<?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-7207115497461531124</id><updated>2012-01-26T13:58:02.709-03:00</updated><category term='p'/><category term='o'/><title type='text'>Polo Universitário de Luís Gomes</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default?start-index=101&amp;max-results=100'/><author><name>Franklin Miguel</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>1038</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-329681000486417108</id><published>2012-01-26T13:58:00.000-03:00</published><updated>2012-01-26T13:58:02.723-03:00</updated><title type='text'></title><content type='html'>&lt;h3 class="post-title entry-title"&gt;&lt;/h3&gt;&lt;a class="thumbnail" href="http://www.educaciontacna.edu.pe/portal/images/stories/comunicado.gif" rel="lightbox[1632]" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank" title=""&gt;&lt;img border="0" height="147" src="http://www.educaciontacna.edu.pe/portal/plugins/content/mavikthumbnails/thumbnails/160x147-images-stories-comunicado.gif" width="160" /&gt;&lt;/a&gt; &lt;br /&gt;&lt;h3 class="post-title entry-title"&gt;&amp;nbsp;&lt;/h3&gt;&lt;h3 class="post-title entry-title" style="text-align: center;"&gt;&lt;span style="font-size: x-large;"&gt;Eleição para REITOR do Instituto Federal de Educação, Ciência e Tecnologia do RN&amp;nbsp;&lt;/span&gt;&lt;/h3&gt;&lt;div class="post-header"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp;&lt;span style="font-size: small;"&gt;&lt;i&gt;&lt;/i&gt;&lt;i&gt; &lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;"Ola Coordenadores de Pólo/ EaD / Curso,&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;Venho informar, como presidente da comissão eleitoral do Campus EaD, que  ocorrerá no dia 01/02 das 09h as 21h a eleição no IFRN, e nessa eleição  os alunos do Campus EaD irão votar para Reitor.&lt;/i&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;A votação será presencial em uma urna convencional que será  disponibilizada no Pólo. A comissão central da eleição ainda está  resolvendo como será o envio das urnas, se o TRE irá entrega-las ou  teremos que disponibilizar o envio a cada um dos pólos, isso estaremos  resolvendo no inicio da próxima semana.&lt;/i&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;Para organizar a eleição iremos precisar de três pessoas para compor a  mesa de votação, que como sugestão da comissão serão o coordenador do  Pólo / EaD (Presidente), um tutor presencial e um aluno. Segue em anexo o  nome dos alunos que estão a priore eleitos  para a comissão, mas caso eles não possam outro aluno pode ser  escolhido para compor a mesa. As responsabilidades dessa equipe são:&lt;/i&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt; &lt;/div&gt;&lt;ul style="text-align: justify;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;Receber a urna (O envio ainda está sendo definido);&lt;/i&gt;&lt;/span&gt; &lt;/li&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;Orientar os alunos como votar (09h as 21h do dia 01/02), lembrando que os votos serão em cedulas de papel;&lt;/i&gt;&lt;/span&gt; &lt;/li&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;Logo após a eleição fazer a contagem dos votos e enviar para o email (wagner.oliveira@ifrn.edu.br)&lt;/i&gt;&lt;/span&gt; &lt;/li&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;Entregar a urna. ( A entrega ainda será definida)".&lt;/i&gt;&lt;/span&gt; &lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt; &lt;/i&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="color: black; font-family: Tahoma;"&gt;&lt;span dir="ltr"&gt;&lt;span&gt;&lt;span&gt;Att,&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="color: black; font-family: Tahoma;"&gt;&lt;span dir="ltr"&gt;&lt;span&gt;&lt;span&gt;Wagner de Oliveira&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="color: black; font-family: Tahoma;"&gt;&lt;span dir="ltr"&gt;&lt;span&gt;&lt;span&gt;Professor de Sistema de Informação do IFRN&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="color: black; font-family: Tahoma;"&gt;&lt;span dir="ltr"&gt;&lt;span&gt;&lt;span&gt;Coordenador de Tecnologias de Informação e Comunicação&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="color: black; font-family: Tahoma;"&gt;&lt;span dir="ltr"&gt;&lt;span&gt;&lt;span&gt;Campus EaD - IFRN&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="color: black; font-family: Tahoma;"&gt;&lt;span dir="ltr"&gt;&lt;span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;div class="p3" style="color: #660000; text-align: center;"&gt;&lt;span style="font-size: x-large;"&gt;&lt;strong&gt;CANDIDATO A REITOR&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="p3"&gt;&lt;span style="font-family: 'Trebuchet MS'; font-size: 10pt;"&gt;&lt;span style="font-family: arial,helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span style="font-family: 'Trebuchet MS'; font-size: 10pt; margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" src="http://drtargino.zip.net/images/bor5.JPG" /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="p3"&gt;&lt;strong&gt; &lt;/strong&gt;&lt;/div&gt;&lt;div class="p3"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="p3"&gt;-&lt;span style="font-size: large;"&gt; Nome do Candidato: BELCHIOR DE OLIVEIRA ROCHA - &lt;span style="font-size: x-large;"&gt;(Plano de Ação &lt;b&gt;&lt;a class="internal-link" href="http://portal.ifrn.edu.br/servidores/eleicoes/plano-de-acao-belchior" title="Plano de Ação Belchior"&gt;aqui&lt;/a&gt;&lt;/b&gt;)&lt;/span&gt;&lt;br /&gt;- Número do Candidato: 01&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;span style="color: black; font-family: Tahoma;"&gt;&lt;span dir="ltr"&gt;&lt;span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7207115497461531124-329681000486417108?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/329681000486417108/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=329681000486417108' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/329681000486417108'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/329681000486417108'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2012/01/eleicao-para-reitor-do-instituto.html' title=''/><author><name>Franklin Miguel</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-355460966836480685</id><published>2012-01-25T10:01:00.002-03:00</published><updated>2012-01-25T10:01:22.418-03:00</updated><title type='text'></title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;span style="font-size: x-large;"&gt;3ª Colação de Grau do PUAP já tem data&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: x-large;"&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;img alt="namoradas legais" src="http://img.vimagens.com/pt/formatura/8.gif" /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style="font-size: large;"&gt;A cidade de Luís Gomes já está se acostumando com a rotina e o rito acadêmico, afinal de contas aqui temos a presença firme e forte da Universidade Federal do Rio Grande do Norte e do Instituto Federal de Educação, Ciência e Cultura do RN, por meio do Sistema UAB, transformando-a de fato e de direito em “Cidade Universitária”, o que é motivo de orgulho e satisfação não apenas para os gestores e munícipes e, também para região, afinal os raios contagiantes do saber, ultrapassam as fronteiras territoriais.