgaDgbEoRyTE8V27dgHX4WxFZKuhoeHo0aN9fX0TExMjIyPoNOt0uuXLlyuVSnt7eyJmxYoVb7755lLhJV9Y4q8ckaQEFhYWUqmUxgT6A2CKBLkX+j8GkTExMT4+PlDiNBpNaGgomnI6nY5noNPp/P39VSqVnZ2dRqORSCRUHsw6HR0dOzs7e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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">O anfioxo (gênero <i style="mso-bidi-font-style: normal;">Branchiostoma</i>)
é um animal marinho que vive semi-enterrado em praias de areia sublitoral raso,
abaixo da linha das marés. Esse organismo é muito abundante no sul da China,
onde é utilizado como alimento; também ocorre em nosss praias. O anfioxo lembra
um peixinho com cerca de centímetros de comprimento, sem cabeça definida nem
nadadeiras. As extremidades do seu corpo são afiladas, de onde vem a
denominação “<b style="mso-bidi-font-weight: normal;">anfioxo</b>” (do grego <i style="mso-bidi-font-style: normal;">amphi</i>, duas, e <i style="mso-bidi-font-style: normal;">oxus</i>, ponta, cauda). O desenvolvimento embrionário desse animal relativamente
simples é muito usado como exemplo de material didático em Biologia.</span></div>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footer"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
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<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">No anfioxo, os sexos são separados. Machos e fêmeas
eliminam gametas na água do mar, e a fecundação é externa. O ovo é do tipo
oligolécito e apresenta segmentação holoblástica e igual. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">A
gastrulação no anfioxo ocorre por embolia; as células da região correspondente
ao pólo vegetativo são empurradas para dentro, espremendo a blastocela. A gástrula,
ligeiramente alongada, tem incialmente duas camadas celulares, uma mais
externa, o ectoderma, e uma mais interna, que alguns autores denominam
mesentoderma, para ressaltar o fato que ela originará, em seguida, o endoderma
e o mesoderma. A cavidade revestida pelo mesentoderma é o arquêntero, e o orifício
que o comunica com o exterior é o blástoporo.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 36.0pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 18.0pt; text-indent: -36.0pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;"> </span><span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: PT-BR;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 36pt; text-indent: -36pt;">
<span style="font-family: Symbol; font-size: 10pt;"><span><span style="font: 7pt "Times New Roman";">
</span></span></span><b style="color: blue;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Segmentação</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 36pt; text-indent: -36pt;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-left: 0cm; margin-right: 72.0pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O <b><span style="mso-bidi-font-style: italic;">óvulo
do anfioxo é do tipo oligolécito</span></b> e apresenta <b><span style="mso-bidi-font-style: italic;">segmentação total</span></b>, <b><span style="mso-bidi-font-style: italic;">quase igual</span></b>. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 0cm; margin-right: 72.0pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 0cm; margin-right: 72.0pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A <b><span style="mso-bidi-font-style: italic;">1<sup>a</sup>
clivagem do ovo é vertical</span></b>, ocorrendo <b><span style="mso-bidi-font-style: italic;">desde o polo animal até o polo vegetativo</span></b>. Formam-se os <b><span style="mso-bidi-font-style: italic;">dois primeiros blastômeros</span></b> que
serão responsáveis pela futura simetria bilateral do animal.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 0cm; margin-right: 72.0pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 0cm; margin-right: 72.0pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A <b><span style="mso-bidi-font-style: italic;">2<sup>a</sup>
clivagem é também vertical</span></b> porém <b><span style="mso-bidi-font-style: italic;">a 90<sup>o</sup> da primeira</span></b>, formando-se quatro células. </span></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 0cm; margin-right: 72.0pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A <b><span style="mso-bidi-font-style: italic;">3<sup>a</sup>
clivagem é horizontal</span></b>, <b><span style="mso-bidi-font-style: italic;">subequatorial</span></b>
e perpendicular aos dois planos anteriores de divisão, originando-se oito células.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 0cm; margin-right: 72.0pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 0cm; margin-right: 72.0pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A <b><span style="mso-bidi-font-style: italic;">divisão
subequatorial</span></b> faz com que os <b><span style="mso-bidi-font-style: italic;">blastômeros resultantes tenham tamanhos diferentes</span></b>: os <b><span style="mso-bidi-font-style: italic;">micrômeros </span></b>são os<b><span style="mso-bidi-font-style: italic;"> menores</span></b> e <b><span style="mso-bidi-font-style: italic;">macrômeros</span></b> são os <b><span style="mso-bidi-font-style: italic;">maiores</span></b>. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 0cm; margin-right: 72.0pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 0cm; margin-right: 72.0pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A <b><span style="mso-bidi-font-style: italic;">4<sup>a</sup>
clivagem é vertical</span></b> e a <b><span style="mso-bidi-font-style: italic;">5<sup>a</sup>
horizontal</span></b>, atingindo-se um estágio de 32 células denominado <b><span style="mso-bidi-font-style: italic;">mórula</span></b>. Até a formação da mórula
não há aumento de tamanho do embrião.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 0cm; margin-right: 72.0pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-left: 0cm; margin-right: 72.0pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Durante as próximas divisões celulares começa a
formar-se uma <b><span style="mso-bidi-font-style: italic;">cavidade cheia de
líquido</span></b>. <b><span style="mso-bidi-font-style: italic;">O final da
segmentação é a formação da blástula</span></b>, estágio embrionário
caracterizado por <b><span style="mso-bidi-font-style: italic;">uma camada de célula</span></b>,
a <b><span style="mso-bidi-font-style: italic;">blastoderme</span></b>,
envolvendo <b><span style="mso-bidi-font-style: italic;">uma cavidade denominada
blastocele</span></b>. A observação da <b><span style="mso-bidi-font-style: italic;">blastoderme</span></b> permite o reconhecimento de <b><span style="mso-bidi-font-style: italic;">micrômeros na região do polo animal</span></b>
e <b><span style="mso-bidi-font-style: italic;">macrômeros no polo vegetativo.</span></b></span></div>
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GILBERTO RODRIGUES MARTHO. <b>Biologia</b>: Biologia das células.2ª
Edição. São Paulo: Editora Moderna, 2004.Volume 1. Ensino Médio.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com0tag:blogger.com,1999:blog-7585092704358129276.post-37020995229363220602013-10-10T11:00:00.001-07:002013-10-10T11:00:29.736-07:00DESENVOLVIMENTO EMBRIONÁRIO EM AVES E RÉPTEIS<br />
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<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="color: red; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%;"> DESENVOLVIMENTO EMBRIONÁRIO EM AVES E RÉPTEIS</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">O desenvolvimento embrionário de aves e de repteis é
semelhante, ocorrendo fora do corpo materno e no ambiente aéreo. As <b>Aves</b>
e os <b>Répteis</b> são animais com desenvolvimento direto e cujo <b>embrião</b>
se desenvolve no interior de um <b>ovo terrestre de casca rígida</b> que os
protege do ressecamento (<b>ovo cleidoico</b>). Embriões de aves e de repteis
desenvolvem quatro conjuntos de membrana extraembrionárias, denominados <b style="mso-bidi-font-weight: normal;">anexos embrionários, </b>cujas funções são
a proteção, a respiração, a obtenção de nutrientes do vitelo e o armazenamento
de excreções. </span></div>
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" /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 107%;">Em aves e em repteis a fecundação é interna. Durante a
