<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-6759345777408224294</id><updated>2012-01-31T21:20:36.901-08:00</updated><category term='Pessoa com deficiência Manifesto'/><category term='Educação inclusiva'/><category term='carta da inclusão • manifesto da inclusão • parentes e militantes em'/><category term='http://www.blogger.com/img/blank.gif'/><category term='Diversidade'/><category term='Direitos'/><category term='Uma escola para todos'/><title type='text'>DIFERENÇA E DIVERSIDADE</title><subtitle type='html'>por regina rocha</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://diferencaediversidade.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://diferencaediversidade.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Regina Rocha</name><uri>http://www.blogger.com/profile/08586488002414171168</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='15' height='32' src='http://1.bp.blogspot.com/_8hiD-jX588U/S4yha9_3TNI/AAAAAAAAErY/1uXs9X1VOmY/S220/eus%C3%A9pia.jpg'/></author><generator version='7.00' 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src='http://1.bp.blogspot.com/_8hiD-jX588U/S4yha9_3TNI/AAAAAAAAErY/1uXs9X1VOmY/S220/eus%C3%A9pia.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/hPjGlc24j9M/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6759345777408224294.post-6139745070325772413</id><published>2012-01-09T19:39:00.000-08:00</published><updated>2012-01-09T19:39:03.078-08:00</updated><title type='text'>A tragédia social dos Guarani Kaiowá</title><content type='html'>&lt;a href="http://tecedora.blogspot.com/2012/01/cerimonia-entre-os-kaiowa.html?spref=bl"&gt;Tecedora: A tragédia social dos Guarani Kaiowá&lt;/a&gt;: Genocídio Surreal                 Do Luis Nassif Online  Por Gustavo Costa*   A tragédia social dos Guarani Kaiowá  em um dos estados ma...&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' 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Rocha</name><uri>http://www.blogger.com/profile/08586488002414171168</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='15' height='32' src='http://1.bp.blogspot.com/_8hiD-jX588U/S4yha9_3TNI/AAAAAAAAErY/1uXs9X1VOmY/S220/eus%C3%A9pia.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6759345777408224294.post-2061118421918845330</id><published>2012-01-09T19:37:00.000-08:00</published><updated>2012-01-09T19:37:51.517-08:00</updated><title type='text'>Comunidade Kaiowá Guarani sofre massacre</title><content type='html'>&lt;a href="http://tecedora.blogspot.com/2011/11/comunidade-kaiowa-guarani-sofre.html?spref=bl"&gt;Tecedora: Comunidade Kaiowá Guarani sofre massacre&lt;/a&gt;: Do CIMI   _______ No início da manhã desta sexta-feira (18), por volta das 6h30, a comunidade Kaiowá Guarani do acampamento Tekoha Guaviry, ...&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' 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Rocha</name><uri>http://www.blogger.com/profile/08586488002414171168</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='15' height='32' src='http://1.bp.blogspot.com/_8hiD-jX588U/S4yha9_3TNI/AAAAAAAAErY/1uXs9X1VOmY/S220/eus%C3%A9pia.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6759345777408224294.post-2223130045860321147</id><published>2012-01-03T12:01:00.000-08:00</published><updated>2012-01-03T12:01:16.894-08:00</updated><title type='text'>Negros que fizeram a história do Brasil</title><content type='html'>&lt;iframe width="459" height="344" src="http://www.youtube.com/embed/LvZBCs7vcBI?fs=1" frameborder="0" allowFullScreen=""&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6759345777408224294-2223130045860321147?l=diferencaediversidade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' 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src='http://1.bp.blogspot.com/_8hiD-jX588U/S4yha9_3TNI/AAAAAAAAErY/1uXs9X1VOmY/S220/eus%C3%A9pia.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/LvZBCs7vcBI/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6759345777408224294.post-7387537191023663255</id><published>2012-01-02T08:19:00.000-08:00</published><updated>2012-01-02T08:19:40.697-08:00</updated><title type='text'>Às vésperas dos 70 anos, ex-alunos falam sobre 'gênio' Hawking</title><content type='html'>&lt;div class="mod-socialize"&gt;                                          &lt;div class="sponsored-block"&gt;&lt;br /&gt;&lt;div class="contentSharerResult" id="contentSharerResult"&gt; &lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="img-article fontsize p1 printing"&gt;         &lt;img alt="Físico mais famoso da atualidade, Hawking completa 70 anos no domingo. Foto: AFP" height="464" src="http://p2.trrsf.com.br/image/fget/cf/619/464/img.terra.com.br/i/2012/01/02/2164027-3897-rec.jpg" title="Físico mais famoso da atualidade, Hawking completa 70 anos no domingo. Foto: AFP" width="619" /&gt;         Físico mais famoso da atualidade, Hawking completa 70 anos no domingo&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;em&gt;&lt;/em&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="page fontsize p1 printing"&gt;                 &lt;/div&gt;&amp;nbsp;&lt;em&gt;Foto: AFP&lt;/em&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Considerado por muitos cientistas como o mais brilhante  físico desde Albert Einstein, o britânico Stephen Hawking completa no  domingo 70 anos. Sua trajetória é marcada por contribuições à ciência e  pela superação de limites. Em 1962, mesmo ano em que terminou o curdo de  física em Oxford, descobriu que sofria de esclerose lateral  amiotrófica, doença degenerativa que lhe deixou quase completamente  paralisado. Mesmo assim ele seguiu os estudos, desenvolveu teorias sobre  buracos negros e incentivou outros pesquisadores, que consideram o  astrofísico como um gênio que "continua ampliando as fronteiras da  física".  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;Em entrevista ao jornal britânico &lt;i&gt;The Guardian&lt;/i&gt;, o  professor da Universidade de Londres, Bernard Carr, que foi aluno de  doutorado de Hawking de 1972 a 1975, destacou a descoberta sobre a  radiação térmica emitida pelos buracos negros. "Esse foi um dos  resultados mais importantes para a física no século 20. (...) Na época,  eu trabalhava com ele como estudante de doutorado e me sinto um  privilegiado por ter acompanhado de perto o desenvolvimento da  pesquisa", afirmou. Carr disse ainda que naquela época, o astrofísico  ainda não era tão famoso, "mas seu brilho já era claro para todos os  seus colegas". "No começo até fiquei um pouco assuntado por ser  assistente da pessoa mais brilhante do departamento", completou.  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;Astrônomo real e mestre da Trinity College, Martin Rees, conheceu  Hawking em 1964 e disse ao periódico britânico que o nome do cientista  estará marcado para sempre nos anais da ciência. "Muitas vezes eu  empurrei a cadeira de rodas dele até seu escritório, ele ficava por  horas lendo um livro sobre teoria quântica. (...) Poucos como eu  poderiam imaginar que ele chegaria ao seu 70º aniversário, depois de  realizações surpreendentes que fizeram dele o cientista vivo mais  famoso", afirmou.  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;Professor do Departamento de Matemática da Universidade de Cape  Town, na África do Sul, George Ellis trabalhou com Hawking em 1973 e  afirmou que a vida do pesquisador é uma "conquista extraordinária". "Seu  sucesso foi devido à combinação de capacidade técnica enorme e  imaginação, uma mente sempre em busca de respostas para questões  importantes, tudo isso alidado a uma extraordinária determinação e foco  nos resultados". "Quando trabalhamos juntos, eu o ajudava com as  questões da vida cotidiana nas fases iniciais da doença, empurrando sua  cadeira de rodas do departamento de matemática à sua casa, e ao centro  da universidade para o almoço. Seu largo sorriso e senso de humor  travesso estavam sempre presentes nestas ocasiões. Que privilégio ter  feito parte desta época em sua vida", completou.  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;Já Thomas Hertog, que trabalhou com o astrofísico em 2006, chama o  mestre de "gênio". "Guiado pela intuição afiada, juntamente com um foco  consistente sobre os problemas e uma certa audácia para descartar  velhas ideias que ele considera como um obstáculo ao progresso, Stephen  produziu conhecimentos que tiveram um impacto profundo sobre cosmologia  teórica. Mesmo com 70 (&lt;i&gt;anos&lt;/i&gt;), ele continua sendo um dos maiores especialistas do mundo neste campo", afirmou ao &lt;i&gt;The Guardian&lt;/i&gt;.   &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Trajetória&lt;/b&gt;&lt;br /&gt;Stephen William Hawking nasceu no dia 8 de janeiro de 1942 em Oxford, na  Inglaterra. Em 1962 se formou em física pela University College. No  mesmo ano, descobriu que possuía esclerose lateral amiotrófica. Apesar  da doença, seguiu nos estudos até se tornar Ph.D. em cosmologia pelo  Trinity Hall, em Cambridge.  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;Em 1970, Hawking iniciou o trabalho sobre as características dos  buracos negros, descobrindo que as estruturas emitem radiação. Publicou  diversos livros, entre eles &lt;i&gt;Breve História do tempo&lt;/i&gt;, de 1988.  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;Imobilizado em uma cadeira de rodas e se comunicando por meio de  um sintetizador de voz, ele diz em seu site que concilia a vida familiar  (tem três filhos e três netos), e sua investigação em física teórica  junto com um extenso programa de viagens e palestras,&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Fonte:&lt;a href="http://noticias.terra.com.br/ciencia/noticias/0,,OI5540252-EI238,00-As+vesperas+dos+anos+exalunos+falam+sobre+genio+Hawking.html"&gt;http://noticias.terra.com.br/ciencia/noticias/0,,OI5540252-EI238,00-As+vesperas+dos+anos+exalunos+falam+sobre+genio+Hawking.html&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' 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Hawking'/><author><name>Regina Rocha</name><uri>http://www.blogger.com/profile/08586488002414171168</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='15' height='32' src='http://1.bp.blogspot.com/_8hiD-jX588U/S4yha9_3TNI/AAAAAAAAErY/1uXs9X1VOmY/S220/eus%C3%A9pia.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6759345777408224294.post-7042479411140306069</id><published>2011-12-18T18:07:00.000-08:00</published><updated>2011-12-18T18:07:55.997-08:00</updated><title type='text'>FELIZ NATAL!!!