&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; E, é nesse contexto, que temos a grata satisfação de anunciar que a nossa 3ª Colação de Grau acontecerá no dia 16 de março, a partir das 19:30 h, nas dependências do Cine Club Tintim. Essa será a 1ª colação de grau com a marca da UFRN, em solo luisgomense.&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Nessa colação o PUAP/UFRN estará entregando ao mercado de trabalho 4 (quatro) matemáticos e 5 (cinco) físicos, que não perderam uma só disciplina no transcorrer de todo o curso, o que é motivo de elogio, satisfação e, sobretudo de destaque.&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Para o Coordenador do PUAP, Prof. Franklin Miguel Fernandes,&amp;nbsp; “ essa é uma data memorável, que assinala efetivamente os benefícios da UFRN em solo luisgomense. Com a presença da UFRN Luís Gomes tem crescido no seu campo educacional e, hoje,&amp;nbsp; assume uma posição de liderança, estimulando também o crescimento da região.”&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7207115497461531124-355460966836480685?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/355460966836480685/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=355460966836480685' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/355460966836480685'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/355460966836480685'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2012/01/3-colacao-de-grau-do-puap-ja-tem-data.html' title=''/><author><name>Franklin Miguel</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-7989315585171788421</id><published>2012-01-16T21:49:00.002-03:00</published><updated>2012-01-16T21:49:14.744-03:00</updated><title type='text'></title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 20.0pt; line-height: 115%;"&gt;Período de matrículapara o semestre 2012.1&amp;nbsp; é iniciado&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal"&gt;&lt;b&gt;&lt;span style="font-size: 20.0pt; line-height: 115%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;b style="text-align: justify;"&gt;&lt;span style="font-size: 16pt; line-height: 24px;"&gt;Caros alunos,&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-inqPHpmXbpE/TtlhcDbLcRI/AAAAAAAAAzQ/lTR-edx0LIo/s1600/Matriculas-2+%25282%2529.jpg" imageanchor="1" style="background-color: #fff9ee; color: #ff1900; font-family: Georgia, Utopia, 'Palatino Linotype', Palatino, serif; font-size: 15px; line-height: 21px; margin-left: 1em; margin-right: 1em; text-align: center;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-inqPHpmXbpE/TtlhcDbLcRI/AAAAAAAAAzQ/lTR-edx0LIo/s1600/Matriculas-2+%25282%2529.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-color: rgb(238, 238, 238); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-image: initial; border-left-color: rgb(238, 238, 238); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(238, 238, 238); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(238, 238, 238); border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px; position: relative;" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 21px; line-height: 24px;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 16.0pt; line-height: 115%;"&gt;Informamos que o período de matrículateve início dia 11 de janeiro e se estenderá até o dia 05 de fevereiro. Nessesentido, a matrícula, neste semestre, será de total responsabilidade do aluno,mas pedimos que observem a proposta curricular que está sendo oferecida pelascoordenações de cursos e no SIGAA.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 16.0pt; line-height: 115%;"&gt;Maiores esclarecimentos com o Prof.Miguel (84) 9623 3157 ou via e-mail com a coordenação de cada curso.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="" style="clear: both; text-align: center;"&gt;&lt;b style="text-align: right;"&gt;&lt;span style="font-size: 16.0pt; line-height: 115%;"&gt;A coordenação&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7207115497461531124-7989315585171788421?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/7989315585171788421/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=7989315585171788421' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/7989315585171788421'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/7989315585171788421'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2012/01/periodo-de-matriculapara-o-semestre.html' title=''/><author><name>Franklin Miguel</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-inqPHpmXbpE/TtlhcDbLcRI/AAAAAAAAAzQ/lTR-edx0LIo/s72-c/Matriculas-2+%25282%2529.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-3921452896723894896</id><published>2012-01-15T12:53:00.005-03:00</published><updated>2012-01-17T21:57:16.907-03:00</updated><title type='text'></title><content type='html'>&lt;br /&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;b&gt;&lt;span style="font-size: 24pt; line-height: 115%;"&gt;Trancamento a posteriortermina dia 16&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 20pt; line-height: 115%;"&gt;Período para solicitação detrancamento de programa a Posteriori (art. 264 do Regulamento dos cursosregulares de graduação) período 2011.2 termina nessa segunda, &lt;span style="color: red;"&gt;&lt;b&gt;dia 16 dejaneiro.&lt;/b&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="right" class="MsoNormal" style="text-align: right;"&gt;&lt;span style="font-size: 20pt; line-height: 115%;"&gt;&lt;b&gt;A Coordenação&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7207115497461531124-3921452896723894896?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/3921452896723894896/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=3921452896723894896' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/3921452896723894896'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/3921452896723894896'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2012/01/trancamento-posteriortermina-dia-16.html' title=''/><author><name>Franklin Miguel</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-3581315160013520071</id><published>2012-01-13T16:33:00.005-03:00</published><updated>2012-01-14T15:39:48.885-03:00</updated><title type='text'></title><content type='html'>&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"&gt;&lt;span style="font-family: 'Times New Roman',serif; font-size: x-large;"&gt;Alunos do PUAP conseguem 1º lugar na 1ª fase do concurso do estado do RN&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-yhSkI8ndEOk/TxHLtkL8azI/AAAAAAAACTc/klbWZR8TfE0/s1600/25.