cópula, o macho introduz os espermatozoides na fêmea através da cloaca, uma
abertura comum aos sistemas digestório e urogenital. Os espermatozoides
deslocam-se no muco que recobre os condutos internos da fêmea, podendo fecundar
um ou mais óvulos, logo que estes são liberados dos ovários. O zigoto dos
ovários de aves e repteis é telolécito, com enorme quantidade de vitelo,
suficiente para alimentar o embrião durante todo o desenvolvimento. No ovo da
galinha, o vitelo corresponde à gema. </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Tendo ou não ocorrido fecundação, durante o deslocamento
do óvulo entre o ovário e a cloaca vai ocorrendo o recobrimento da gema por
albume, uma secreção aquoso rica em albumina produzida pelas células da parede
do oviducto, o canal que conduz os ovos. Se ocorrer fecundação, a segmentação
do blastodisco inicia-se já na parte superior do oviduto. A medida que o ovo
percorre o oviduto, a segmentação progride, por ocasião da postura, cerca de 24
horas após a ovulação, o embrião já se encontra em estágio de blástula.</span></div>
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" /></div>
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<br /></div>
<div class="MsoNormal">
<b><span style="color: #0070c0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 107%;">Formação dos folhetos germinativos</span></b></div>
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<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">A Segmentação dos ovos telolécitos é meroblástica,
ocorrendo apenas na região do blastodisco. As clivagens têm início logo depois
da fecundação; à medida que o ovo em desenvolvimento percorre o oviducto, as
sucessivas clivagens originam uma calota de células sobre o vitelo, o
blastoderma. Sob o blastoderma surge um espaço, a cavidade subgerminal, que se
prepara a calota de células, exceto nas bordas, do vitelo abaixo dela.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: #7030a0; font-size: 12.0pt; line-height: 107%;">A linha Primitiva</span></b></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Quando a galinha bota o ovo, o blastoderma já é um disco
constituído por mais de 20 mil células. Suam região central, que tem, abaixo
dela, a cavidade subgerminal, é chamada <b style="mso-bidi-font-weight: normal;">epiblasto
</b>(ou área pelúcida), circundada por células apoiadas no vitelo, que
constituem a área opaca. Na sequência do desenvolvimento, células originadas em
um local específico da borda do epiblasto, conhecido como <b style="mso-bidi-font-weight: normal;">foice de Koller, </b>começam a ingressar para o interior da cavidade
subgerminal, fundindo-se aos aglomerados celulares do hipoblasto primário. A
ingressão de células do epiblasto pra o interior da blastocela, que ocorre a
partir da foice de Koller, forma a chamada <b style="mso-bidi-font-weight: normal;">linha
primitiva</b>.</span></div>
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<br /></div>
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<img alt="" 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" /></div>
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<b><span style="color: #0070c0; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 107%;">Anexos Embrionários</span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">Em repteis, aves e mamíferos, paralelamente ao
desenvolvimento dos tecidos embrionários, desenvolvem-se membranas celulares extraembrionárias,
os <b style="mso-bidi-font-weight: normal;">anexos embrionários</b>. Estes são: o
saco vitelínico, o âmnio, o alantoide e o cório.</span></div>
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" /></div>
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<b><span style="color: #7030a0;">Saco vitelínico</span></b></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">O <b style="mso-bidi-font-weight: normal;">saco vitelínico</b>,
ou <b style="mso-bidi-font-weight: normal;">vesícula vitelínica</b>, é a primeira
membrana extraembrionária a ser formada. Ela se forma pelo crescimento conjunto
do endoderma e da esplancnopleura (mesoderma) sobre o vitelo, originando uma
bolsa membranosa que termina por envolver completamente a massa vitelínica</span>.</div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: #7030a0; font-size: 12.0pt; line-height: 107%;">Âmnio</span></b></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">O <b style="mso-bidi-font-weight: normal;">âmnio</b> é uma
membrana formada pelo crescimento conjunto do ectoderma e da somatopleura
(mesoderma) ao redor do embrião, constituindo uma membranosa, <b style="mso-bidi-font-weight: normal;">a bolsa amniótica</b>, que o envolve
completamente. Essa bolsa é repleta de liquido e tem por função manter o
embrião em um ambiente líquido, prevenindo a dessecação e amortecendo choques
mecânicos.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: #7030a0; font-size: 12.0pt; line-height: 107%;">Alantóide</span></b></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">O <b style="mso-bidi-font-weight: normal;">alantóide </b>é
uma evaginação membranosa da parede do arquêntero, formada pelo crescimento
conjunto da endoderma e esplancnopleura. Esse anexo embrionário tem, portanto,
a mesma constituição da membrana do saco vitelínico.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: #7030a0; font-size: 12.0pt; line-height: 107%;">Cório<span style="mso-tab-count: 1;"> </span></span></b></div>
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<b><span style="color: #7030a0; font-size: 12pt; line-height: 107%;"><span> </span></span></b></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 107%;">O cório, ou serosa, é uma membrana formada pelo
crescimento conjunto da somatopleura e ectoderma, constituindo uma bolsa
membranosa que envolve todos os outros anexos embrionários, inclusive a bolsa
amniótica que contém o embrião. O cório se desenvolve e encosta-se à membrana
junto à casca.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 150%;">Referências Bibliográficas:</span></b></div>
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<span style="font-family: "Helvetica","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">JOSÉ MARIANO AMABIS, GILBERTO RODRIGUES MARTHO. <b>Biologia</b>:
Biologia das células.2ª Edição. São Paulo: Editora Moderna, 2004.Volume 1. Ensino
Médio.</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></b></div>
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Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com3tag:blogger.com,1999:blog-7585092704358129276.post-69198675267197717212013-10-09T11:43:00.000-07:002013-10-09T11:43:11.839-07:00Clivagem <!--[if gte mso 9]><xml>
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<span style="font-size: large;"><i><b><span style="color: red; font-family: "Arial","sans-serif"; line-height: 107%;">TIPOS DE OVOS E TIPOS DE CLIVAGEM </span></b></i></span></div>
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<br /></div>
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<b><span style="color: #0070c0; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> DESENVOLVIMENTO EMBRIONÁRIO</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span></div>
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<br /></div>
<h2 class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt;"> <span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="font-weight: normal;">O zigoto dos organismos multicelulares divide-se
seguidamente por mitose e origina o embrião. A medida que as mitoses vão-se
sucedendo, grupos de células especializam-se para o desempenho das variadas
funções que o corpo terá que realizar. Nos vertebrados, por exemplo, logo no
início do desenvolvimento um grupo de células forma um tubo, que originará o
sistema nervoso do animal. <br />
O tipo de desenvolvimento embrionário varia entre as espécies e depende muito
do tipo de ovo que o organismo produz. <br />
Os ovos dos animais são classificados de acordo com a quantidade e
distribuição de vitelo em seu citoplasma. Eles podem ser oligolécitos, heterolécitos,
telolécitos e centrolécitos.</span></b></span></span></h2>