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://0.gvt0.com/vi/sGDO99gmb1Q/0.jpg"&gt;&lt;param name="movie" 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href='http://www.blogger.com/feeds/6759345777408224294/posts/default/7042479411140306069'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default/7042479411140306069'/><link rel='alternate' type='text/html' href='http://diferencaediversidade.blogspot.com/2011/12/feliz-natal.html' title='FELIZ NATAL!!!'/><author><name>Regina Rocha</name><uri>http://www.blogger.com/profile/08586488002414171168</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='15' height='32' src='http://1.bp.blogspot.com/_8hiD-jX588U/S4yha9_3TNI/AAAAAAAAErY/1uXs9X1VOmY/S220/eus%C3%A9pia.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6759345777408224294.post-8632995660866432552</id><published>2011-11-21T15:27:00.000-08:00</published><updated>2011-11-21T15:46:00.089-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='http://www.blogger.com/img/blank.gif'/><title type='text'>PARAPAN - Brasil conquista pela primeira vez uma competição multidesportiva fora do país</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-ePJ3bYlVlfM/TsrhFMuJBmI/AAAAAAAAF7g/vsnwih4g9zY/s1600/GUADALAJARA%2B2011.jpg"&gt;&lt;img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 339px; height: 312px;" src="http://2.bp.blogspot.com/-ePJ3bYlVlfM/TsrhFMuJBmI/AAAAAAAAF7g/vsnwih4g9zY/s200/GUADALAJARA%2B2011.jpg" alt="" id="BLOGGER_PHOTO_ID_5677597759684281954" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="text-decoration: underline;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;img 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" 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locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* 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:0cm;  mso-para-margin-bottom:.0001pt;  text-align:justify;  line-height:150%;  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-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;  mso-fareast-language:EN-US;} &lt;/style&gt; &lt;![endif]--&gt;Missão cumprida  &lt;p class="MsoNormal"&gt; &lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;“Cumprimos a nossa missão em Guadalajara.” Assim o presidente do Comitê Paraolímpico Brasileiro (CPB), Andrew Parsons, definiu a participação brasileira na quarta edição dos Jogos Parapan-Americanos. “Essa é a primeira vez que o Brasil vence uma competição multidesportiva fora do país. Isso é uma satisfação imensa. Das 13 modalidades, medalhamos em 12 e ganhamos ouros em nove delas”, destacou.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Com 81 medalhas de ouro, 61 de prata e 55 de bronze, o país repetiu o primeiro lugar no quadro geral de medalhas conquistado no Rio de Janeiro, há quatro anos.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Segundo o presidente do CPB, o país trouxe uma delegação menor para o México e estrategicamente algumas provas não foram abertas. “Mesmo assim, nossos resultados foram melhores do que a última edição do Parapan. O Movimento Paraolímpico Brasileiro está ainda mais forte do que em 2007", avaliou Parsons, ressaltando os recordes batidos por brasileiros em Guadalajara.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;“No masculino foram nove quebras de recordes americanos, 37 parapan-americanos e dois mundiais. No feminino foram três recordes americanos e 17 parapan-americanos. Um total de 68 recordes, contra 51 conquistados por brasileiros no Rio em 2007.”&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Além das medalhas, o Brasil ampliou o número de vagas nas próximas Paraolimpíadas. “Chegamos a 104 vagas garantidas pelo IPC (International Paralympic Committee) para Londres 2012. Após o Rio 2007, tínhamos 80. Hoje, temos 17 modalidades asseguradas”, afirmou o presidente do CPB.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Segundo Parsons, “todos os jovens conquistaram a vaga por índice técnico e garantiram a medalha, o que prova que o trabalho vem sendo bem feito. Nós já temos mais qualificados que em Atenas (foram 98), isso sem contar a natação. Temos dez em atletismo e esperamos levar 20 atletas da natação. Rugby em cadeira de rodas, modalidade nova, que tem três anos, não irá a Londres, mas ainda brigamos para levar a esgrima e o tiro com arco.”&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Andrew Parsons aproveitou o balanço da participação no México para traçar os novos desafios. “Em Pequim tivemos a quarta maior (delegação) dos jogos, com 188 atletas. Talvez em Londres ela seja menor, mas mais qualificada”, projetou.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Em Guadalajara, quatro modalidades carimbaram a passagem rumo ao maior evento do paradesporto mundial: basquete em cadeira de rodas (feminino), goalball (masculino e feminino), tênis de mesa (10 vagas individuais) e vôlei sentado. O futebol de 5 já chegou ao México classificado.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;“Depois que fizemos o planejamento estratégico das 20 modalidades de Londres, e agora com canoagem e triatlon para 2016 (no Rio), pensamos em quatro objetivos: o primeiro lugar no Parapan aqui de Guadalajara (conquistado), o sétimo em Londres; o primeiro em Toronto (Parapan, em 2015) e o quinto no Rio, em 2016. Trabalhamos focados em resultados e renovação”, detalhou o presidente.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Edilson Tubiba, diretor técnico do CPB e chefe de missão da delegação brasileira no México, informou que a aclimatação visando aos jogos de 2012 será feita em Manchester por atletas de 17 modalidades. “Menos o hipismo (que será na França) e a vela. Será a primeira vez que uma delegação inteira vai estar junta. Pensamos em tudo para Londres 2012. Desde a alimentação, já que teremos cozinha própria, à assinatura de TV brasileira. Os atletas ficarão bem à vontade em Londres”, previu Tubiba.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Segundo Andrew Parsons, a operação em Guadalajara custou em torno de três a quatro milhões de reais. “Para Londres, pela lei Agnelo-Piva, o fundo deve ser em torno de seis a oito milhões de reais”, antecipou.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Abaixo, a avaliação do presidente do CPB, Andrew Parsons, sobre o desempenho das modalidades que competiram em Guadalajara.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold;" class="MsoNormal"&gt;ATLETISMO&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;“Conquistamos 27 ouros aqui, contra 25 no Rio 2007. A competição deste ano foi muito mais dura, além de ser fora de casa, com Canadá, Estados Unidos e México em alto nível."&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold;" class="MsoNormal"&gt;BASQUETE EM CADEIRA DE RODAS&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;“No feminino, saímos do quarto lugar no Rio para a medalha de bronze em Guadalajara, além da vaga para Londres 2012. No masculino tivemos uma queda. Fomos bronze no Rio e aqui ficamos com o quint lugar. Isso mostra uma mudança na realidade do basquete nas Américas, e temos cinco anos para trabalhar uma equipe que possa brigar por medalha no Rio em 2016.”&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold;" class="MsoNormal"&gt;BOCHA&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;“O segundo lugar, atrás do Canadá, foi um ótimo resultado, pois viemos com uma equipe renovada, com atletas jovens. Fábio Moraes ganhou o ouro na classe BC-4, e ainda tivemos mais dois bronzes, o que ilustra o ótimo trabalho da Associação Nacional de Desporto para Deficiente (ANDE).&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt; &lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold;" class="MsoNormal"&gt;CICLISMO&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;“A modalidade teve uma característica diferente em Guadalajara, pois teve uma junção de classes por coeficientes. Nosso desempenho mostrou que os bons resultados do ciclismo são uma realidade. Vamos para Londres com perspectivas de brigar pelo ouro.”&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold;" class="MsoNormal"&gt;FUTEBOL DE 5 PARA CEGOS&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;“Atual campeão paraolímpico, mundial, e bicampeão aqui.”&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold;" class="MsoNormal"&gt;GOALBALL&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;“Pela segunda vez na história vamos à Paraolimpíada com as duas equipes. A campanha foi sensacional e iremos brigar por ouro em Londres.”&lt;br /&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold;" class="MsoNormal"&gt;HALTEROFILISMO&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;“A modalidade passa por renovação. Temos novos nomes despontando, como o Bruno Carra, que ganhou a prata. Estamos criando sete centros de treinamento pelo país, para difundir a modalidade.”&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold;" class="MsoNormal"&gt;JUDÔ&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;“O Brasil ficou em segundo, com dois ouros e o mesmo número de pratas que a vencedora Cuba, com quatro medalhas. Inclusive o Tenório, tetracampeão paraolímpico. Não dá para esperar ouro sempre. Mas ele é um superatleta e não se brinca com um atleta desse nível.”&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold;" class="MsoNormal"&gt;NATAÇÃO&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;“O Brasil sobrou nas piscinas. Tivemos 123 provas no Rio, e aqui foram 83. Ganhamos 38% das medalhas de ouro possíveis, com 33 medalhas em Guadalajara. O Brasil é um dos países mais fortes da natação. Daniel Dias é um fenômeno, com 11 ouros. André Brasil ganhou seis ouros, e poderia ser dez, pois quatro provas que disputa não foram realizadas aqui. Vanilton Filho foi medalhista de ouro com apenas 18 anos. Caio Oliveira, também ouro com 18 anos, Talisson Glock, ouro aos 16 anos, além de Joana Silva e Edênia ganhando várias medalhas. Esse panorama nos dá grandes perspectivas tanto para Londres 2012 quanto para o Rio 2016.”&lt;br /&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold;" class="MsoNormal"&gt;TÊNIS DE MESA&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;“Fizemos barba, bigode e cabelo e no caso das meninas também as axilas. O Brasil ficou com 12 ouros, enquanto o segundo colocado, o México, ficou com apenas três. Foram 24 medalhas ao total.”