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-yhSkI8ndEOk/TxHLtkL8azI/AAAAAAAACTc/klbWZR8TfE0/s1600/25.png" /&gt;&lt;/a&gt;&lt;span style="font-family: 'Times New Roman',serif; font-size: x-large;"&gt; &lt;/span&gt;&lt;br /&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; 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mso-padding-alt: 0cm 0cm 0cm 0cm; mso-yfti-tbllook: 1184; width: 100.0%;"&gt; &lt;tbody&gt;&lt;tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"&gt;  &lt;td style="padding: 0.75pt;"&gt;&lt;br /&gt;&lt;/td&gt;  &lt;td style="padding: 0.75pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/td&gt;  &lt;td style="padding: .75pt .75pt .75pt .75pt;"&gt;&lt;br /&gt;&lt;/td&gt; &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;div align="center"&gt;&lt;table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="mso-cellspacing: 0cm; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-yfti-tbllook: 1184; width: 100.0%;"&gt;&lt;tbody&gt;&lt;tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"&gt;&lt;td style="padding: .75pt .75pt .75pt .75pt;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td style="padding: 0.75pt;"&gt;&lt;span style="font-size: xx-small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/td&gt;&lt;td style="padding: 0.75pt;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;span style="font-family: 'Times New Roman',serif; font-size: 14pt;"&gt;A educação à distância – EAD vem dia após diaconquistando o seu reconhecimento em todo o país e, inclusive nessa região que atéentão era bastante desprovida da oferta de ensino superior público gratuito ede qualidade comprovada.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: 'Times New Roman',serif; font-size: 14pt;"&gt;Nesse contexto surgiu em 2005 o SistemaUniversidade Aberta do Brasil e, daí então um grande número de municípiosbrasileiros, geralmente nas regiões menos provida financeiramente e distantesdos grandes centros, tiveram a oportunidade de abrigar um Polo de Apoio Presencial do Sistema Universidade Aberta do Brasil e, a partir de então muitossão os brasileiros que estão tendo por meio de instituições públicas acesso aoensino superior público de qualidade, o que é muito gratificante e cumpridor departe da dívida social existente em nosso país, no tocante a educação superior.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: 'Times New Roman',serif; font-size: 14pt;"&gt;E, é a partir desse cenário que o município de LuísGomes – RN passa a viver dias de glória com a implantação do Polo Universitáriode Luís Gomes, o PUAP, uma instituição integrante do Sistema UniversidadeAberta do Brasil e, que passa a ofertar cursos de graduação e pós-graduação,atendendo a estudantes de mais de 30 municípios e, sobretudo promovendo aescrita de uma nova página na história da educação em nosso município e região.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: 'Times New Roman',serif; font-size: 14pt;"&gt;E, hoje, depois de passados quatro anos do inicioda primeira oferta, estamos tendo a grata satisfação de tornar público que norecente concurso para professor do Estado do Rio Grande do Norte, regional dePau dos Ferros, o primeiro lugar (1ª fase) para professor de Geografia, Biologia e Matemática foram conquistados respectivamente por Francisco João de Deus de Carvalho, Jacicleuma de Oliveira Lima e Francisco Valdiney Fernandes Araújo, alunos do Polo Universitário de Luís Gomes– PUAP, o que muito nos alegra e, chega oportunamente para apagar da mentedaqueles que insistem em querer ignorar ou desqualificar a EaD ofertada peloSistema Universidade Aberta do Brasil – UAB, qualquer tipo de dúvida que insistaem permanecer sobre qualquer pretexto.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: 'Times New Roman',serif; font-size: 14pt;"&gt;A  Coordenação do PUAP está extremantesatisfeita com o resultado obtido uma vez que esse resultado vem confirmar deforma clara e objetiva que os cursos ofertados no PUAP não deixam a desejar emabsolutamente nada, capacitando verdadeiramente os universitários para oingresso no mercado de trabalho.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: 'Times New Roman',serif; font-size: 14pt;"&gt;E, de público a Coordenação do PUAP parabeniza Francisco João de Deus de Carvalho, Jacicleuma de Oliveira Lima e Francisco Valdiney Fernandes Araújo pelaimportante conquista e, formula votos que o “vôo” ora iniciado possa conduzi-los a galgar conquistas ainda mais significantes.&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7207115497461531124-3581315160013520071?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/3581315160013520071/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=3581315160013520071' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/3581315160013520071'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/3581315160013520071'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2012/01/normal-0-21-false-false-false-pt-br-x.html' title=''/><author><name>Franklin Miguel</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-yhSkI8ndEOk/TxHLtkL8azI/AAAAAAAACTc/klbWZR8TfE0/s72-c/25.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-8873446080010522228</id><published>2012-01-11T21:55:00.004-03:00</published><updated>2012-01-11T21:55:48.925-03:00</updated><title type='text'></title><content type='html'>&lt;br /&gt;&lt;div class="thetitle" style="background-color: #f4f4f4; color: #333333; font-family: 'Lucida Sans Unicode', Arial, Helvetica, sans-serif; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;h1 style="color: #1c5472; font-family: calibri; font-weight: normal; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center;"&gt;&lt;span style="font-size: x-large;"&gt;Metade dos professores terão formação superior à distância até 2015&lt;/span&gt;&lt;/h1&gt;&lt;/div&gt;&lt;div class="post_details" style="background-color: #f4f4f4; background-position: 0% 100%; border-bottom-color: red; border-bottom-style: solid; border-bottom-width: 0px; border-image: initial; border-left-color: red; border-left-style: solid; border-left-width: 0px; border-right-color: red; border-right-style: solid; border-right-width: 0px; border-top-color: red; border-top-style: solid; border-top-width: 0px; color: #333333; font-family: 'Lucida Sans Unicode', Arial, Helvetica, sans-serif; font-size: 11px; margin-bottom: 25px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 10px; padding-left: 3px; padding-right: 3px; padding-top: 0px;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="the_content" style="background-color: #f4f4f4; color: #414141; line-height: 19px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"&gt;&lt;a href="http://www.educacaoadistancia.blog.br/wp-content/uploads/2012/01/metade-dos-professores-terao-formacao-superior-a-distancia-ate-2015.JPG.240x214_q85_crop.jpg" style="border-bottom-color: rgb(0, 130, 241); border-bottom-style: solid; border-bottom-width: 1px; color: #0082f1; font-family: 'Lucida Sans Unicode', Arial, Helvetica, sans-serif; font-size: 11px; text-decoration: none;"&gt;&lt;img alt="" class="alignleft size-full wp-image-2533" height="214" src="http://www.educacaoadistancia.blog.br/wp-content/uploads/2012/01/metade-dos-professores-terao-formacao-superior-a-distancia-ate-2015.JPG.240x214_q85_crop.jpg" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-style: initial; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; float: left; margin-bottom: 5px; margin-right: 10px; margin-top: 5px; max-width: 600px; padding-bottom: 3px; padding-left: 3px; padding-right: 3px; padding-top: 3px;" title="metade-dos-professores-terao-formacao-superior-a-distancia-ate-2015.JPG.240x214_q85_crop" width="240" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;É cada vez maior a opção por licenciaturas a distância pelos universitários que serão os futuros professores da educação básica brasileira. Enquanto a taxa média de variação do número de concluintes na modalidade presencial foi negativa em 3,6% nos últimos cinco anos, com 161,3 mil titulados em 2010, o ritmo de crescimento da formação nos cursos online supera média anual de 60% no período. Em 2005, apenas 11 mil pessoas concluíram licenciaturas a distância. Em 2010, foram quase 72 mil.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Atualmente, os alunos e concluintes das licenciaturas a distância representam 30% do total das graduações de formação docente. Há cinco anos, esse quadro variava entre 5% e 8%. Considerando as mais de 6 milhões de matrículas de todo o ensino superior brasileiro, a fatia da modalidade de educação não presencial é de 15%. Se o comportamento das matrículas e conclusões do ensino superior a distância mantiver esse avanço nos próximos anos, em 2015 o Brasil terá mais professores diplomados em licenciaturas online do que nos tradicionais cursos presenciais.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Ou seja, a maior parte das futuras safras de professores responsáveis pelo ensino das crianças e jovens carregará uma formação completamente nova e, ao mesmo tempo, controversa. Está em curso intenso debate sobre a acelerada expansão da formação a distância. Para críticos, na comparação com a graduação tradicional, o modo distância é menos eficaz em termos pedagógicos, ainda tem frágeis mecanismos de avaliação e regulação por parte do Ministério da Educação (MEC), e os acadêmicos envolvidos na preparação dos programas carecem de qualificação.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;“Quem trabalha com formação está muito preocupado com esse boom, porque não temos dados claros sobre qualidade. Há um debate muito forte na área exigindo compromisso do MEC para que seja repensada a política de expansão desenfreada. Detectamos problemas nos estágios, de adequação curricular e de avaliação”, comenta a professora Bernardete Gatti, da Fundação Carlos Chagas (FCC).&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Para a pesquisadora, especializada em formação docente, maior acesso a livros e outros materiais didáticos e maior interação entre estudantes e professores são vantagens do ensino presencial. “Ninguém é contra o ensino a distância. Acontece que há um grande arsenal de conteúdo e tecnologia, mas que não é usado. Por exemplo: as instituições não dispõem de equipes suficientemente adequadas para o desenvolvimento dos cursos.”&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Por se tratar de programas essencialmente teóricos, Fredric Michael Litto, presidente da Associação de Educação a Distância (Abed), explica que as licenciaturas se adaptam muito bem à modalidade não presencial. “Também há recursos semi-presenciais e as tutorias para a parte prática. Um curso remoto atrai o aluno, pois é conveniente. Na internet o aluno é exigido a estudar sempre, no fim de semana, no feriado”, diz Litto. Ele argumenta que as críticas sobre a qualidade são “generalizações sem evidência”. “Inverto a pergunta: “Como está a qualidade no presencial?” A grande demanda da educação a distância veio tapar o buraco dos cursos tradicionais.”&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Para João Valdir Alves de Souza, professor de sociologia da educação da Universidade Federal de Minas Gerais (UFMG), a explosão das licenciaturas a distância também está ligada a fatores socioeconômicos. “Atendem a um público que não é atendido por cursos presenciais em suas cidades. Ao mesmo tempo, as licenciaturas são os cursos mais baratos, portanto, os mais acessíveis para uma grande parcela da população. Avança no sentido de suprir quantitativamente a demanda por formação de professores, mas ainda está longe de supri-la do ponto de vista de qualidade”, argumenta Alves de Souza, reiterando que problemas de qualidade não são exclusivos do ensino a distância. “Escolas que se consolidaram bem na oferta presencial tendem a oferecer ensino a distância de boa qualidade e vice-versa.”&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Formada em artes, a designer de joias Fernanda Cerqueira Leite trabalhou por 18 anos como professora de educação infantil e auxiliar pedagógica. Em 2006, decidiu se matricular num curso de pedagogia a distância para complementar sua formação. “Não tinha outra opção. Com filho pequeno e morando longe do trabalho era inviável ir para a faculdade todo dia.”&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Ela conta que o programa é puxado e exige muita disciplina. “Se perder o prazo das atividades e não entregar os trabalhos não dá para tirar nota. É tudo muito rápido e isso é um ponto negativo, porque falta interação, tempo para se aprofundar em determinados temas. Na faculdade comum a turma de pedagogia fica um ou dois bimestres estudando didática. Nesse caso, o currículo do curso a distância deixou a desejar”, reclama Fernanda, que também cita o preconceito do mercado em relação a um profissional diplomado a distância. “Dão a vaga para o professor que estudou na USP, no presencial.”