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<b><span style="color: #7030a0; font-family: "Arial","sans-serif"; font-size: 12pt;">OVO OLIGOLÉCITO</span></b><span style="color: #7030a0; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">: </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Ovos oligolécitos possuem relativamente pouco vitelo. Quase sempre, porém,
existe um ligeiro acumulo de vitelo em um dos pólos, Que recebe o nome de pólo
vegetativo. O pólo oposto, com menos vitelo e que contém o núcleo, é denominado
pólo animal. Possuem esse tipo de ovo os anfioxos, os equinodermos e os
mamíferos. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<b><span style="color: #7030a0;">OVO HETEROLÉCITO</span></b>: Ovos heterolécitos
apresentam quantidade relativamente grande de vitelo. O pólo vegetativo
apresenta alta densidade de grãos de vitelo, e isso faz com que o núcleo
desloque-se para o pólo animal. Esse tipo de ovo está presente em molusculos,
anelídeos, alguns peixes e anfíbios. </span></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<span style="color: #7030a0;">OVO TELOLÉCITO: </span></span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Ovos telolécitos apresentam
enorme quantidade de vitelo, o que faz as estruturas citoplasmáticas e o núcleo
ficarem completamente deslocados e isolados no pólo animal. É um tipo de ovo
característico de certos peixes, répteis e aves. <br />
<br />
<b><span style="color: #7030a0;">OVO CENTROLÉCITO</span></b><span style="color: #7030a0;">: </span>Ovos centrolécitos possuem vitelo distribuído em
grânulos ao redor do núcleo. Esse tipo de ovo está presente em artrópodes, como
insetos, aranhas e crustáceo. </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<b><span style="color: #0070c0;">CLIVAGEM E FORMAÇÃO DA MÓRULA</span></b><span style="color: #0070c0;"></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="mso-spacerun: yes;"> </span>Imediatamente após a fecundação, o ovo sofre
sua primeira mitose, dividindo-se em duas células; estas logo se dividem,
formando quatro células que se dividem novamente, originando oito, e assim
sucessivamente. A divisão das células embrionárias, nesses primeiros estágios
do desenvolvimento, recebe o nome de clivagem ou segmentação. Cada uma das
células resultantes de clivagem é denominada blastômero. Após a sexta ou sétima
clivagem, o embrião então uma bola maciça de células é denominada mórula,
devido à semelhança com uma amora.<br />
<br />
<b><span style="color: #7030a0;">CLIVAGEM HOLOBLÁSTICA</span></b><span style="color: #7030a0;">: </span>Nos ovos oligolécitos as primeiras clivagens
ocorrem em toda a extensão do ovo, formando blastômeros aproximadamente d mesmo
tamanho. Esse tipo d clivagem recebe o nome de holoblástica igual. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<b><span style="color: #7030a0;">CLIVAGEM HOLOBLÁSTICA</span></b>: Nos ovos
heterolécitos, as primeiras clivagens também dividem completamente o ovo.
Devido a distribuição desigual de vitelo, porém, formam-se blastômeros maiores
e ricos em vitelo, os micrômeros, e blastômeros menores, os micrômeros. Esse
tipo de clivagem recebe o nome de holoblástica desigual. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
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<b><span style="color: #7030a0;">CLIVAGEM MEROBLÁSTICA</span></b><span style="color: #7030a0;">: </span>Nos ovos telolécitos, devido á enorme quantidade
de vitelo, o ovo não chega a se dividir completamente. As clivagens ocorrem
apenas na região ocupada pelo núcleo e pelas estruturas citoplasmáticas do ovo.
Assim sobre a massa de vitelo não-dividida, forma-se uma calota de células
pequenas e sem vitelo, o disco germinativo, que origina o embrião. Esse tipo de
clivagem chama-se meroblástica ou parcial. <br />
<span style="color: #7030a0;"><br />
<b>FORMAÇÃO DA BLÁSTULA </b>: </span>Em determinado momento do desenvolvimento
embrionário começa a surgir, no interior da mórula, uma cavidade cheia de
líquido, a blastocela. Essa fase do desenvolvimento embrionário é denominada
blástula. Embriões originados de ovos oligolécitos têm blástocela grande, que
ocupa posição central. Embriões originados de ovos heterolécitos possuem
blástocela relativamente menor, deslocada para um dos pólos. Já os originados
de ovos telolécitos apresentam blástocela pequena, situada entre a calota de
células e a massa de vitelo.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt;">A blástula originada de ovos isolécitos é, em geral, uma esfera de células com um grande oco central, enquanto a proveniente de óvulos heterolécitos é mais maciça, com blastocela relativamente pequena e restrita à região correspondente ao pólo animal. Nos ovos telolécito a blástula consiste em em uma diminuta calota de células, o blastodisco, localizado na superfície da gema, no local onde se encontrava originalmente o disco germinativo. a blástocela, nesse caso, é uma cavidade achatada entre o blastodisco e a massa de vitelo imediatamente abaixo dele. </span></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
Referências:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Disponível
em:</span></div>
<div class="MsoNormal">
<a href="http://bio-embrio.blogspot.com.br/2010/09/tipos-de-ovos-tipos-de-clivagem.html">http://bio-embrio.blogspot.com.br/2010/09/tipos-de-ovos-tipos-de-clivagem.html</a></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Acesso em 09 de Outubro de 2013.</span></div>
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<br /></div>
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<br /></div>
Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com0tag:blogger.com,1999:blog-7585092704358129276.post-55025412706043090172013-06-20T11:07:00.001-07:002013-06-20T11:09:36.484-07:00Enzimas<!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
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<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabela normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
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<![endif]--><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 24.0pt; line-height: 107%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"> <span style="color: red;">Enzimas</span></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 24pt; line-height: 107%; margin-left: 1em; margin-right: 1em;"><img alt="" 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" /> </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%; mso-bidi-font-weight: bold;">As enzimas são proteínas
especializadas na catálise de reações biológicas. Elas estão entre as
biomoléculas mais notáveis devido a sua extraordinária especificidade e poder
catalítico, que são muito superiores aos dos catalisadores produzidos pelo
homem. Praticamente todas as reações que caracterizam o metabolismo celular são
catalisadas por enzimas.</span></div>
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<span style="color: blue;"><b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 107%;">CLASSIFICAÇÃO DAS ENZIMAS</span></b></span></div>
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<span style="color: #38761d;"><b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;">Oxidorredutases:</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%; mso-bidi-font-weight: bold;"><span style="color: #38761d;"> </span>São enzimas que catalisam reações de transferência
de elétrons, ou seja: reações de oxi-redução. São as Desidrogenases e as
Oxidases.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;">Agem em muitos grupos químicos, adicionando ou
removendo hidrogênio.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;"><span style="mso-bidi-font-weight: bold;"></span></span></div>
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<span style="color: #38761d;"><b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;">Transferases
:</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%; mso-bidi-font-weight: bold;"> Enzimas que catalisam reações de transferência de
grupamentos funcionais como grupos amina, fosfato, acil, carboxil, etc. Como
exemplo temos as Quinases e as Transaminases.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;">Transferem grupos funcionais entre moléculas
doadoras e moléculas aceptoras.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;"><span style="mso-bidi-font-weight: bold;"></span></span></div>