&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold;" class="MsoNormal"&gt;TÊNIS EM CADEIRA DE RODAS&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;“Carlos Jordan e Maurício Pomme vêm dividindo o protagonismo desde Atenas 2004, mas estamos trabalhando a Natalia Mayara, 2ª do ranking mundial, que não medalhou, para o Rio 2016. Essa será a sua grande chance. Por ser nova, tem 17 anos, apostamos nela como diamante a ser lapidado.”&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold;" class="MsoNormal"&gt;TIRO COM ARCO&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;“Única modalidade que não medalhou, mas seria cobrar demais. Estamos tentando dar o máximo para qualificar a modalidade. Os atletas ainda estão na disputa por vaga em Londres, o que seria inédito. Eles ainda terão algumas outras competições para pontuar. Batemos na trave duas vezes aqui, quase conquistamos o bronze, mas perdemos para os americanos.”&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify; font-weight: bold;" class="MsoNormal"&gt;VÔLEI SENTADO&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;“Bicampeão Parapan-americano, em cima dos Estados Unidos, e com vaga garantida para Londres 2012. O Brasil encontrou seu melhor vôlei, de altíssimo nível, o que nos leva a sonhar com uma excelente participação nas Paraolimpíadas.”&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Mais notícias na fonte desta:&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;a href="http://www.cpb.org.br/comunicacao/noticias/missao-cumprida-o-balanco-do-bi-no-parapan"&gt;http://www.cpb.org.br/comunicacao/noticias/missao-cumprida-o-balanco-do-bi-no-parapan&lt;/a&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6759345777408224294-8632995660866432552?l=diferencaediversidade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diferencaediversidade.blogspot.com/feeds/8632995660866432552/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6759345777408224294&amp;postID=8632995660866432552&amp;isPopup=true' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default/8632995660866432552'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default/8632995660866432552'/><link rel='alternate' type='text/html' href='http://diferencaediversidade.blogspot.com/2011/11/brasil-conquista-pela-primeira-vez-uma.html' title='PARAPAN - Brasil conquista pela primeira vez uma competição multidesportiva fora do país'/><author><name>Regina Rocha</name><uri>http://www.blogger.com/profile/08586488002414171168</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='15' height='32' src='http://1.bp.blogspot.com/_8hiD-jX588U/S4yha9_3TNI/AAAAAAAAErY/1uXs9X1VOmY/S220/eus%C3%A9pia.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-ePJ3bYlVlfM/TsrhFMuJBmI/AAAAAAAAF7g/vsnwih4g9zY/s72-c/GUADALAJARA%2B2011.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6759345777408224294.post-2888508076898325418</id><published>2011-11-19T19:21:00.000-08:00</published><updated>2011-11-19T19:51:51.330-08:00</updated><title type='text'>'pobreza no Brasil tem face negra e feminina'</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-BK87DTfV81U/Tsh5FX7DU2I/AAAAAAAAF4M/ryLYbKEtx5A/s1600/negra.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 112px; height: 200px;" src="http://3.bp.blogspot.com/-BK87DTfV81U/Tsh5FX7DU2I/AAAAAAAAF4M/ryLYbKEtx5A/s200/negra.jpg" alt="" id="BLOGGER_PHOTO_ID_5676920463528514402" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-hdA5vC83sHs/Tsh5Fc3sLNI/AAAAAAAAF4Y/UvPT-YyELW8/s1600/negro.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 46px; height: 200px;" src="http://4.bp.blogspot.com/-hdA5vC83sHs/Tsh5Fc3sLNI/AAAAAAAAF4Y/UvPT-YyELW8/s200/negro.jpg" alt="" id="BLOGGER_PHOTO_ID_5676920464856591570" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;!--[if !mso]&gt; &lt;style&gt; v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:officedocumentsettings&gt;   &lt;o:allowpng/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;div style="text-align: justify;"&gt;O Dia Nacional da Consciência Negra é celebrado em 20 de novembro no Brasil e é dedicado à reflexão sobre a inserção do negro na sociedade brasileira. Bem minha postagem para este ano de 2011 será uma republicação de uma reportagem que li no Yahoo. São dados importantes que, eu espero, levem à reflexão e ação para o fortalecimento da luta.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt; &lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style=""&gt;&lt;span style=""&gt; &lt;/span&gt;&lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:officedocumentsettings&gt;   &lt;o:allowpng/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt; 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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:0cm;  mso-para-margin-bottom:.0001pt;  text-align:justify;  line-height:150%;  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-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;  mso-fareast-language:EN-US;} &lt;/style&gt; &lt;![endif]--&gt;&lt;span style="font-weight: bold;"&gt;O Dia Nacional da Consciência Negra&lt;/span&gt; é celebrado em 20 de novembro no Brasil e é dedicado à reflexão sobre a inserção do negro na sociedade brasileira. Bem minha postagem para este ano de 2011 será uma republicação de uma reportagem que li no Yahoo. São dados importantes que, eu espero, levem à reflexão e ação para o fortalecimento da luta.&lt;/p&gt;  &lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;SALVADOR - A presidente Dilma Rousseff disse neste sábado que &lt;b style="mso-bidi-font-weight:normal"&gt;"a pobreza no Brasil tem face negra e feminina"&lt;/b&gt;. Daí a necessidade de reforçar as políticas públicas de inclusão e as ações de saúde da mulher, destacou, ao encerrar, em Salvador, o Encontro Ibero-Americano de Alto Nível, em comemoração ao Ano Internacional dos Afrodescendentes. Em discurso, ela explicou por que &lt;b style="mso-bidi-font-weight: normal"&gt;as políticas de transferência de renda têm foco nas mulheres&lt;/b&gt;, e não nos homens: elas &lt;b style="mso-bidi-font-weight:normal"&gt;"são incapazes de receber os rendimentos e gastar no bar da esquina".&lt;/b&gt; Dilma destacou que, nos últimos anos, inverteu-se uma situação que perdurava no país, quando negros, índios e pobres corriam atrás do Estado em busca de assistência. Agora, o Estado é que vai em busca dessas populações, declarou.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Dilma também definiu a &lt;b style="mso-bidi-font-weight:normal"&gt;"invisibilidade da pobreza e a miséria"&lt;/b&gt; como a herança mais marcante da escravidão. Segundo ela, atrelada a essa herança, veio a visão das "elites" de que o país poderia crescer &lt;b style="mso-bidi-font-weight:normal"&gt;"sem distribuir renda e incluir".&lt;/b&gt; Nesse sentido, lembrou os programas inclusivos iniciados com a gestão do ex-presidente Lula e seu lema de que &lt;b style="mso-bidi-font-weight:normal"&gt;"pais rico é país sem pobreza".&lt;/b&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Segundo Dilma, os afrodescendentes são os que mais sofrem com o desemprego, a violência e a extrema pobreza. Por essa razão, disse que &lt;b style="mso-bidi-font-weight:normal"&gt;"reverter esse quadro é o objetivo da Carta de Salvador"&lt;/b&gt; e defendeu as políticas públicas de promoção e igualdade social. Ao explicar a necessidade de ações de combate à pobreza, a presidenta citou o Programa Brasil sem Miséria, cujo objetivo é retirar 16 milhões de pessoas da pobreza extrema. No discurso, ela destacou ainda a criação da Secretaria de Políticas de Promoção da Igualdade Racial (Seppir), em 2003, e a aprovação do Estatuto da Igualdade Racial, no ano passado, além da obrigatoriedade do ensino da história afrobrasileira nas escolas. Dilma apontou também o fato de a data do evento coincidir com a da morte do líder negro Zumbi dos Palmares, com o Dia Nacional da Consciência Negra, a ser comemorado amanhã (20), e com os 123 anos do fim institucional da escravidão no país. Nestes 123 anos, disse a presidenta, &lt;b style="mso-bidi-font-weight:normal"&gt;"sofremos as consequências dramáticas da escravidão" &lt;/b&gt;e foi preciso combater uma delas, a sistemática desvalorização do trabalho escravo, que resultou na desvalorização de qualquer tipo de trabalho no país.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Ela destacou ainda que as políticas dos países latino-americanos de estabelecer seus próprios mercados tem ajudado a América Latina a enfrentar a crise econômica internacional e permitir, assim, o desenvolvimento de políticas públicas sociais.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Por outro lado, manifestou-se preocupada com os rumos da crise. Para ela &lt;span style="font-weight: bold;"&gt;"o risco de instabilidade pode agravar as desigualdades sociais em todo o mundo"&lt;/span&gt;. Ela lamentou que a recessão tenha sido imposta como receita para a crise na Europa.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;- Sabemos que esse processo não dá certo, provoca desemprego, perda de ganhos sociais e não resolve o problema - disse, receitando &lt;span style="font-weight: bold;"&gt;"expansão do consumo e inclusão social"&lt;/span&gt; para o enfrentamento do problema.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;A presidente lembrou ainda que recorrer ao FMI não é um bom negócio, assinalando que o Brasil só conseguiu melhorar a economia após pagar sua dívida com o Fundo. Focando na proposta de maior participação do gênero feminino nos governos, Dilma disse que a valorização das mulheres em todos os campos é urgente.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Chefe de estados e representantes de 14 países participaram do evento. Um deles, o presidente do Uruguai, José Mujica, não só apoiou os termos da Carta de Salvador como defendeu a proposta de que todos os homens e mulheres de origem africana recebam educação de qualidade. Mujica concorda que somente a educação é o caminho da igualdade social.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-weight: bold;"&gt;- A negritude não quer esmolas, mas oportunidades e direitos iguais&lt;/span&gt; - disse.