&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;O secretário de Ensino Superior do MEC, Luiz Cláudio Costa, diz que a forte procura pelas licenciaturas a distância, principalmente a partir de 2005, é explicada pelo esforço feito para formar professores que atuavam na educação básica sem diploma. “Portanto, estamos falando de um crescimento natural. Mas trabalhamos com a meta de que o profissional formado a distância ou presencialmente tenham as mesmas habilidades. O mesmo vale para a avaliação dos alunos e a nossa supervisão.”&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial, Helvetica, sans-serif;"&gt;Fonte:&amp;nbsp;clickpb.com.b&lt;/span&gt;&lt;span style="font-family: 'Lucida Sans Unicode', Arial, Helvetica, sans-serif;"&gt;r&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7207115497461531124-8873446080010522228?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/8873446080010522228/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=8873446080010522228' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/8873446080010522228'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/8873446080010522228'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2012/01/metade-dos-professores-terao-formacao.html' title=''/><author><name>Franklin Miguel</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-1900082179439538734</id><published>2012-01-10T16:43:00.004-03:00</published><updated>2012-01-12T09:48:10.187-03:00</updated><title type='text'></title><content type='html'>&lt;div&gt;&lt;br /&gt;&lt;div align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center;"&gt;&lt;span style="font-size: 16pt;"&gt;Coordenador do PUAP &amp;nbsp;e do Polo UAB de Marcelino Vieira visitam PoloUAB de Simões e Canto do Buriti/PI&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center;"&gt;&lt;span style="font-size: 16pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;"&gt;&lt;span class="Apple-style-span" style="color: #c00000; font-size: 15px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;Durante os dias 04 e 05 de janeiro ocoordenador do Polo Universitário de Luís Gomes / PUAP, Prof. Franklin MiguelFernandes e o Coordenador do Polo UAB de Marcelino Vieira, Prof. RomualdoCarneiro estiveram visitando os &amp;nbsp;Polos Universitários integrantes doSistema Universidade Aberta do Brasil / UAB dos municípios de Simões e Canto doBuriti no estado do Piauí.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;Essa visita in loco aos dois polos éparte integrante de um Projeto de Pesquisa Participativa que envolve polos doSistema UAB dos estados do Rio Grande do Norte, Piauí e Maranhão e, que écoordenado pelo Prof. Celso Costa, ex-diretor da UAB.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;A primeira parte dessa pesquisa ocorreuem dezembro próximo passado em São Luís / MA, onde todos os coordenadores foramentrevistados pelo Prof. Celso Costa e sua equipe com o intuito de compreendermelhor a formação de cada coordenador de polo, o que representa um polo doSistema UAB e, sobretudo dos impactos proporcionados no município sede evizinhanças a partir da chegada do ensino superior público e gratuito e namodalidade de EaD.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;Em Canto do Buriti o coordenador doPolo Universitário de Luís Gomes / PUAP, Prof. Franklin Miguel Fernandes e ocoordenador do Polo UAB de Marcelino Vieira, Prof. Romualdo Carneiro foramrecebidos pelo coordenador do Polo, Prof. Paulo Chaves &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;e sua equipe, que com muita satisfação apresentoutodo o polo, contou a experiência de ser um Polo UAB financiado pelo estado e,em seguida respondeu ao questionário detalhando todos os cursos ofertados nopolo, seu raio de abrangência e sua relevância para o desenvolvimento da cidadee região.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Nomunicípio de Simões foram recebidos pela &amp;nbsp;dinâmica coordenadora do Polo,Profª. Maria do Socorro e, por uma feliz coincidência a natureza nos presenteoucom uma rápida chuva que deixou o clima da cidade hospitaleira de Simões aindamais charmoso. No polo tivemos a oportunidade de encontrar uma boa estruturafísica, bons e modernos equipamentos e, uma equipe formada por pessoas queacreditam na força transformadora da educação.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Noencerramento da visita o Prof. Franklin Miguel Fernandes, coordenador do PoloUniversitário de Luís Gomes, destacou a relevância da pesquisa “ Fiqueimaravilhado com as experiências exitosas que vi, com tamanha grandeza doSistema UAB, pois é a UAB que está de fato garantindo com qualidade ainteriorização do ensino superior em nosso país e, sobretudo nos municípiosmais pobres e distantes dos grandes centros, promovendo uma verdadeirarevolução, a escrita de uma nova história na história da educação de nossaregião”.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Prof.Romualdo Carneiro, coordenador do Polo UAB de Marcelino Vieira, também destacoua relevância da pesquisa e afirmou “ Com essa&amp;nbsp; pesquisa estamos tendo aoportunidade de conhecer outras realidades do Sistema UAB, trocar experiênciase, sobretudo ver o que de fato representa a UAB, para além fronteiras do RN”.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Para ver as fotos click no link abaixo:&lt;/div&gt;&lt;div&gt;&lt;a href="https://skydrive.live.com/?cid=1BC96EA3DF75B858&amp;amp;id=1BC96EA3DF75B858%21987&amp;amp;sc=photos"&gt;https://skydrive.live.com/?cid=1BC96EA3DF75B858&amp;amp;id=1BC96EA3DF75B858%21987&amp;amp;sc=photos&lt;/a&gt; &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7207115497461531124-1900082179439538734?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/1900082179439538734/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=1900082179439538734' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/1900082179439538734'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/1900082179439538734'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2012/01/para-ver-as-fotos-click-no-linck-abaixo.html' title=''/><author><name>Rogério Pires</name><uri>http://www.blogger.com/profile/09460882409384097990</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_6ncoHGvEQug/SrDbTddrRcI/AAAAAAAAAV0/B4nVHHhnkyc/S220/Rog%C3%A9rio+042.