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<span style="color: #38761d;"><b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;">Hidrolases
:</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%; mso-bidi-font-weight: bold;"> Catalisam reações de hidrólise de ligação
covalente. Ex: As peptidades.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;">Adicionam água a uma ligação, hidrolizando-a.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;"><span style="mso-bidi-font-weight: bold;"></span></span></div>
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<span style="color: #38761d;"><b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;">Liases:</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%; mso-bidi-font-weight: bold;"> Catalisam a quebra de ligações covalentes e a
remoção de moléculas de água, amônia e gás carbônico. As Dehidratases e as
Descarboxilases são bons exemplos.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;">Adicionam água, amônia ou dióxido de carbono a
duplas ligações, ou removem estes elementos para produzirem duplas ligações.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;"><span style="mso-bidi-font-weight: bold;"></span></span></div>
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<span style="color: #38761d;"><b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;">Isomerases:</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%; mso-bidi-font-weight: bold;"> Catalisam reações de interconversão entre isômeros
ópticos ou geométricos. As Epimerases são exemplos.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;">Catalisam uma variedade de reações de isomerização:
do tipo L para D, reações de mutação (troca de grupos químicos) entre outras.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;"><span style="mso-bidi-font-weight: bold;"></span></span></div>
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<span style="color: #38761d;"><b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;">Ligases:</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%; mso-bidi-font-weight: bold;"><span style="color: #38761d;"> </span>Catalisam reações de formação e novas moléculas a
partir da ligação entre duas já existentes, sempre às custas de energia (ATP).
São as Sintetases.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;">Catalisam reações em que dois grupos químicos são
unidos utilizando energia fornecida pelo ATP.</span></div>
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<span style="color: blue;"><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;"><span style="mso-bidi-font-weight: bold;"></span></span></span></div>
<span style="color: blue;">
</span><br />
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<span style="color: blue;"><b><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 107%;">PROPRIEDADES DAS ENZIMAS</span></b></span></div>
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<span style="font-size: 16.0pt; mso-bidi-font-weight: bold;"> São
catalisadores biológicos extremamente eficientes e aceleram em média 10<sup>9</sup>
a 10<sup>12</sup> vezes a velocidade da reação, transformando de 100 a 1000
moléculas de substrato em produto por minuto de reação.</span><span style="font-size: 16.0pt;"> </span><br />
<span style="font-size: 16.0pt; mso-bidi-font-weight: bold;">
Atuam em concentrações muito baixas e em condições suaves de temperatura e pH.</span><span style="font-size: 16.0pt;"> </span><br />
<span style="font-size: 16.0pt; mso-bidi-font-weight: bold;">
Possuem todas as características das proteínas. Podem ter sua atividade
regulada. Estão quase sempre dentro da célula, e compartimentalizadas.</span><br />
<span style="font-size: 16.0pt; mso-bidi-font-weight: bold;"> </span><span style="font-size: 16.0pt;"> </span><br />
Referências:<br />
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Disponível em:</div>
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<a href="http://www.enq.ufsc.br/labs/probio/disc_eng_bioq/trabalhos_pos2003/const_microorg/enzimas.htm">http://www.enq.ufsc.br/labs/probio/disc_eng_bioq/trabalhos_pos2003/const_microorg/enzimas.htm</a></div>
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<a href="http://www.ufpe.br/dbioq/portalbq04/adendo_classificacao.htm">http://www.ufpe.br/dbioq/portalbq04/adendo_classificacao.htm</a></div>
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Acesso em 20 de junho de 2013.</div>
Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com0tag:blogger.com,1999:blog-7585092704358129276.post-62159797335859654212013-06-20T10:38:00.002-07:002013-06-20T10:38:58.384-07:00Como a insulina atua<!--[if !mso]>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
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<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
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table.MsoNormalTable
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mso-tstyle-rowband-size:0;
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mso-style-noshow:yes;
mso-style-priority:99;
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:8.0pt;
mso-para-margin-left:0cm;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
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mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-fareast-language:EN-US;}
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Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt;">A insulina é
produzida e secretada pelo pâncreas (glândula de secreção mista), este hormônio
é extremamente importante para o metabolismo da glicose.</span></b></div>
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insulina é como uma chave que abre as fechaduras das células do corpo, para que
a glicose (açúcar no sangue) entre e seja usada para gerar energia. Ou seja, o
hormônio ajuda a glicose a entrar nas células do corpo. </span></b></span></div>
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<span class="text"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%;">Se
a glicose não consegue entrar nas células, acumula-se na corrente sanguínea. Quando
não tratada, a glicemia alta causa complicações a longo prazo.</span></b></span></div>
<br />
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">E quando o açúcar no sangue
atinge um certo nível, os rins tentam se livrar dele por meio da urina, fazendo
com que o indivíduo precise urinar com mais frequência. </span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
A glicose proveniente dos alimentos não é a única fonte de energia do nosso
organismo. O corpo também recebe energia de um tipo de açúcar complexo chamado
glicogênio, armazenado no fígado e nos músculos. O fígado converte o glicogênio
em glicose e a libera na corrente sanguínea quando a pessoa está sob estresse
ou com muita fome. Quando há insulina suficiente, os músculos aproveitam o
glicogênio para gerar energia sem liberá-lo diretamente no sangue.</span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 107%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">No diabetes tipo 2, o fígado libera muita
glicose, especialmente durante a noite, resultando em níveis elevados de açúcar
no sangue pela manhã. As injeções de insulina ajudam a reduzir a quantidade de
glicose liberada pelo fígado durante a noite, trazendo-a às taxas adequadas.<br />
<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">
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<br />
Referências:</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;">Disponível
em:</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto;">
<a href="http://www.bd.com/brasil/diabetes/page.aspx?cat=19151&id=19394">http://www.bd.com/brasil/diabetes/page.aspx?cat=19151&id=19394</a></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
Acesso em 20 de junho de 2013.<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com0tag:blogger.com,1999:blog-7585092704358129276.post-34147741605130378042013-06-12T16:07:00.009-07:002013-06-12T16:07:46.387-07:00Metabolismo Energético<div class="MsoNormal">
<b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-font-kerning: 18.0pt;"> <span style="color: red;">Oxidações Biológicas</span><o:p></o:p></span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-font-kerning: 18.0pt;"><br /></span></b></div>