&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Fonte: www.yahoo.com.br&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6759345777408224294-2888508076898325418?l=diferencaediversidade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diferencaediversidade.blogspot.com/feeds/2888508076898325418/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6759345777408224294&amp;postID=2888508076898325418&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default/2888508076898325418'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default/2888508076898325418'/><link rel='alternate' type='text/html' href='http://diferencaediversidade.blogspot.com/2011/11/pobreza-no-brasil-tem-face-negra-e.html' title='&apos;pobreza no Brasil tem face negra e feminina&apos;'/><author><name>Regina Rocha</name><uri>http://www.blogger.com/profile/08586488002414171168</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='15' height='32' src='http://1.bp.blogspot.com/_8hiD-jX588U/S4yha9_3TNI/AAAAAAAAErY/1uXs9X1VOmY/S220/eus%C3%A9pia.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-BK87DTfV81U/Tsh5FX7DU2I/AAAAAAAAF4M/ryLYbKEtx5A/s72-c/negra.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6759345777408224294.post-4621986281442253203</id><published>2011-11-19T18:57:00.000-08:00</published><updated>2011-11-19T19:20:54.741-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='http://www.blogger.com/img/blank.gif'/><title type='text'>Viver Sem Limite - Plano Nacional dos Direitos da Pessoa com Deficiência</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-9qyPAD9GhYE/TshtD7f5dyI/AAAAAAAAF3o/vX0L0ulFgPM/s1600/Down.jpg"&gt;&lt;img style="float: right; 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  &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="19" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* 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:0cm;  mso-para-margin-bottom:.0001pt;  text-align:justify;  line-height:150%;  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-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;  mso-fareast-language:EN-US;} &lt;/style&gt; &lt;![endif]--&gt;&lt;span style="font-weight: bold;"&gt;  Governo lança Plano Nacional dos Direitos da Pessoa com Deficiência&lt;/span&gt;  &lt;p class="MsoNormal"&gt; &lt;/p&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;font-family:&amp;quot;;font-size:85%;"  &gt;                                                                                                                                                                              &lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:officedocumentsettings&gt;   &lt;o:allowpng/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;PT-BR&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:enableopentypekerning/&gt;    &lt;w:dontflipmirrorindents/&gt;    &lt;w:overridetablestylehps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt;   &lt;w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 2"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 3"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 4"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 5"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 6"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 7"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 8"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 9"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 1"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 2"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 3"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 4"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 5"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 6"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 7"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 8"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 9"&gt;   &lt;w:lsdexception locked="false" priority="35" qformat="true" name="caption"&gt;   &lt;w:lsdexception locked="false" priority="10" semihidden="false" unhidewhenused="false" qformat="true" name="Title"&gt;   &lt;w:lsdexception locked="false" priority="1" name="Default Paragraph Font"&gt;   &lt;w:lsdexception locked="false" priority="11" semihidden="false" unhidewhenused="false" qformat="true" name="Subtitle"&gt;   &lt;w:lsdexception locked="false" priority="22" semihidden="false" unhidewhenused="false" qformat="true" name="Strong"&gt;   &lt;w:lsdexception locked="false" priority="20" semihidden="false" unhidewhenused="false" qformat="true" name="Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="59" semihidden="false" unhidewhenused="false" name="Table Grid"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Placeholder Text"&gt;   &lt;w:lsdexception locked="false" priority="1" semihidden="false" unhidewhenused="false" qformat="true" name="No Spacing"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Revision"&gt;   &lt;w:lsdexception locked="false" priority="34" semihidden="false" unhidewhenused="false" qformat="true" name="List Paragraph"&gt;   &lt;w:lsdexception locked="false" priority="29" semihidden="false" unhidewhenused="false" qformat="true" name="Quote"&gt; 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 mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  text-align:justify;  line-height:150%;  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-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;  mso-fareast-language:EN-US;} &lt;/style&gt; &lt;![endif]--&gt;                                                                                 As filhas de Romário e Lindberg Farias, que têm                                                                                       Síndrome de Down,&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;emocionaram a presidenta.                                                                                     (Foto: Roberto Stuckert Filho/PR)&lt;span style="mso-spacerun:yes"&gt;                                      &lt;/span&gt;&lt;span style="mso-spacerun:yes"&gt;                        &lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;font-family:&amp;quot;;font-size:85%;"  &gt;&lt;/span&gt;&lt;span style=" font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-Times New Roman&amp;quot;; mso-fareast-language:PT-BRfont-family:&amp;quot;;font-size:85%;"  &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;O governo federal lançou no dia 17 de novembro de 2011, o Plano Nacional dos Direitos da Pessoa com Deficiência, o Viver Sem Limite, que reúne ações estratégicas em educação, saúde, cidadania e acessibilidade. Dados do Instituto Brasileiro de Geografia e Estatística (IBGE) apontam que 45,6 milhões de pessoas têm algum tipo de deficiência, o que corresponde a 23,91% da população brasileira. Com o Viver Sem Limite, o governo pretende promover a inclusão social e a autonomia da pessoa com deficiência, eliminando barreiras e permitindo o acesso a bens e serviços.&lt;/p&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="mso-spacerun:yes"&gt;    &lt;/span&gt;&lt;span style="font-weight: bold;"&gt;“Estamos aqui para celebrar a coragem de viver sem limites. É incrível a força que há nas pessoas para vencer desafios e superar limites”&lt;/span&gt;, disse a presidenta quando retomou o discurso interrompido pela emoção.&lt;/p&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;Dilma Rousseff chorou no início da cerimônia realizada no Palácio do Planalto para lançamento do Plano Nacional dos Direitos da Pessoa com Deficiência ao comentar as presenças das filhas do deputado Romário e do senador Lindbergh Faria.&lt;/p&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;No discurso, a presidenta ressaltou a importância da autonomia na vida das pessoas com deficiências. E defendeu que todos os brasileiros tenham condições de desenvolver todas as suas potencialidades.&lt;/p&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="mso-spacerun:yes"&gt;    &lt;/span&gt;&lt;span style="font-weight: bold;"&gt;“São brasileiros que podem realizar plenamente seus sonhos individuais, mas podem e devem ajudar a concretizar o nosso sonho coletivo”&lt;/span&gt;, afirmou.&lt;/p&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;Segundo a ministra da Secretaria de Direitos Humanos da Presidência da República, Maria do Rosário, o Viver Sem Limite articula e organiza ações já desenvolvidas no âmbito do governo federal, que foram aprimoradas e fortalecidas para eliminar barreiras e permitir o acesso da população com deficiência a bens e serviços.&lt;/p&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="mso-spacerun:yes"&gt;    &lt;/span&gt;&lt;span style="font-weight: bold;"&gt;“É o reconhecimento da responsabilidade do Estado brasileiro, uma responsabilidade irrenunciável”&lt;/span&gt;, disse a ministra. &lt;/p&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;O secretário Nacional de Promoção dos Direitos da Pessoa com Deficiência, Antônio José do Nascimento Ferreira, explicou que o Viver Sem Limite tem metas para serem alcançadas até 2014, com previsão orçamentária de R$ 7,6 bilhões. As ações previstas serão executadas em conjunto, por 15 órgãos do governo federal, sob a coordenação da Secretaria de Direitos Humanos da Presidência da República.&lt;/p&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-weight: bold;"&gt;Educação&lt;/span&gt; -- Na área da Educação, por exemplo, o plano prevê a ampliação do acesso dos alunos com deficiência à escola, saltando de 229.017 para 378 mil o número de crianças e adolescentes nas salas de aula. Outra medida é adequar as escolas públicas e as instituições federais de ensino superior às condições de acessibilidade.&lt;/p&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;O Viver Sem Limite determina ainda a implantação de novas salas de aula com recursos multifuncionais e a atualização das salas já existentes, e a oferta de até 150 mil vagas para pessoas com deficiência nos cursos federais de formação profissional e tecnológica.&lt;/p&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-weight: bold;"&gt;Saúde&lt;/span&gt; – No chamado eixo Saúde, está prevista a ampliação e qualificação da triagem neonatal com a inclusão de dois novos exames no teste do pezinho, além da implantação completa do exame em todos os estados até 2014. O plano também estabelece a implantação de 45 centros de referência em reabilitação, garantindo atendimento das quatro modalidades: intelectual, física, visual e auditiva.