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-1364382597790744896</id><published>2012-01-09T11:02:00.002-03:00</published><updated>2012-01-11T20:12:30.986-03:00</updated><title type='text'></title><content type='html'>&lt;br /&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 20pt; line-height: 115%;"&gt;ComunicadoENADE&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 115%;"&gt;CarosEstudantes,&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 115%;"&gt;A Portaria de Dispensado ENADE 2011 foi publicada hoje, dia 21 de dezembro (Portaria Nº 436, de20/12/2011, DOU). Esta Portaria possibilita que o estudante apresentediretamente à UFRN a solicitação de Dispensa do ENADE 2011. Poderão solicitardispensa os estudantes:&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;"&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 115%;"&gt;1.&lt;span style="font: normal normal normal 7pt/normal 'Times New Roman';"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 115%;"&gt;CONCLUINTES DE 2011.2 inscritos no ENADE2011 QUE NÃO PARTICIPARAM DA PROVA REALIZADA EM 06 DE NOVEMBRO POR QUALQUERMOTIVO; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;"&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 115%;"&gt;2.&lt;span style="font: normal normal normal 7pt/normal 'Times New Roman';"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 115%;"&gt;CONCLUINTES de 2011.2, HABILITADOS* AOENADE, QUE NÃO FORAM INSCRITOS PELA INSTITUIÇÃO.&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 115%;"&gt;O procedimento e osprazos a serem adotados para a Solicitação de Dispensa são os seguintes:&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;"&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 115%;"&gt;1.&lt;span style="font: normal normal normal 7pt/normal 'Times New Roman';"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 115%;"&gt;O estudante deverá preencher requerimentode &lt;b style="mso-bidi-font-weight: normal;"&gt;Solicitação de Dispensa&lt;/b&gt; (modelo oanexo); e, apresentar documentação original comprobatória do motivo da dispensaquando houver;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;"&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 115%;"&gt;2.&lt;span style="font: normal normal normal 7pt/normal 'Times New Roman';"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 115%;"&gt;Entregar a documentação no Protocolo daPró-Reitoria de Graduação no período de 03 a 13 de janeiro de 2012, no horáriode 7:30 as 19:30 (exceto as quintas–feiras, dias 5 e 12, &amp;nbsp;cujo funcionamento é &amp;nbsp;das 7:30 as 11:30).&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;"&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 115%;"&gt;3.&lt;span style="font: normal normal normal 7pt/normal 'Times New Roman';"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 115%;"&gt;Os requerimentos serão analisados porComissão Própria no período de 23 a 31 de janeiro e o resultado previsto para odia 01 de fevereiro de 2012.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 115%;"&gt;Caso o requerimento dedispensa seja indeferido pela instituição, os estudantes poderão solicitar suadispensa no ENADE 2011, exclusivamente por meio de endereço eletrônico(http://www.inep.gov.br) em sistema criado para esse fim, no período de 06 a 20de fevereiro de 2012, conforme prevê a Portaria Nº 436 de 20/12/2011.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 115%;"&gt;Dúvidas poderão serenviadas para o email: &lt;a href="mailto:astecprograd@reitoria.ufrn.br"&gt;astecprograd@reitoria.ufrn.br&lt;/a&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 115%;"&gt;AdelardoAdelino Dantas de Medeiros&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 115%;"&gt;PRÓ-REITORADJUNTO DE GRADUAÇÃO&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"&gt;&lt;span style="color: #333333; font-family: 'Times New Roman', serif; font-size: 14pt;"&gt;*Concluintes dos cursos de: Arquitetura e Urbanismo; Engenharias;&lt;/span&gt;&lt;span style="color: #333333; font-family: 'Times New Roman', serif; font-size: 14pt;"&gt; Bacharel ou Licenciatura em Biologia, CiênciasSociais, Computação, Filosofia, Física, Geografia, História, Letras, Matemáticae Química;&lt;/span&gt;&lt;span style="color: #333333; font-family: 'Times New Roman', serif; font-size: 14pt;"&gt; L&lt;/span&gt;&lt;span style="color: #333333; font-family: 'Times New Roman', serif; font-size: 14pt;"&gt;icenciatura em Pedagogia, EducaçãoFísica, Artes Visuais e Música.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: center; text-autospace: none;"&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 14pt;"&gt;UNIVERSIDADEFEDERAL DO RIO GRANDE DO NORTE&lt;/span&gt;&lt;/div&gt;&lt;pre style="text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: 'Times New Roman', serif; font-size: 14pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/pre&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: center; text-autospace: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: center; text-autospace: none;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="color: black; font-family: 'Times New Roman', serif; font-size: 14pt;"&gt;R E Q U E R I M E N T O&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"&gt;&lt;span style="color: black; font-family: 'Times New Roman', serif; font-size: 14pt;"&gt;______________________________________________________,portador da Carteira de Identidade nº. ____________________, CPF nº______________________, residente e domiciliado à__________________________________________________&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"&gt;&lt;span style="color: black; font-family: 'Times New Roman', serif; font-size: 14pt;"&gt;_________________________________________________________________________,nascido em ___/___/_____, estudante do curso de __________________________ naUNIVERSIDADE FEDERAL DO RIO GRANDE DO NORTE, habilitado ao ENADE 2011 como &lt;b style="mso-bidi-font-weight: normal;"&gt;CONCLUINTE&lt;/b&gt;, nos termos do Artigo 1º daPortaria Normativa Nº. 436/2011 REQUER dispensa da obrigatoriedade do ENADE2011, amparado no disposto no § 5º do Artigo 5º da Lei Nº. 10.861/2004, pautadona impossibilidade de comparecimento ao Exame realizado no dia 06 de novembrode 2011, em facede__________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"&gt;&lt;span style="color: black; font-family: 'Times New Roman', serif; font-size: 14pt;"&gt;Nestestermos, pede deferimento.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: center; text-autospace: none;"&gt;&lt;span style="color: black; font-family: 'Times New Roman', serif; font-size: 14pt;"&gt;Natal, ___ de janeiro de 2012.