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<br /></div>
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<b>A principal fonte de energia em todas as células <!--[if gte vml 1]><v:shapetype
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através da oxidação de carboidratos, ácidos graxos livres, aminoácidos e corpos
cetônicos.<o:p></o:p></b></div>
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<b><br /></b></div>
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<b>As oxidações biológicas correspondem a um conjunto de
reações bioquímicas, em nível celular, que fornecem às células a energia
necessária à realização do trabalho celular.<o:p></o:p></b></div>
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<b>A regulação metabólica é feita pela modulação de enzimas regulatórias
de processos metabólicos chaves, de tal modo que se possa ativar ou inibir
reações bioquímicas específicas para cada situação resultando em respostas
biológicas adequadas. Existem dois tipos principais de regulação enzimática uma
intracelular, comandada pela presença de moduladores alostéricos enzimáticos
positivos ou negativos, e uma sistêmica deflagrada pelos hormônios.<o:p></o:p></b></div>
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<b><br /></b></div>
<div class="MsoNormal">
<b>Os principais hormônios que influenciam diretamente o
metabolismo energético incluem a insulina, o glucagon, as catecolaminas, o
cortisol, o hormônio do crescimento, somatostatina, além de várias outras
substâncias hormonais ou não-hormonais que podem agir tanto no nível periférico
quanto central.<o:p></o:p></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<strong><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"><span style="color: blue;">Visão do Metabolismo
Energético: Síntese De ATP.</span><o:p></o:p></span></strong></div>
<div class="MsoNormal">
<strong><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"><br /></span></strong></div>
<div class="MsoNormal">
<b>O ATP é gerado pela oxidação de carboidratos, ácidos graxos
livres e aminoácidos. O carboidrato primário (substrato) utilizado pelas
células é a glicose, um monossacarídeo de seis carbonos (hexose). Quatro fases
principais estão envolvidas na oxidação da glicose: transporte e retenção da
glicose no ambiente intracelular; glicólise; ciclo do ácido tricarboxílico
(Ciclo de Krebs); fosforilação oxidativa.<o:p></o:p></b></div>
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<b><br /></b></div>
<div class="MsoNormal">
<b>Na primeira fase, a glicose é transportada através da
membrana por facilitadores do transporte de glicose bidirecional uma vez que é
uma molécula hidrofílica. <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A glicólise envolve reações catabólicas citoplasmáticas
que fornecem 2 ATPs/mol enquanto consome o co-fator NAD+ por meio da redução em
NADH. <o:p></o:p></span></b></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><b>É importante ressaltar que aporte elevado de ácidos graxos livres ao
fígado pode levar à formação do Acetoacetil-CoA, por meio de uma tiolase
citoplasmática, e à ativação de sistemas enzimáticos que induzem a formação corpos
cetônicos (acetoacetato, hidroxibutirato, acetona) que poderão ser utilizados
com fonte de energia por outras células ou eliminados pela respiração e
excreção urinária. <o:p></o:p></b></span></div>
<div class="MsoNormal" style="background: white;">
<b> </b><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;"><br clear="all" />
Fonte: </span><a href="http://www.portaleducacao.com.br/biologia/artigos/33615/metabolismo-energetico-oxidacoes-biologicas">http://www.portaleducacao.com.br/biologia/artigos/33615/metabolismo-energetico-oxidacoes-biologicas</a><o:p></o:p></div>
<br />
<div class="MsoNormal">
<br /></div>
Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com0tag:blogger.com,1999:blog-7585092704358129276.post-2456253788584760552013-06-10T18:48:00.003-07:002013-06-10T19:06:40.527-07:00A glicose e o metabolismo.<!--[if !mso]>
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<br />
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="font-size: large;"><span style="color: red;"><span style="font-family: "Times New Roman","serif"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A glicose e o metabolismo</span></span></span><br />
</div>
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
<div class="MsoNormal" style="line-height: normal;">
<b><span style="font-family: "Times New Roman","serif"; font-size: small;">O combustível mais utilizado nos seres vivos é a glicose,
substância altamente energética cuja quebra no interior das células libera a
energia armazenada nas ligações químicas e produz resíduos, entre eles gás
carbônico e água.</span></b></div>
<br />
<div class="MsoNormal" style="line-height: normal;">
<b><span style="font-family: "Times New Roman","serif"; font-size: small;">A glicose é um importante
carboidrato para o organismo, pois é a partir dessa molécula que se adquire a
energia necessária para realizar todas as reações do nosso corpo.</span></b></div>
<br />
<div class="MsoNormal" style="line-height: normal;">
<b><span style="font-family: "Times New Roman","serif"; font-size: small;"><br />
A energia liberada é utilizada na execução de atividades metabólicas: síntese
de diversas substâncias, eliminação de resíduos tóxicos produzidos pelas
células, geração de atividade elétrica nas células nervosas, circulação do
sangue etc.</span></b></div>
<b><span style="font-size: small;">A glicose pode ser encontrada no amido, nas uvas e outras frutas muito
doces. Uma pessoa com consumo excessivo de alimentos com taxa elevada de
glicose está sujeita a diversas enfermidades.</span></b><br />
<b><span style="font-size: small;">O organismo humano utiliza apenas a quantidade necessária de glicose. A
parte excessiva é armazenada no fígado e transformada em glicogênio. O
excedente de glicogênio é enviado para a corrente sanguínea.</span></b><br />
<b><span style="font-size: small;">O nível de glicose no sangue é controlado pelo pâncreas. A insulina
produzida pelo pâncreas tem a função de transformar glicose em energia. O alto
nível de glicose que permanece no sangue (hiperglicemia) pode ser um indicativo
de diabetes.</span></b><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<span style="color: blue;"><span style="font-size: large;"><b><span style="font-family: "Times New Roman","serif";">Energia sob a forma de ATP</span></b></span></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<b><br /></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Cada vez
que ocorre a desmontagem da molécula de glicose, a energia não é simplesmente
liberada para o meio. A energia é transferida para outras moléculas <span style="mso-bidi-font-weight: bold;">chamadas de ATP</span>, que servirão
de reservatórios temporários de energia.</span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
No citoplasma das células é comum a existência de uma substância solúvel
conhecida como ADP. É comum também a existência de radicais solúveis
livres de fosfato inorgânico ânions monovalentes do ácido orto-fosfórico. Como
o ATP também é solúvel ele se difunde por toda a célula.</span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"></span><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></div>
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<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<span style="color: blue;"><span style="font-size: large;"><span style="font-family: "Times New Roman","serif";">A estrutura do ATP</span></span></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;"><br />
<b>O ATP é um composto derivado de nucleotídeo em que a adenina é a base e o
açúcar é a ribose. O conjunto adenina mais ribose é chamado de adenosina. A
união de adenosina com três radicais fosfato leva ao composto adenosina
trifosfato, ATP. </b></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<a href="http://www.blogger.com/blogger.g?blogID=7585092704358129276" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=7585092704358129276" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<b>Assim, cada vez que o terceiro fosfato se desliga do conjunto, ocorre a
liberação de energia que o mantinha unido ao ATP. É esta energia que é