&lt;/p&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;Outra medida refere-se ao atendimento odontológico, com um aumento em 20% no financiamento do SUS para 420 centros de especialidades odontológica. O governo também pretende formar 660 novos profissionais de saúde em órteses e próteses até 2014 para atuar nas oficinas ortopédicas que serão criadas. A expectativa é aumentar em 20% o fornecimento de órteses, próteses e meios auxiliares de locomoção.&lt;/p&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-weight: bold;"&gt;Inclusão social&lt;/span&gt; – O trabalhador que perder o emprego voltará a receber o Benefício de Prestação Continuada (BPC). A garantia está no Viver Sem Limite, que também permite que a renda da aprendizagem seja acumulada com a do BPC. Outra ação prevê a busca ativa e o encaminhamento ao mercado de trabalho de 50 mil beneficiários.&lt;/p&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="font-weight: bold;"&gt;Acessibilidade &lt;/span&gt;– O eixo Acessibilidade prevê a construção e 1,2 milhão de moradias adaptáveis pelo programa Minha Casa, Minha Vida 2. As obras de mobilidade urbana da Copa do Mundo 2014 e do PAC 2 também serão adaptadas aos portadores de deficiências.&lt;/p&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;Outras medidas preveem a implantação de cinco centros tecnológicos de formação de instrutores e treinadores de cães-guias, microcrédito pelo Banco do Brasil para aquisição de produtos de tecnologias assistivas no valor de até R$ 25 mil e juros de 0,64 ao mês e desoneração tributária de R$ 609,84 milhões até 2013 sobre esses produtos.&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:normal"&gt;&lt;span style=" font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-Times New Roman&amp;quot;; mso-fareast-language:PT-BRfont-family:&amp;quot;;font-size:12.0pt;"  &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Fonte:&lt;a href="http://blog.planalto.gov.br/governo-lanca-plano-nacional-dos-direitos-da-pessoa-com-deficiencia/"&gt; http://blog.planalto.gov.br/governo-lanca-plano-nacional-dos-direitos-da-pessoa-com-deficiencia/&lt;/a&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6759345777408224294-4621986281442253203?l=diferencaediversidade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diferencaediversidade.blogspot.com/feeds/4621986281442253203/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6759345777408224294&amp;postID=4621986281442253203&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default/4621986281442253203'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default/4621986281442253203'/><link rel='alternate' type='text/html' href='http://diferencaediversidade.blogspot.com/2011/11/viver-sem-limite-plano-nacional-dos.html' title='Viver Sem Limite - Plano Nacional dos Direitos da Pessoa com Deficiência'/><author><name>Regina Rocha</name><uri>http://www.blogger.com/profile/08586488002414171168</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='15' height='32' src='http://1.bp.blogspot.com/_8hiD-jX588U/S4yha9_3TNI/AAAAAAAAErY/1uXs9X1VOmY/S220/eus%C3%A9pia.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-9qyPAD9GhYE/TshtD7f5dyI/AAAAAAAAF3o/vX0L0ulFgPM/s72-c/Down.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6759345777408224294.post-1507007071345391652</id><published>2011-11-18T09:24:00.000-08:00</published><updated>2011-11-18T09:35:57.140-08:00</updated><title type='text'>NOTÍCIAS DO PARAPAN 2011</title><content type='html'>&lt;div class="mod-socialize"&gt;&lt;div class="sponsored-block"&gt;&lt;div id="contentSharerResult" class="contentSharerResult"&gt;Lembram que o PAN 2011 foi transmitido, ao vivo, pela Rede Record? Então, o PARAPAN, nem notícia. Mas se você quiser saber o que está acontecendo por lá pode procurar no "Terra". Republico aqui esta matéria e abaixo tem um link que te levará direto para lá.&lt;br /&gt;&lt;/div&gt;                                                                                                                         &lt;/div&gt;&lt;div id="google-plus-container" class="common-ui-google-plus-one new-inline-group show"&gt;  &lt;/div&gt; &lt;div class="common-ui-facebook-like new-inline-group show"&gt;  &lt;/div&gt;                      &lt;div class="lin-hor-dotted"&gt; &lt;/div&gt;      &lt;/div&gt;                   &lt;a name="header"&gt;&lt;/a&gt;              &lt;span style="font-size:180%;"&gt;&lt;span style="font-weight: bold;"&gt;&lt;br /&gt;Com 54 ouros, Brasil se isola em 1º no Pan  e fica perto do bi&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="img-article fontsize p1 printing"&gt;         &lt;img src="http://p2.trrsf.com.br/image/fget/cf/619/464/img.terra.com.br/i/2011/11/17/2114169-4951-rec.jpg" alt="Yohansson (dir.) volta as pistas nesta sexta depois de conquistar o ouro e o recorde mundial nos 200 m T46. Foto: Patricia Santos / FOTOCOM.NET / CPB/Divulgação" title="Yohansson (dir.) volta as pistas nesta sexta depois de conquistar o ouro e o recorde mundial nos 200 m T46. Foto: Patricia Santos / FOTOCOM.NET / CPB/Divulgação" height="464" width="619" /&gt;         &lt;p&gt;Yohansson (dir.) volta as pistas nesta sexta depois de conquistar o ouro e o recorde mundial nos 200 m T46&lt;br /&gt;        &lt;em&gt;Foto: Patricia Santos / FOTOCOM.NET / CPB/Divulgação&lt;/em&gt;&lt;/p&gt;        &lt;/div&gt;             &lt;div class="ctn-tools printing"&gt;        &lt;br /&gt;               &lt;/div&gt;           &lt;div class="page fontsize p1 printing"&gt;                 &lt;/div&gt;                  &lt;p style="text-align: justify;"&gt;As 14 medalhas de ouros conquistadas pelo Brasil na última  quinta-feira consolidaram ainda mais o País na liderança do quadro de  medalhas dos Jogos Parapan-Americanos de Guadalajara. Com os 132 pódios  brasileiros totais - também já foram 36 pratas e 42 bronzes, o Brasil se  distancia cada vez mais do segundo colocado, os Estados Unidos, que  possui 20 medalhas de ouro a menos, e fica mais perto do bicampeonato no  Parapan.&lt;/p&gt;&lt;p style="text-align: justify;"&gt; Nesta sexta-feira, os brasileiros voltam a competir com mais promessas  de medalhas e de permanecer na ponta do Parapan. Na disputa do vôlei  sentado, a Seleção Brasileira entra em quadra contra os Estados Unidos  para defender o título e também garantir a única vaga da modalidade nas  Paraolimpíadas de Londres 2012. A partida é uma reedição da final do  Parapan do Rio 2007, em que o Brasil se consagrou campeão.&lt;/p&gt;&lt;p style="text-align: justify;"&gt; Há expectativa de ouro também na natação, com Daniel Dias podendo chegar  a nove medalhas douradas. No atletismo, Yohansson Nascimento, o  paratleta destaque da última quinta-feira por bater o recorde mundial  nos 200 m T46, volta às pistas para disputar os 400m T46.&lt;/p&gt;&lt;p style="text-align: justify;"&gt; O judô é o último esporte a estrear neste Parapan, e já começa com o  astro Antônio Tenório buscando o bicampeonato na categoria até 100 kg.  Ouro no Rio 2007, Tenório também foi campeão em quatro Paraolimpíadas:  Atlanta 96, Sydney 2000, Atenas 2004 e Pequim 2008. Há ainda a disputa  do halterofilismo, com peso leve feminino  e médio masculino. &lt;/p&gt;&lt;p style="text-align: justify;"&gt; Depois da terceira goleada em Guadalajara, contra o México, a Seleção  Brasileira de futebol de 5 enfrenta a Colômbia como o primeiro do Grupo.  O goalbal brasileiro também tem conquistado bons placar no Parapan, na  última quinta-feira, as equipes masculina e feminina aplicaram um 10 a  0, em El Salvador e México, respectivamente.  Já nas semifinais, os  homens enfrentam agora o México e as mulheres o Canadá.&lt;/p&gt;&lt;p style="text-align: justify;"&gt; As disputas de tênis é outra modalidade com disputas acirradas. As  equipes brasileiras feminina e masculina de tênis de mesa ganharam a  maior parte de suas partidas na quinta-feira e avançaram para a disputa  de seis finais nesta sexta-feira. No tênis em cadeiras de rodas, a dupla  feminina Rejane Cândida/Natália Mayara disputa a medalha de bronze  contra as chilenas Mardones e Ortiz. &lt;/p&gt;&lt;div style="text-align: justify;"&gt; A equipe masculina de cadeiras de rodas passou das quartas de final  contra o México em um jogo apertado por 60 a 58 e decidido nos segundos  finais. Agora, a Seleção enfrenta El Salvador pela semifinal da  competição.&lt;br /&gt;Para saber mais notícias do PARAPAN é só clicar no link abaixo.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://esportes.terra.com.br/rumo-a-2012/pan-americano-guadalajara-2011/parapan/noticias/0,,OI5476128-EI19076,00-Com+ouros+Brasil+se+isola+em+no+Parapan+e+fica+perto+do+bi.html"&gt;http://esportes.terra.com.br/rumo-a-2012/pan-americano-guadalajara-2011/parapan/noticias/0,,OI5476128-EI19076,00-Com+ouros+Brasil+se+isola+em+no+Parapan+e+fica+perto+do+bi.html&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6759345777408224294-1507007071345391652?l=diferencaediversidade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diferencaediversidade.blogspot.com/feeds/1507007071345391652/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6759345777408224294&amp;postID=1507007071345391652&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default/1507007071345391652'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default/1507007071345391652'/><link rel='alternate' type='text/html' href='http://diferencaediversidade.blogspot.com/2011/11/noticias-do-parapan-2011.html' title='NOTÍCIAS DO PARAPAN 2011'/><author><name>Regina Rocha</name><uri>http://www.blogger.com/profile/08586488002414171168</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='15' height='32' src='http://1.bp.blogspot.com/_8hiD-jX588U/S4yha9_3TNI/AAAAAAAAErY/1uXs9X1VOmY/S220/eus%C3%A9pia.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6759345777408224294.post-4376261702250961497</id><published>2011-10-15T09:04:00.000-07:00</published><updated>2011-10-15T16:30:02.946-07:00</updated><title type='text'>15 DE OUTUBRO - DIA DO PROFESSOR</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-9WX1zYM0Amk/TpoXCoh_q-I/AAAAAAAAFTc/M1vbrtsaVZk/s1600/professor.