&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: center; text-autospace: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="border-bottom: solid windowtext 1.5pt; border: none; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;"&gt;&lt;div align="center" class="MsoNormal" style="border: none; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-border-bottom-alt: solid windowtext 1.5pt; mso-layout-grid-align: none; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm; text-align: center; text-autospace: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: black; font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 115%;"&gt;Nome do Aluno&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7207115497461531124-1364382597790744896?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/1364382597790744896/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=1364382597790744896' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/1364382597790744896'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/1364382597790744896'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2012/01/v-behaviorurldefaultvmlo.html' title=''/><author><name>Franklin Miguel</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-7509316233314967473</id><published>2012-01-06T17:25:00.003-03:00</published><updated>2012-01-11T20:51:43.913-03:00</updated><title type='text'></title><content type='html'>&lt;h1 style="text-align: center;"&gt;&lt;a href="http://www.simoesnanet.com.br/simoes/coordenadores-de-polos-da-uab-do-rio-grande-do-norte-visitam-polo-da-uab-de-simoes" rel="bookmark"&gt;COORDENADORES DE POLOS DA UAB DO RIO GRANDE DO NORTE VISITAM POLO DA UAB DE SIMÕES&lt;/a&gt;&lt;/h1&gt;&lt;div class="post-meta"&gt;&lt;br /&gt;&lt;/div&gt;&lt;hr /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Aconteceu nesta última quinta feira dia 05 de janeiro, a visita&amp;nbsp; dos coordenadores de Polos da UAB&amp;nbsp; do Rio Grande do Norte, das cidades de Marcelino Vieira e Luís Gomes. A visita é parte do Projeto de Pesquisa Participativa que envolve os estados do Piauí, Maranhão e Rio Grande do Norte financiado pelo CNPQ.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;A primeira etapa do projeto ocorreu em São Luís onde os coordenadores de Polos foram individualmente entrevistados pelo Professor Celso Costa (ex-diretor da CAPES), a segunda parte do projeto seria as visitas cruzadas, isto é, os coordenadores de polos conheceriam e avaliaram outros Polos. Assim a coordenadora do Polo de Simões, a professora Maria do Socorro Bento Reis Carvalho, visitou os polos de Marcelino&amp;nbsp; Vieira e Luís Gomes e&amp;nbsp; recebeu a visita dos &amp;nbsp;&amp;nbsp;coordenadores &amp;nbsp;&amp;nbsp;das respectivas cidades: os professores Franklin Miguel Fernandes e Romualdo Antonio Carneiro Neto.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Os visitantes foram recepcionados pela coordenadora Maria do Socorro, pela equipe administrativa e de apoio do Polo, bem como por representante de alunos e tutores.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Segundo a coordenadora do Polo de Simões a experiência é ímpar. “Conhecer outras realidades, trocar experiências, aprender com o outro é maravilhoso. Da mesma forma que fiquei maravilhada acredito que Miguel e Romualdo também ficaram. O intercâmbio é muito bom.” Afirma a professora.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;O referido projeto tem o intuito de contribuir para a melhoria e crescimento do ensino a Distância no Brasil. E nós ficamos na torcida para que muita coisa boa possa vir através desse projeto.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Veja algumas fotos:&lt;/span&gt;&lt;/div&gt;&amp;nbsp;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.simoesnanet.com.br/simoes/coordenadores-de-polos-da-uab-do-rio-grande-do-norte-visitam-polo-da-uab-de-simoes/attachment/dsc02397" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" title="DSC02397"&gt;&lt;img alt="DSC02397" class="attachment-thumbnail" height="150" src="http://www.simoesnanet.com.br/wp-content/uploads/2012/01/DSC02397-150x150.jpg" style="cursor: move;" title="DSC02397" width="150" /&gt;&lt;/a&gt;&lt;a href="http://www.simoesnanet.com.br/simoes/coordenadores-de-polos-da-uab-do-rio-grande-do-norte-visitam-polo-da-uab-de-simoes/attachment/a-principal-3" style="margin-left: 1em; margin-right: 1em;" title="a principal"&gt;&lt;img alt="a principal" class="attachment-thumbnail" height="150" src="http://www.simoesnanet.com.br/wp-content/uploads/2012/01/a-principal-150x150.jpg" title="a principal" width="150" /&gt;&lt;/a&gt;&lt;a href="http://www.simoesnanet.com.br/simoes/coordenadores-de-polos-da-uab-do-rio-grande-do-norte-visitam-polo-da-uab-de-simoes/attachment/dsc02394" style="margin-left: 1em; margin-right: 1em;" title="DSC02394"&gt;&lt;img alt="DSC02394" class="attachment-thumbnail" height="150" src="http://www.simoesnanet.com.br/wp-content/uploads/2012/01/DSC02394-150x150.jpg" title="DSC02394" width="150" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.simoesnanet.com.br/simoes/coordenadores-de-polos-da-uab-do-rio-grande-do-norte-visitam-polo-da-uab-de-simoes/attachment/dsc02398" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" title="DSC02398"&gt;&lt;img alt="DSC02398" class="attachment-thumbnail" height="150" src="http://www.simoesnanet.com.br/wp-content/uploads/2012/01/DSC02398-150x150.jpg" title="DSC02398" width="150" /&gt;&lt;/a&gt;&lt;a href="http://www.simoesnanet.com.br/simoes/coordenadores-de-polos-da-uab-do-rio-grande-do-norte-visitam-polo-da-uab-de-simoes/attachment/dsc02400" style="margin-left: 1em; 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margin-right: 1em;" title="DSC02454"&gt;&lt;img alt="DSC02454" class="attachment-thumbnail" height="150" src="http://www.simoesnanet.com.br/wp-content/uploads/2012/01/DSC02454-150x150.jpg" title="DSC02454" width="150" /&gt;&lt;/a&gt;&lt;a href="http://www.simoesnanet.com.br/simoes/coordenadores-de-polos-da-uab-do-rio-grande-do-norte-visitam-polo-da-uab-de-simoes/attachment/dsc02456" style="margin-left: 1em; margin-right: 1em;" title="DSC02456"&gt;&lt;img alt="DSC02456" class="attachment-thumbnail" height="150" src="http://www.simoesnanet.com.br/wp-content/uploads/2012/01/DSC02456-150x150.jpg" title="DSC02456" width="150" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;dt class="gallery-icon"&gt;    &lt;a href="http://www.simoesnanet.com.br/simoes/coordenadores-de-polos-da-uab-do-rio-grande-do-norte-visitam-polo-da-uab-de-simoes/attachment/dsc02449" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" title="DSC02449"&gt;&lt;br /&gt;&lt;/a&gt;   &lt;/dt&gt;&lt;/dl&gt;&lt;dl class="gallery-item"&gt;&lt;dt class="gallery-icon"&gt;       &lt;/dt&gt;&lt;/dl&gt;&lt;dl class="gallery-item"&gt;&lt;dt class="gallery-icon"&gt;       &lt;/dt&gt;&lt;/dl&gt;&lt;dl class="gallery-item"&gt;&lt;dt class="gallery-icon"&gt;       &lt;/dt&gt;&lt;/dl&gt;&lt;div style="color: red; text-align: left;"&gt;&lt;span style="font-size: small;"&gt;Fonte: www.simoesnanet.com.br&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7207115497461531124-7509316233314967473?