utilizada quando andamos, falamos, pensamos ou realizamos qualquer trabalho
celular.<br />
</b></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;">Referências:</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;">Disponível
em: </span></div>
<div class="MsoNormal">
<a href="http://www.sobiologia.com.br/conteudos/bioquimica/bioquimica2.php">http://www.sobiologia.com.br/conteudos/bioquimica/bioquimica2.php</a></div>
<div class="MsoNormal">
<a href="http://www.diabetes.etc.br/Metabolismo-Glicose-n%C3%ADveis-insulina">http://www.diabetes.etc.br/Metabolismo-Glicose-n%C3%ADveis-insulina</a></div>
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Acessado em 10 de Junho de 2013.</div>
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Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com0tag:blogger.com,1999:blog-7585092704358129276.post-37546244046116062013-06-06T06:07:00.000-07:002013-06-10T18:59:27.543-07:00Dez alimentos ricos em carboidratos.<div class="MsoNormal">
<b><span style="font-family: "Times New Roman","serif"; font-size: 20.0pt;"><span style="color: red;"> Dez
alimentos ricos em carboidratos.<o:p></o:p></span></span></b></div>
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<!--[if !supportLists]--><b><span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 12pt;">1.<span style="font-size: 7pt;">
</span></span><!--[endif]--></span></b><span style="font-size: 12pt;"><b><span style="color: blue; font-family: Arial, Helvetica, sans-serif;">Arroz</span></b><span style="font-family: Times New Roman, serif;"><o:p></o:p></span></span></div>
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O <a href="http://todaela.uol.com.br/nutricao/renda-se-aos-beneficios-do-arroz" target="_blank">arroz</a> não precisa ficar de fora de um cardápio enxuto. A
melhor opção ainda é o integral, rico em fibras. Porém, se você não gosta do
alimento, experimente cozinhar uma porção menor do que a habitual de arroz
branco e, em seguida, acrescente seus vegetais preferidos, como brócolis,
cenoura e milho.Assim, você vai ingerir menos carboidratos e ainda garante uma
boa dose de fibras.<o:p></o:p><br />
<br />
<span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><b>2.Feijão </b></span><br />
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Quem é fã da combinação bem brasileira de arroz e feijão podem comemorar.
Apesar de ser rico em carboidrato, o feijão tem uma carga glicêmica baixa, além
de garantir a ingestão de nutrientes importantes para o bom funcionamento do
organismo. Isso porque ele possui ferro, proteínas, ácido fólico e outros
minerais essenciais para o corpo.<o:p></o:p><br />
<br />
<span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><b>3.Empanados</b></span><o:p></o:p><br />
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É possível preparar um empanado mais saudável, que pode ser feito com carne
vermelha, frango ou peixe. Basta passar os filés em uma mistura de leite com
ovo e, em seguida, na farinha integral, de aveia ou torradas light trituradas,
e não fritar: as porções podem ser levadas ao forno por alguns minutos sem
prejudicar a receita, pois a casquinha crocante estará garantida.<o:p></o:p><br />
<br />
<span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><b>4. Bolo</b></span><o:p></o:p><br />
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Nesse caso, é preciso substituir alguns ingredientes da receita. Em vez de
manteiga, use azeite, e no lugar da farinha branca, prefira a integral.No
recheio, deixe creme de leite, chantilly e chocolate de lado e prefira frutas e
cereais. Também é possível adicionar ingredientes considerados calóricos, como
o leite condensado, em suas versões light.<o:p></o:p><br />
<br />
<span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><b>5. Aveia</b></span><o:p></o:p><br />
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A aveia, , pode ser uma boa opção para substituir o trigo em receitas,
deixando o prato mais saudável e benéfico para o bom funcionamento do
intestino, pois é fonte de fibras.Ela pode ser usada no preparo de massas,
sobremesas e é uma alternativa para um café da manhã saudável.<o:p></o:p><br />
<br />
<span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><b>6. Cookies Integrais</b></span><o:p></o:p><br />
<br />
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Quem está de dieta deve ter algumas cookies integrais na bolsa para poder
driblar a fome durante o dia. Mas você pode preparar sua própria receita para
garantir um lanche saudável, nutritivo e sem gordura. <br />
Assim, aposte em uma receita com farinha integral, açúcar mascavo, linhaça,
óleo vegetal, frutas secas, castanhas, aveia e granola. <o:p></o:p><br />
<br />
<span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><b>7. Derivados do leite sem açúcar</b></span><o:p></o:p><br />
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Iogurtes e outros derivados do leite também podem fazer parte do cardápio
sem prejudicar o emagrecimento. As versões light e sem adição de açúcar podem
ser consumidas sem culpa, pois possuem mais proteína que carboidratos, e por
isso não contribuem para o acúmulo de gordura.<o:p></o:p><br />
<br />
<span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><b>8. Vinho</b></span><o:p></o:p><br />
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Não é preciso nem abrir mão das bebidas alcoólicas para manter as medidas em
dia. O vinho é a melhor opção para jantares com os amigos, pois ele não traz
prejuízos para o organismo e nem para a balança. <o:p></o:p><br />
<br />
<span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><b>9. Lentilha</b></span><o:p></o:p><br />
A lentilha também é uma boa opção para quem busca um acompanhamento saudável
para o arroz. Ela é rica em fibras e, por isso, é digerida lentamente, o que
garante saciedade por mais tempo.<o:p></o:p><br />
<br />
<span style="color: blue; font-family: Arial, Helvetica, sans-serif;"><b>10. Frutas</b></span><o:p></o:p><br />
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Elas são ricas em vitaminas e minerais e possuem poucas calorias. Por isso,
invista naquelas com grande quantidade de fibras, como a <a href="http://todaela.uol.com.br/nutricao/prolongue-a-saciedade-incluindo-a-manga-no-cardapio" target="_blank"><span style="color: black;">manga</span></a>, que ainda prolongam a saciedade.Uma salada de frutas
também pode ser uma boa alternativa de sobremesa para quem está de dieta. Ela
pode ficar mais gostosa se acompanhado com uma calda de iogurte desnatado
batido com adoçante e essência de baunilha.<o:p></o:p><br />
<br />
<br />
<br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Referências:<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">Disponível em: <o:p></o:p></span></div>
<div class="MsoNormal">
http://todaela.uol.com.br/comidas-e-bebidas/12-alimentos-ricos-em-carboidratos-para-comer-sem-culpa<o:p></o:p></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Acessado em 05 de Junho de 2013.</span><u><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></u></div>
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Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com0tag:blogger.com,1999:blog-7585092704358129276.post-81906502174950743392013-06-05T19:10:00.001-07:002013-06-06T06:20:53.463-07:00 A importância dos carboidratos<!--[if !mso]>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
</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-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0cm;
line-height:107%;
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-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
<br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-font-kerning: 18.0pt;"><span style="mso-spacerun: yes;"> <span style="color: blue;"> </span></span><span style="color: blue;">A importância dos carboidratos</span></span></b></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" 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" 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<span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-font-kerning: 18.0pt;"></span></b></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="line-height: 107%;">Os carboidratos são a nossa principal fonte de
energia. São também responsáveis por atividades como andar, correr e trabalhar.