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 154px; height: 200px;" src="http://2.bp.blogspot.com/-9WX1zYM0Amk/TpoXCoh_q-I/AAAAAAAAFTc/M1vbrtsaVZk/s200/professor.jpg" alt="" id="BLOGGER_PHOTO_ID_5663864815379000290" border="0" /&gt;&lt;/a&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-6uxkNU8Z-4A/Tpmv5K9lhkI/AAAAAAAAFTE/s2z8n6MgfBY/s1600/2944454333_d1487deabf.jpg"&gt;&lt;img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 200px; height: 206px;" src="http://1.bp.blogspot.com/-6uxkNU8Z-4A/Tpmv5K9lhkI/AAAAAAAAFTE/s2z8n6MgfBY/s200/2944454333_d1487deabf.jpg" alt="" id="BLOGGER_PHOTO_ID_5663751403125179970" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-CqdBgyJryNw/TpmwOQPcfQI/AAAAAAAAFTQ/Tf1E6U4ItbM/s1600/Paulo%2BFreireMestre.jpg"&gt;&lt;img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 271px; height: 203px;" src="http://1.bp.blogspot.com/-CqdBgyJryNw/TpmwOQPcfQI/AAAAAAAAFTQ/Tf1E6U4ItbM/s200/Paulo%2BFreireMestre.jpg" alt="" id="BLOGGER_PHOTO_ID_5663751765319515394" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Nas reflexões feitas a partir do pensamento do nosso grande mestre Paulo Freire, compreendemos a fundamental importância de todos os  PROFISSIONAIS DA EDUCAÇÃO,  na tão falada e esperada transformação da nossa sociedade. É uma grande responsabilidade, que os professores abraçam com muita coragem, paixão, alegria  e sobretudo muito amor. “Sem medo de ser feliz”:&lt;br /&gt;&lt;br /&gt;"A compreensão do mundo está estreitamente ligada à compreensão do processo lingüístico." (Paulo Freire)&lt;br /&gt;&lt;br /&gt;"Se a educação sozinha não transforma a sociedade, sem ela, tampouco, a sociedade muda." (Paulo Freire)&lt;br /&gt;&lt;br /&gt;"Não se pode falar de educação sem amor. " (Paulo Freire)&lt;br /&gt;&lt;br /&gt;"Não é possível refazer este país, democratizá-lo, humanizá-lo, torná-lo sério, com adolescentes brincando de matar gente, ofendendo a vida, destruindo o sonho, inviabilizando o amor. Se a educação sozinha não transformar a sociedade, sem ela tampouco a sociedade muda. " (Paulo Freire)&lt;br /&gt;&lt;br /&gt;"A sectarização, porque mítica e irracional, transforma a realidade numa falsa realidade, que, assim, não pode ser mudada." (Paulo Freire)&lt;br /&gt;&lt;br /&gt;"Não há vida sem correção, sem retificação." (Paulo Freire)&lt;br /&gt;&lt;br /&gt;"Não é no silêncio que os homens se fazem, mas na palavra, no trabalho, na ação-reflexão." (Paulo Freire)&lt;br /&gt;&lt;br /&gt;"A educação sozinha não transforma a sociedade, sem ela tam pouco a sociedade muda." (Paulo Freire)&lt;br /&gt;&lt;br /&gt;"Mudar é difícil mas é possível." (Paulo Freire)&lt;br /&gt;&lt;br /&gt;"A humildade exprime, uma das raras certezas de que estou certo: a de que ninguém é superior a ninguém." (Paulo Freire)&lt;br /&gt;&lt;br /&gt;"Eu sou um intelectual que não tem medo de ser amoroso, eu amo as gentes e amo o mundo. E é porque amo as pessoas e amo o mundo, que eu brigo para que a justiça social se implante antes da caridade." (Paulo Freire)&lt;br /&gt;"A alegria não chega apenas no encontro do achado, mas faz parte do processo da busca. E ensinar e aprender não pode dar-se fora da procura, fora da boniteza e da alegria." (Paulo Freire)&lt;br /&gt;&lt;br /&gt;"Amar é um ato de coragem." (Paulo Freire)&lt;br /&gt;&lt;br /&gt;"Ai daqueles que pararem com sua capacidade de sonhar, de invejar sua coragem de anunciar e denunciar. Ai daqueles que, em lugar de visitar de vez em quando o amanha pelo profundo engajamento com o hoje, com o aqui e o agora, se atrelarem a um passado de exploração e de rotina." (Paulo Freire)&lt;br /&gt;&lt;br /&gt;"As terríveis consequências do pensamento negativo são percebidas muito tarde." (Paulo Freire)&lt;br /&gt;&lt;br /&gt;"Ninguém educa ninguém, ninguém educa a si mesmo, os homens se educam entre si, mediatizados pelo mundo." (Paulo Freire)&lt;br /&gt;&lt;br /&gt;"Conhecer é tarefa de sujeitos, não de objetos. E é como sujeito e somente enquanto sujeito, que o homem pode realmente conhecer." (Paulo freire)&lt;br /&gt;&lt;br /&gt;"Ninguém liberta ninguém. As pessoas se libertam em comunhão." (Paulo Freire)&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;PARABÉNS A TODOS OS EDUCADORES!!!&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight:bold;"&gt;TENHAM UM LINDO E AGRADÁVEL DIA!!!&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6759345777408224294-4376261702250961497?l=diferencaediversidade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diferencaediversidade.blogspot.com/feeds/4376261702250961497/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6759345777408224294&amp;postID=4376261702250961497&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default/4376261702250961497'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default/4376261702250961497'/><link rel='alternate' type='text/html' href='http://diferencaediversidade.blogspot.com/2011/10/15-de-outubro-dia-do-professor.html' title='15 DE OUTUBRO - DIA DO PROFESSOR'/><author><name>Regina Rocha</name><uri>http://www.blogger.com/profile/08586488002414171168</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='15' height='32' src='http://1.bp.blogspot.com/_8hiD-jX588U/S4yha9_3TNI/AAAAAAAAErY/1uXs9X1VOmY/S220/eus%C3%A9pia.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-9WX1zYM0Amk/TpoXCoh_q-I/AAAAAAAAFTc/M1vbrtsaVZk/s72-c/professor.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6759345777408224294.post-7295451720615673631</id><published>2011-09-24T14:28:00.000-07:00</published><updated>2011-09-24T14:32:08.442-07:00</updated><title type='text'>ESTA VAGA NÃO É SUA NEM POR UM MINUTO</title><content type='html'>&lt;object width="640" height="360"&gt;&lt;param name="movie" value="http://www.youtube.com/v/C50FAN9bYqU&amp;hl=en_US&amp;feature=player_embedded&amp;version=3"&gt;&lt;/param&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;/param&gt;&lt;param name="allowScriptAccess" value="always"&gt;&lt;/param&gt;&lt;embed src="http://www.youtube.com/v/C50FAN9bYqU&amp;hl=en_US&amp;feature=player_embedded&amp;version=3" type="application/x-shockwave-flash" allowfullscreen="true" allowScriptAccess="always" width="640" height="360"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6759345777408224294-7295451720615673631?l=diferencaediversidade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diferencaediversidade.blogspot.com/feeds/7295451720615673631/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6759345777408224294&amp;postID=7295451720615673631&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default/7295451720615673631'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default/7295451720615673631'/><link rel='alternate' type='text/html' href='http://diferencaediversidade.blogspot.com/2011/09/esta-vaga-nao-e-sua-nem-por-um-minuto.html' title='ESTA VAGA NÃO É SUA NEM POR UM MINUTO'/><author><name>Regina Rocha</name><uri>http://www.blogger.com/profile/08586488002414171168</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='15' height='32' src='http://1.bp.blogspot.com/_8hiD-jX588U/S4yha9_3TNI/AAAAAAAAErY/1uXs9X1VOmY/S220/eus%C3%A9pia.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6759345777408224294.post-8907852394635544444</id><published>2011-09-17T18:16:00.000-07:00</published><updated>2011-09-17T18:39:04.950-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='http://www.blogger.com/img/blank.gif'/><title type='text'>Parapan de Guadalajara 2011</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-N8bbRkZOyrA/TnVLYF5AZfI/AAAAAAAAFSA/skIFD02etm4/s1600/jogos-paraolimpicos-26.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 200px; height: 136px;" src="http://4.bp.blogspot.com/-N8bbRkZOyrA/TnVLYF5AZfI/AAAAAAAAFSA/skIFD02etm4/s200/jogos-paraolimpicos-26.jpg" alt="" id="BLOGGER_PHOTO_ID_5653507784503748082" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-jJBrAYVOywQ/TnVLLtOShHI/AAAAAAAAFR4/up6qQsgoTzs/s1600/FOTO_GOALBALL.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 200px; height: 133px;" src="http://4.bp.blogspot.com/-jJBrAYVOywQ/TnVLLtOShHI/AAAAAAAAFR4/up6qQsgoTzs/s200/FOTO_GOALBALL.jpg" alt="" id="BLOGGER_PHOTO_ID_5653507571723699314" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-R8HLU1HnDO4/TnVLAmryDqI/AAAAAAAAFRw/eh-uAOsEUf8/s1600/12668a.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 200px; height: 145px;" src="http://4.bp.blogspot.com/-R8HLU1HnDO4/TnVLAmryDqI/AAAAAAAAFRw/eh-uAOsEUf8/s200/12668a.jpg" alt="" id="BLOGGER_PHOTO_ID_5653507380989791906" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-QYBUJZGC4Yg/TnVK304bsZI/AAAAAAAAFRo/z9lamne7J7o/s1600/espanol.png"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 163px; height: 179px;" src="http://2.bp.blogspot.com/-QYBUJZGC4Yg/TnVK304bsZI/AAAAAAAAFRo/z9lamne7J7o/s200/espanol.png" alt="" id="BLOGGER_PHOTO_ID_5653507230182125970" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-LFpeQ5nX-WY/TnVKrNFNtoI/AAAAAAAAFRg/xhwFuu1qLBE/s1600/TEREZINHA.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 200px; height: 128px;" src="http://1.bp.blogspot.com/-LFpeQ5nX-WY/TnVKrNFNtoI/AAAAAAAAFRg/xhwFuu1qLBE/s200/TEREZINHA.jpg" alt="" id="BLOGGER_PHOTO_ID_5653507013339887234" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-fnt0seF3cgo/TnVKfRTnI_I/AAAAAAAAFRY/GCEavhlyzUs/s1600/0%252C%252C11341541-EX%252C00.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 200px; height: 142px;" src="http://4.bp.blogspot.com/-fnt0seF3cgo/TnVKfRTnI_I/AAAAAAAAFRY/GCEavhlyzUs/s200/0%252C%252C11341541-EX%252C00.jpg" alt="" id="BLOGGER_PHOTO_ID_5653506808315585522" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-K77ZCaLPJLQ/TnVKY_mB2AI/AAAAAAAAFRQ/WQQOfcwtkLY/s1600/0%252C%252C17775102-EX%252C00.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 200px; height: 150px;" src="http://4.bp.blogspot.com/-K77ZCaLPJLQ/TnVKY_mB2AI/AAAAAAAAFRQ/WQQOfcwtkLY/s200/0%252C%252C17775102-EX%252C00.jpg" alt="" id="BLOGGER_PHOTO_ID_5653506700481779714" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-g5IBWkCdQBE/TnVKQvERRgI/AAAAAAAAFRI/NjWRG8uoSN4/s1600/corrida%2Bparaolimpica.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 200px; height: 139px;" src="http://3.bp.blogspot.com/-g5IBWkCdQBE/TnVKQvERRgI/AAAAAAAAFRI/NjWRG8uoSN4/s200/corrida%2Bparaolimpica.jpg" alt="" id="BLOGGER_PHOTO_ID_5653506558606263810" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;p class="western" style="margin-top: 0.05cm; margin-bottom: 0.05cm; line-height: 100%" align="LEFT"&gt;  &lt;span style="font-family:Times New Roman, serif;"&gt;&lt;span style="font-size:6;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p class="western" style="margin-bottom: 0cm;" align="JUSTIFY"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="western" style="margin-bottom: 0cm;" align="JUSTIFY"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="western" style="margin-bottom: 0cm;" align="JUSTIFY"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="western" style="margin-bottom: 0cm;" align="JUSTIFY"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="western" style="margin-bottom: 0cm;" align="JUSTIFY"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="western" style="margin-bottom: 0cm;" align="JUSTIFY"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="western" style="margin-bottom: 0cm;" align="JUSTIFY"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="western" style="margin-bottom: 0cm;" align="JUSTIFY"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="western" style="margin-bottom: 0cm;" align="JUSTIFY"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="western" style="margin-bottom: 0cm" align="JUSTIFY"&gt;De 12 a 20 de novembro de 2011 acontecerão os Jogos Parapanamericanos de Guadalajara. Fui ao Parapan de 2007 no Rio de Janeiro e me emociono só de lembrar. Foram 16 países participando e a cada jogo que assistia a superação imperava. Fantástico!&lt;/p&gt; &lt;p class="western" style="margin-bottom: 0cm" align="JUSTIFY"&gt;Os Jogos Parapanamericanos são um evento multidesportivo para pessoas com deficiência. Da mesma forma que a Paraolimpíada se baseia nas Olimpíadas, o Parapanamericano são realizados com base nos Jogos Panamericanos. Sua origem   vem dos Jogos Pan-Americanos para Paraplégicos em Winnipeg, Canadá em 1967 no qual 6 países competiram em esportes de cadeiras de rodas. Os jogos das cadeiras de rodas se realizaram a cada 2 ou 4 anos até 1995, quando ocorreu a realização de três eventos simultâneos na Argentina: os Jogos Panamericanos de Cadeira de Rodas, em setembro na cidade de Buenos Aires; os Jogos Panamericanos para Cegos, em novembro, também em Buenos Aires; e os Jogos Panamericanos dos Deficientes Mentais, em dezembro em Mar del Plata.&lt;/p&gt; &lt;p class="western" style="margin-bottom: 0cm" align="JUSTIFY"&gt;Os primeiros Jogos Parapan-Americanos formais realizaram-se em 1999 na Cidade do México com a participação de 1.200 atletas de 20 países, que competiram em 4 esportes: atletismo, natação, basquete e tênis de mesa.&lt;/p&gt; &lt;p class="western" style="margin-bottom: 0cm" align="JUSTIFY"&gt;Os Jogos Parapan-Americanos de 2007 foram realizados pela primeira vez na mesma cidade dos Jogos Pan-Americanos, o Rio de Janeiro. Como as demais competições internacionais os jogos Parapanamericanos acontecem a cada quatro anos.&lt;/p&gt; &lt;p class="western" style="margin-bottom: 0cm" align="JUSTIFY"&gt;Nos jogos de Guadalajara 2011 serão incluídas quatro modalidades no programa dos Jogos e ao todo, 14 modalidades farão parte do programa: atletismo, natação, halterofilismo, tiro com arco, basquete em cadeira de rodas, bocha, futebol de 7, ciclismo, futebol de 5, goalball, judô, tênis, tênis de mesa e vôlei sentado.&lt;/p&gt; &lt;p class="western" style="margin-bottom: 0cm" align="JUSTIFY"&gt;Todas as provas do Parapan serão classificatórias para as Paraolimpíadas de Londres 2012.&lt;/p&gt; &lt;p class="western" style="margin-bottom: 0cm" align="JUSTIFY"&gt;Pela segunda vez na história os Jogos Parapan-Americanos serão realizados na mesma cidade e nas mesmas instalações dos Jogos Pan-Americanos. A primeira foi em 2007, no Rio de Janeiro. Antes, o Parapan teve duas edições: a primeira em 1999, na Cidade do México, e a segunda em Mar Del Plata, na Argentina, em 2003.&lt;/p&gt; &lt;p class="western" style="margin-bottom: 0cm" align="JUSTIFY"&gt;&lt;br /&gt;&lt;/p&gt; &lt;p class="western" style="margin-bottom: 0cm" align="JUSTIFY"&gt;A equipe brasileira que disputará o Parapan de Guadalajara já foi convocada e se você quiser conhecer é só clicar no link abaixo:&lt;/p&gt; &lt;p class="western" style="margin-bottom: 0cm" align="JUSTIFY"&gt;&lt;br /&gt;&lt;/p&gt; &lt;p class="western" style="margin-bottom: 0cm" align="JUSTIFY"&gt;&lt;br /&gt;&lt;/p&gt; &lt;p class="western" style="margin-bottom: 0cm" align="JUSTIFY"&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;a href="http://www.cpb.org.br/comunicacao/noticias/CONVOCAOPARAPANGUADALAJARA2011_PUBLICAO.pdf"&gt;http://www.cpb.org.br/comunicacao/noticias/CONVOCAOPARAPANGUADALAJARA2011_PUBLICAO.pdf&lt;/a&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6759345777408224294-8907852394635544444?l=diferencaediversidade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diferencaediversidade.blogspot.com/feeds/8907852394635544444/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6759345777408224294&amp;postID=8907852394635544444&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default/8907852394635544444'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default/8907852394635544444'/><link rel='alternate' type='text/html' href='http://diferencaediversidade.blogspot.com/2011/09/parapan-de-guadalajara-2011.html' title='Parapan de Guadalajara 2011'/><author><name>Regina Rocha</name><uri>http://www.blogger.com/profile/08586488002414171168</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='15' height='32' src='http://1.bp.blogspot.com/_8hiD-jX588U/S4yha9_3TNI/AAAAAAAAErY/1uXs9X1VOmY/S220/eus%C3%A9pia.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-N8bbRkZOyrA/TnVLYF5AZfI/AAAAAAAAFSA/skIFD02etm4/s72-c/jogos-paraolimpicos-26.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6759345777408224294.post-4308880565683077033</id><published>2011-08-12T20:12:00.000-07:00</published><updated>2011-08-12T20:18:59.859-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='http://www.blogger.com/img/blank.gif'/><title type='text'>MARCHA DAS MARGARIDAS 2011</title><content type='html'>&lt;!--[if gte mso 10]&gt; 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	mso-hansi-font-family:Calibri; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:"Times New Roman"; 	mso-bidi-theme-font:minor-bidi; 	mso-fareast-language:EN-US;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;Nos dias 16 e 17 de agosto, na Esplanada dos Ministérios, em Brasília acontecerá a maior mobilização de mulheres trabalhadoras rurais do campo e da floresta do Brasil, a Marcha das Margaridas - A Marcha das Margaridas. Esse nome é uma homenagem à trabalhadora rural e líder sindical Margarida Maria Alves, assassinada a tiros em agosto de 1983. &lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Este ano o tema da 4ª Marcha das Margaridas é &lt;span style="font-size:130%;"&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;"2011 razões para marchar por: desenvolvimento sustentável com justiça, autonomia, igualdade e liberdade"&lt;/b&gt;&lt;/span&gt;. A Marcha pretende reunir cerca de 100 mil mulheres de diversas regiões do País na luta por melhores condições de vida e trabalho no campo e contra todas as formas de discriminação e violência.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Ao ocupar a presidência do Sindicato dos Trabalhadores e Trabalhadoras Rurais de Alagoa Grande, na Paraíba durante 12 anos, Margarida Maria Alves rompeu com padrões tradicionais de gênero e se tornou um grande símbolo da luta das mulheres por terra, trabalho, igualdade, justiça e dignidade. Lutou contra a exploração, pelos direitos dos trabalhadores e trabalhadoras rurais, contra o analfabetismo e pela reforma agrária.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt; &lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Leia mais em: &lt;a href="http://http://encontrosp.blogspot.com/2011/08/marcha-das-margaridas-deve-reunir-100.html"&gt;http://encontrosp.blogspot.com/2011/08/marcha-das-margaridas-deve-reunir-100.html&lt;/a&gt;&lt;/p&gt;  &lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6759345777408224294-4308880565683077033?l=diferencaediversidade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diferencaediversidade.blogspot.com/feeds/4308880565683077033/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6759345777408224294&amp;postID=4308880565683077033&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default/4308880565683077033'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default/4308880565683077033'/><link rel='alternate' type='text/html' href='http://diferencaediversidade.blogspot.com/2011/08/style-definitions-table.html' title='MARCHA DAS MARGARIDAS 2011'/><author><name>Regina Rocha</name><uri>http://www.blogger.com/profile/08586488002414171168</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='15' height='32' src='http://1.bp.blogspot.com/_8hiD-jX588U/S4yha9_3TNI/AAAAAAAAErY/1uXs9X1VOmY/S220/eus%C3%A9pia.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-dZfO5gp_s-4/TkXsFKNi4gI/AAAAAAAAFNI/xnDjCXI0TuU/s72-c/Marcha%2Bdas%2BMargaridas.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6759345777408224294.post-7217138614860697768</id><published>2011-06-10T10:08:00.000-07:00</published><updated>2011-06-10T10:16:58.436-07:00</updated><title type='text'>Audioteca Sal &amp; 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&lt;style&gt;  /* 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:0cm;  mso-para-margin-bottom:.0001pt;  text-align:justify;  line-height:150%;  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-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;  mso-fareast-language:EN-US;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p style="text-align: justify;" class="MsoNormal"&gt;Hoje recebi  e-mail de uma amiga repassando um apelo de Christiane Blume, responsável pela Audioteca Sal e Luz.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="font-weight: bold; text-align: justify;" class="MsoNormal"&gt;A Audioteca&lt;/p&gt;&lt;div style="text-align: justify;"&gt;    &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;           Meus olhos são seus olhos&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt; &lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;A Audioteca Sal &amp;amp; Luz é uma instituição filantrópica, sem fins lucrativos, que produz e empresta livros falados (audiolivros) para pessoas cegas ou com deficiência visual, em todo o território nacional, de forma gratuita.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Possui, hoje, mais de 1.700 associados e conta, em seu acervo, com cerca de 2.700 títulos, entre didáticos/profissionalizantes e literatura.