Seu consumo é fundamental para a nossa existência.Desempenha diversas funções
em nosso organismo, entre elas a nutrição das células do sistema nervoso
central.</span></span></span></div>
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<br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">A presença dos carboidratos na alimentação diária é
muito importante e somente um nutricionista é apto a indicar uma dieta
balanceada, prescrevendo bem as doses diárias necessárias.Um organismo com
carência de carboidrato começa a utilizar as proteínas para produção da energia
necessária para o corpo, este processo leva a perda de massa muscular.Todos os
carboidratos devem ser consumidos de forma eficaz, ou seja, por meio de
alimentos ricos em amido associados às fibras como, por exemplo, o pão
integral.</span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">As calorias encontradas nos carboidratos são as
mesmas observadas nas proteínas, e para aproveitar a energia destas
substâncias, é preciso fazer o consumo de alimentos fontes das mesmas, de uma
forma correta, ou melhor, eficaz.</span></span></div>
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<br /></div>
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<span style="color: purple;"><span style="font-family: Arial,Helvetica,sans-serif;"><strong>Quanto carboidratos devemos
consumir?</strong></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt; line-height: 107%;">O mais <span style="mso-spacerun: yes;"> </span>recomendável <span style="mso-spacerun: yes;"> </span>é seguir uma alimentação que forneça pelo
menos 50 % do seu total calórico em carboidrato. Porém, para quem pratica
atividade física essa quantidade deve ser maior e vai variar de acordo com o
tipo, frequência e intensidade dos treinos. </span></span></div>
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<br /></div>
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<span style="color: purple;"><span style="font-family: Arial,Helvetica,sans-serif;"><b style="mso-bidi-font-weight: normal;">Quais são os
alimentos ricos em carboidratos?</b></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt; line-height: 107%;">Arroz, batata, massas em geral, mandioca, pães,
bolachas, aveia, granola, cereais matinais, barras de cereais, frutas e legumes
são excelentes fontes de carboidrato.<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Quando falamos em carboidratos e açúcares, devemos
esclarecer que o açúcar refinado, aquele que usamos normalmente, não é uma
fonte de energia e deve ser evitado, se trata de glicose, que oferece ao corpo
somente calorias, mas não os nutrientes.</span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt; line-height: 107%;">O melhor momento para ingerir carboidratos é nas primeiras horas da
manhã, principalmente no café da manhã e também no almoço. Também são
essenciais antes das atividades físicas.</span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 107%;"></span></b></span></div>
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Referências:</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Disponível em: </span><a href="http://www.minhavida.com.br/alimentacao/materias/4608-a-importancia-dos-carboidratos"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">http://www.minhavida.com.br/alimentacao/materias/4608-a-importancia-dos-carboidratos</span></a><span class="MsoHyperlink"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<a href="http://www.sonutricao.com.br/conteudo/macronutrientes/p2.php"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">http://www.sonutricao.com.br/conteudo/macronutrientes/p2.php</span></a><span class="MsoHyperlink"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Acessado em 05 de Junho de 2013.</span></div>
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Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com0tag:blogger.com,1999:blog-7585092704358129276.post-15075887626387194552013-05-22T13:36:00.002-07:002013-05-22T19:43:07.688-07:00<div class="separator" style="clear: both; text-align: center;">
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<h2 class="separator" style="clear: both; text-align: justify;">
<span style="color: red;"> <span style="font-size: large;"> PROTEÍNAS</span></span></h2>
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<span style="font-size: small;"><b><span style="font-family: Arial,Helvetica,sans-serif;"> As proteínas são macromoléculas orgânicas abundantes e importantes nas células, formadas pela sequ<span style="font-size: small;">ê</span>ncia de vários aminoácidos, unidos por ligações no organismo, sendo: estrutural, hormonal, enzimática, imunológica, nutritiva e de transporte citoplasmático.</span></b></span></div>
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<span style="font-size: small;"><b><span style="font-family: Arial,Helvetica,sans-serif;"> As proteínas que ingerimos fornecem grande parte dos aminoácidos que nossas células utilizam para a fabricação de suas próprias proteínas. Uma vez que essas substâncias são os principais constituintes estruturais do nosso corpo, costuma-se dizer que as proteínas são nutrientes plasticos. Carnes, ovos, soja e feijão, entre outros, são alimentos ricos em proteínas.</span></b></span></div>
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="color: blue;">FUNÇÃO</span></b></span></span></div>
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<span style="font-size: small;"><b><span style="font-family: Arial,Helvetica,sans-serif;">Elas exercem funções diversas como: </span></b></span></div>
<ul>
<li><b><span style="font-family: Arial,Helvetica,sans-serif;">Catalisadores;</span></b></li>
<li><span style="font-family: Century Gothic, Arial, Helvetica;"><b><span style="font-family: Arial;"> Elementos estruturais e sistemas contráteis;</span></b></span> </li>
<li><span style="font-family: Century Gothic, Arial, Helvetica;"><b><span style="font-family: Arial;">Armazenamento;</span></b></span></li>
<li><b><span style="font-family: Arial,Helvetica,sans-serif;">Veículos de transporte; </span></b></li>
<li><b><span style="font-family: Arial,Helvetica,sans-serif;"> Hormônios; </span></b></li>
<li><b><span style="font-family: Arial,Helvetica,sans-serif;">Anti-infecciosas;</span></b></li>
<li><b><span style="font-family: Arial,Helvetica,sans-serif;">Enzimáticas;</span></b></li>
<li><b><span style="font-family: Arial,Helvetica,sans-serif;"> Nutricional ;</span></b></li>
<li><span style="font-family: Century Gothic, Arial, Helvetica;"><b><span style="font-family: Arial;"><span style="font-family: Century Gothic, Arial, Helvetica;"><span style="font-family: Arial;"><span style="font-family: Century Gothic, Arial, Helvetica;"><span style="font-family: Arial;"><span style="font-family: Century Gothic, Arial, Helvetica;"><span style="font-family: Arial;"><span style="font-family: Century Gothic, Arial, Helvetica;"><span style="font-family: Arial;"><span style="font-family: Arial,Helvetica,sans-serif;">Agentes protetores. </span></span></span></span></span></span></span></span></span></span></b></span></li>
</ul>