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;O&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;objetivo é proporcionar, aos associados, meios para a conquista de uma vida com qualidade. Mais do que inclusão, desejamos viver numa sociedade que não exclua seus filhos, a despeito de todas as diferenças. Que essas diferenças sejam o estímulo necessário para nosso crescimento individual e para a construção de uma nação mais justa.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="mso-spacerun:yes"&gt;&lt;/span&gt;Precisamos divulgar o belo e importante trabalho realizado pela audioteca para que cresça o número de associados senão a audioteca corre o risco de fechar. O governo&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;ajuda imensamente, mas é preciso apresentar resultados. A audioteca precisa&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;atingir um número significativo de associados, que realmente contemplem o trabalho, se não ele irá se extinguir e os deficientes não poderão desfrutar da magia da leitura. Só quem tem o prazer na leitura, sabe dizer que é impossível imaginar o mundo sem os livros...&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Visitem o site, conheçam e divulguem. O link ao abaixo dá acesso ao site.&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;a href="http://audioteca.org.br/index.htm"&gt;http://audioteca.org.br/index.htm &lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6759345777408224294-7217138614860697768?l=diferencaediversidade.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diferencaediversidade.blogspot.com/feeds/7217138614860697768/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=6759345777408224294&amp;postID=7217138614860697768&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default/7217138614860697768'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6759345777408224294/posts/default/7217138614860697768'/><link rel='alternate' type='text/html' href='http://diferencaediversidade.blogspot.com/2011/06/audioteca-sal-luz.html' title='Audioteca Sal &amp; Luz'/><author><name>Regina Rocha</name><uri>http://www.blogger.com/profile/08586488002414171168</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='15' height='32' src='http://1.bp.blogspot.com/_8hiD-jX588U/S4yha9_3TNI/AAAAAAAAErY/1uXs9X1VOmY/S220/eus%C3%A9pia.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-JTuBaEvJ5yo/TfJRfOIB1DI/AAAAAAAAFLA/X5VhJVRyGfE/s72-c/tumblr_le0mxohvm71qf5xp8o1_400.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6759345777408224294.post-7141216928700171293</id><published>2011-05-24T19:42:00.000-07:00</published><updated>2011-05-24T20:39:29.706-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Pessoa com deficiência Manifesto'/><category scheme='http://www.blogger.com/atom/ns#' term='Direitos'/><title type='text'>Abaixo-assinado MANIFESTO - Convenção sobre os Direitos das Pessoas com Deficiência - CUMPRA-SE!</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-DRxyaNFK90Y/Tdx5dzVh2YI/AAAAAAAAFKE/Ud1hYvJ9a4E/s1600/vc%25C3%25A9especial"&gt;&lt;img style="float:left; 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Ex.a Presidenta da República Federativa do Brasil Dilma Rousseff, Ministro da Educação, Ministra dos Direitos Humanos, Senadores, Deputados Federais, Deputados Estaduais e Vereadores brasileiros. &lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Em defesa do Direito Indisponível à Educação para Todos e Todas e da Política Nacional de Educação Especial na Perspectiva da Educação Inclusiva, que tem por base a Convenção sobre os Direitos das Pessoas com Deficiência da ONU - CDPD:&lt;/p&gt;&lt;div style="text-align: justify;"&gt;    &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;No ano de 2006, quatro anos depois do início dos debates e das negociações que resultaram na Convenção sobre os Direitos das Pessoas com Deficiência, um sopro de ar fresco e esperança tomou conta do nosso país. Os 33 artigos de conteúdo e os 17 do protocolo facultativo da Convenção foram ratificados com quorum previsto no art. 5°, § 3° da Constituição Federal. A aprovação com o quorum qualificado de três quintos dos votos dos membros da Câmara e Senado Federal, em dois turnos, garantiu ao tratado o status de normal constitucional, e esse fato ocorreu em 9 de julho de 2008, tornando esse dia um marco histórico para a sociedade brasileira.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;A ratificação, que foi fruto de incansável e intenso trabalho de pessoas com e sem deficiência de todos os cantos do Brasil, foi mais uma prova da força do movimento de defesa dos direitos da pessoas com deficiência/direitos humanos e de suas lideranças, que disseram não ao modelo de saúde/assistencialismo que antes imperava.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;Os princípios e as obrigações gerais da CDPD colocam o artigo 24 em evidência, pois o exercício da cidadania, a equiparacão de direitos e a igualdade de oportunidades e de condicões, bem como a eliminação da discriminação, dependem do acesso e da permanência na educação, com todos os sistemas inclusivos e recursos disponiblizados, com inclusão, acessibilidade e prevalência do desenho universal.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;CONVENÇÃO SOBRE OS DIREITOS DAS PESSOAS COM DEFICIÊNCIA: Decreto Legislativo nº. 186, de 9 de julho de 2008 e do Decreto Executivo nº 6.949, de 25 de agosto de 2009&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;ARTIGO 24 - EDUCAÇÃO. &lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;1. Os Estados Partes reconhecem o direito das pessoas com deficiência à educação. Para efetivar esse direito sem discriminação e com base na igualdade de oportunidades, os Estados Partes assegurarão sistema educacional inclusivo em todos os níveis, bem como o aprendizado ao longo de toda a vida, com os seguintes objetivos:&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;a) O pleno desenvolvimento do potencial humano e do senso de dignidade e auto-estima, além do fortalecimento do respeito pelos direitos humanos, pelas liberdades fundamentais e pela diversidade humana;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;b) O máximo desenvolvimento possível da personalidade e dos talentos e da criatividade das pessoas com deficiência, assim como de suas habilidades físicas e intelectuais;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;c) A participação efetiva das pessoas com deficiência em uma sociedade livre. &lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;br /&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;2. Para a realização desse direito, os Estados Partes assegurarão que: &lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt; &lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;a) As pessoas com deficiência não sejam excluídas do sistema educacional geral sob alegação de deficiência e que as crianças com deficiência não sejam excluídas do ensino primário gratuito e compulsório ou do ensino secundário, sob alegação de deficiência;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;b) As pessoas com deficiência possam ter acesso ao ensino primário inclusivo, de qualidade e gratuito, e ao ensino secundário, em igualdade de condições com as demais pessoas na comunidade em que vivem;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;c) Adaptações razoáveis de acordo com as necessidades individuais sejam providenciadas;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;d) As pessoas com deficiência recebam o apoio necessário, no âmbito do sistema educacional geral, com vistas a facilitar sua efetiva educação;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;e) Medidas de apoio individualizadas e efetivas sejam adotadas em ambientes que maximizem o desenvolvimento acadêmico e social, de acordo com a meta de inclusão plena.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;3. Os Estados Partes assegurarão às pessoas com deficiência a possibilidade de adquirir as competências práticas e sociais necessárias de modo a facilitar às pessoas com deficiência sua plena e igual participação no sistema de ensino e na vida em comunidade. Para tanto, os Estados Partes tomarão medidas apropriadas, incluindo:&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;a) Facilitação do aprendizado do braille, escrita alternativa, modos, meios e formatos de comunicação aumentativa e alternativa, e habilidades de orientação e mobilidade, além de facilitação do apoio e aconselhamento de pares;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;b) Facilitação do aprendizado da língua de sinais e promoção da identidade lingüística da comunidade surda;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;c) Garantia de que a educação de pessoas, em particular crianças cegas, surdocegas e surdas, seja ministrada nas línguas e nos modos e meios de comunicação mais adequados ao indivíduo e em ambientes que favoreçam ao máximo seu desenvolvimento acadêmico e social.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;4.A fim de contribuir para o exercício desse direito, os Estados Partes tomarão medidas apropriadas para empregar professores, inclusive professores com deficiência, habilitados para o ensino da língua de sinais e/ou do braille, e para capacitar profissionais e equipes atuantes em todos os níveis de ensino. Essa capacitação incorporará a conscientização da deficiência e a utilização de modos, meios e formatos apropriados de comunicação aumentativa e alternativa, e técnicas e materiais pedagógicos, como apoios para pessoas com deficiência.&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;5.Os Estados Partes assegurarão que as pessoas com deficiência possam ter acesso ao ensino superior em geral, treinamento profissional de acordo com sua vocação, educação para adultos e formação continuada, sem discriminação e em igualdade de condições. Para tanto, os Estados Partes assegurarão a provisão de adaptações razoáveis para pessoas com deficiência.&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;br /&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;  &lt;/div&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;CONVENÇÃO SOBRE OS DIREITOS DAS PESSOAS COM DEFICIÊNCIA: CUMPRA-SE!&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;" class="MsoNormal"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:officedocumentsettings&gt;   &lt;o:allowpng/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:H