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<span style="font-family: Century Gothic, Arial, Helvetica;"><b><span style="color: blue;"><span style="font-family: Arial;"><span style="font-family: Century Gothic, Arial, Helvetica;"><span style="font-family: Arial;"><span style="font-family: Century Gothic, Arial, Helvetica;"><span style="font-family: Arial;"><span style="font-family: Century Gothic, Arial, Helvetica;"><span style="font-family: Arial;"><span style="font-family: Century Gothic, Arial, Helvetica;"><span style="font-family: Arial;"><span style="font-family: Arial,Helvetica,sans-serif;">ORGANIZAÇÃO ESTRUTURAL DAS <span style="font-family: Arial;">PROTEÍNAS</span> </span></span></span></span></span></span></span></span></span></span></span></b></span><b><span style="font-family: Arial;"><span style="font-family: Century Gothic, Arial, Helvetica;"><b><span style="font-family: Arial;"><span style="font-family: Century Gothic, Arial, Helvetica;"><b><span style="font-family: Arial;"><span style="color: blue;"><span style="font-family: Century Gothic, Arial, Helvetica;"><b><span style="font-family: Arial;"><span style="font-family: Century Gothic, Arial, Helvetica;"><span style="font-family: Arial;"> </span></span> </span></b></span></span> </span></b></span></span></b></span></span></b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b> </b></span></span><br />
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<span style="color: magenta;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>1. Estrutura Primária: </b></span></span></span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b> - Determinada pela pela seqüência de aminoácidos e ligações peptídicas da
molécula. </b></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>
- É o nível estrutural mais simples e mais importante, pois dele deriva todo o
arranjo espacial da molécula. </b></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>
- Sua estrutura é somente a seqüência dos aminoácidos, sem se preocupar com
a orientação espacial da molécula. </b></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl4PFa6gxysLqHzzQ91ykqWIL2mVKxYHVBr9EHgXEU7ZSf2ijAZuVXlnGnMaarSO7S60cA9cCjDsbpKozdW3NJGlwqPZ1T9P3HyBeicZWUmbEGMyQWF4-sd8T37XX8pPNyR-C50J-HO0w/s1600/imagem2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl4PFa6gxysLqHzzQ91ykqWIL2mVKxYHVBr9EHgXEU7ZSf2ijAZuVXlnGnMaarSO7S60cA9cCjDsbpKozdW3NJGlwqPZ1T9P3HyBeicZWUmbEGMyQWF4-sd8T37XX8pPNyR-C50J-HO0w/s1600/imagem2.jpg" /></a></div>
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<b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> <span style="color: magenta;"> 2. Estrutura secundária:</span></span></span></b><br />
<b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span></b><br />
<div align="justify">
<b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> - É determinada pelo arranjo espacial de aminoácidos próximos entre si na
seqüência primária da proteína.</span></span></b>
</div>
<div align="justify">
<b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> - É o último nível de organização das proteínas
fibrosas, mais simples estruturalmente.</span></span></b></div>
<div align="justify">
<b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> - Ocorre graças à possibilidade de rotação das ligações entre os carbonos
a dos aminoácidos e seus grupamentos amina e carboxila.</span></span></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLnEP8-OF137h1CUjuu1C9HkClzxrCxgTEKuxlM5dIrNzrjQrLWnxJgrJIdTQho6oh8x6bKobjGVnURs9NYqC3x_Ng2D2W3W_I61oxSc8nS_PDPspsb44w6nhQXWfegJGwfCWcIqwfJ8Q/s1600/imagem3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLnEP8-OF137h1CUjuu1C9HkClzxrCxgTEKuxlM5dIrNzrjQrLWnxJgrJIdTQho6oh8x6bKobjGVnURs9NYqC3x_Ng2D2W3W_I61oxSc8nS_PDPspsb44w6nhQXWfegJGwfCWcIqwfJ8Q/s1600/imagem3.jpg" /></a></div>
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<b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span></b></div>
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<span style="color: magenta;"><b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> 3. Estrutura Terciária:</span></span></b></span><br />
<b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></span></b>
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<b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
- Determinada pelo arranjo espacial de aminoácidos distantes entre si na seqüência
polipeptídica. </span></span></b></div>
<div align="justify">
<b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
- É a forma tridimensional como a proteína se
"enrola".</span></span></b></div>
<b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
</span></span></b><div align="justify">
<b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> - Ocorre nas proteínas globulares, mais complexas estrutural e funcionalmente.</span></span></b></div>
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<br />
<span style="color: magenta;"><b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">4. Estrutura Quaternária:</span></span></b></span><br />
<br />
<div align="justify">
<b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
- Surge apenas nas proteínas oligoméricas.</span></span></b></div>
<div align="justify">
<b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> - Dada pela distribuição espacial de mais de uma cadeia polipeptídica no
espaço, as subunidades da molécula.</span></span></b></div>
<div align="justify">
<b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> - As subunidades podem atuar de forma independente ou cooperativamente no
desempenho da função bioquímica da proteína. </span></span></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1nLunPb1RQlOYPnpWecCSCeJYUMtt4qf9SwzLyW5mMAEmSJkeV4OCzuYdErRTN1CpqvLJI4nzjfdE8LQfVYKJy7CNbuCKLQ2jGWTZ-86R-z1AHf8VNhb4ymiZdHEiHBLiUOwzLtyALWE/s1600/imagem5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1nLunPb1RQlOYPnpWecCSCeJYUMtt4qf9SwzLyW5mMAEmSJkeV4OCzuYdErRTN1CpqvLJI4nzjfdE8LQfVYKJy7CNbuCKLQ2jGWTZ-86R-z1AHf8VNhb4ymiZdHEiHBLiUOwzLtyALWE/s1600/imagem5.jpg" /></a></div>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
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</xml><![endif]--><!--[if gte mso 10]>
<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-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Fontes:</span></div>
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<a href="http://www.enq.ufsc.br/labs/probio/disc_eng_bioq/trabalhos_pos2003/const_microorg/proteinas.htm"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">http://www.enq.ufsc.br/labs/probio/disc_eng_bioq/trabalhos_pos2003/const_microorg/proteinas.htm</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;"></span></div>
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<a href="http://www.brasilescola.com/biologia/proteinas.htm"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;">http://www.brasilescola.com/biologia/proteinas.htm</span></a><span class="MsoHyperlink"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 107%;"></span></span></div>
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Bruna Carlahttp://www.blogger.com/profile/09609577532172621356noreply@blogger.com0