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/7509316233314967473/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=7509316233314967473' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/7509316233314967473'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/7509316233314967473'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2012/01/coordenadores-de-polos-da-uab-do-rio.html' title=''/><author><name>Franklin Miguel</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-6698202490872187300</id><published>2012-01-01T14:26:00.001-03:00</published><updated>2012-01-01T14:26:40.514-03:00</updated><title type='text'></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://1.gvt0.com/vi/bRpesGO35pU/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/bRpesGO35pU&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/bRpesGO35pU&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7207115497461531124-6698202490872187300?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/6698202490872187300/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=6698202490872187300' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/6698202490872187300'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/6698202490872187300'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2012/01/blog-post.html' title=''/><author><name>Franklin Miguel</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-5461764968342265925</id><published>2011-12-23T17:31:00.001-03:00</published><updated>2011-12-23T17:31:18.090-03:00</updated><title type='text'></title><content type='html'>&lt;a href="http://www.blogger.com/%3Cdiv%20style=%22width:477px%22%20id=%22__ss_10677612%22%3E%20%3Cstrong%20style=%22display:block;margin:12px%200%204px%22%3E%3Ca%20href=%22http://www.slideshare.net/migu16/informativo-16-10677612%22%20title=%22Informativo%2016%22%20target=%22_blank%22%3EInformativo%2016%3C/a%3E%3C/strong%3E%20%3Ciframe%20src=%22http://www.slideshare.net/slideshow/embed_code/10677612%22%20width=%22477%22%20height=%22510%22%20frameborder=%220%22%20marginwidth=%220%22%20marginheight=%220%22%20scrolling=%22no%22%3E%3C/iframe%3E%20%3Cdiv%20style=%22padding:5px%200%2012px%22%3E%20View%20more%20%3Ca%20href=%22http://www.slideshare.net/%22%20target=%22_blank%22%3Edocuments%3C/a%3E%20from%20%3Ca%20href=%22http://www.slideshare.net/migu16%22%20target=%22_blank%22%3Emigu16%3C/a%3E%20%3C/div%3E%20%3C/div%3E"&gt;&lt;/a&gt;&lt;div id="__ss_10677612" style="width: 477px;"&gt;&lt;a href="http://www.blogger.com/%3Cdiv%20style=%22width:477px%22%20id=%22__ss_10677612%22%3E%20%3Cstrong%20style=%22display:block;margin:12px%200%204px%22%3E%3Ca%20href=%22http://www.slideshare.net/migu16/informativo-16-10677612%22%20title=%22Informativo%2016%22%20target=%22_blank%22%3EInformativo%2016%3C/a%3E%3C/strong%3E%20%3Ciframe%20src=%22http://www.slideshare.net/slideshow/embed_code/10677612%22%20width=%22477%22%20height=%22510%22%20frameborder=%220%22%20marginwidth=%220%22%20marginheight=%220%22%20scrolling=%22no%22%3E%3C/iframe%3E%20%3Cdiv%20style=%22padding:5px%200%2012px%22%3E%20View%20more%20%3Ca%20href=%22http://www.slideshare.net/%22%20target=%22_blank%22%3Edocuments%3C/a%3E%20from%20%3Ca%20href=%22http://www.slideshare.net/migu16%22%20target=%22_blank%22%3Emigu16%3C/a%3E%20%3C/div%3E%20%3C/div%3E"&gt; &lt;strong style="display: block; margin: 12px 0 4px;"&gt;&lt;/strong&gt;&lt;/a&gt;&lt;strong style="display: block; margin: 12px 0 4px;"&gt;&lt;a href="http://www.slideshare.net/migu16/informativo-16-10677612" target="_blank" title="Informativo 16"&gt;Informativo 16&lt;/a&gt;&lt;/strong&gt; &lt;iframe frameborder="0" height="510" marginheight="0" marginwidth="0" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/10677612" width="477"&gt;&lt;/iframe&gt; &lt;div style="padding: 5px 0 12px;"&gt; View more &lt;a href="http://www.slideshare.net/" target="_blank"&gt;documents&lt;/a&gt; from &lt;a href="http://www.slideshare.net/migu16" target="_blank"&gt;migu16&lt;/a&gt; &lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7207115497461531124-5461764968342265925?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/5461764968342265925/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=5461764968342265925' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/5461764968342265925'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/5461764968342265925'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2011/12/informativo-16-view-more-documents-from.html' title=''/><author><name>Franklin Miguel</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-1126744781324289367</id><published>2011-12-22T16:37:00.001-03:00</published><updated>2011-12-22T16:37:46.681-03:00</updated><title type='text'></title><content type='html'>&lt;div align="center" class="MsoNormal" style="text-align: center; text-indent: 35.4pt;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;span style="line-height: 115%;"&gt;Natal e Ano Novo altera rotina do PUAP&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;img alt="Feliz 2012 Ano Novo" border="0" src="http://www.animesuasmensagens.net/feliz-2012/feliz-2012.jpg" /&gt;&lt;br /&gt;                        &lt;a href="http://www.facebook.com/sharer.php?u=http%3A%2F%2Fwww.animesuasmensagens.net%2Ffeliz-ano-2012.html&amp;amp;t=Mensagens%20de%20Feliz%202012%20-%20Ano%20Novo%20para%20Orkut%20e%20Facebook%20-%20Anime%20Suas%20Mensagens&amp;amp;src=sp" name="fb_share" style="text-decoration: none;" title="Na tela que irá abrir, escolha a imagem pelas miniaturas." type="button_count"&gt;&lt;span class="fb_share_size_Small "&gt;&lt;span class="FBConnectButton FBConnectButton_Small" style="cursor: pointer;"&gt;&lt;span class="FBConnectButton_Text"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="fb_share_count_nub_right "&gt;&lt;/span&gt;&lt;span class="fb_share_count  fb_share_count_right"&gt;&lt;span class="fb_share_count_inner"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a href="http://www.facebook.com/sharer.php?u=http%3A%2F%2Fwww.animesuasmensagens.net%2Ffeliz-ano-2012.html&amp;amp;t=Mensagens%20de%20Feliz%202012%20-%20Ano%20Novo%20para%20Orkut%20e%20Facebook%20-%20Anime%20Suas%20Mensagens&amp;amp;src=sp" name="fb_share" style="text-decoration: none;" title="Na tela que irá abrir, escolha a imagem pelas miniaturas." type="button_count"&gt;&lt;span class="fb_share_size_Small "&gt;&lt;span class="FBConnectButton FBConnectButton_Small" style="cursor: pointer;"&gt;&lt;span class="FBConnectButton_Text"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="fb_share_count_nub_right "&gt;&lt;/span&gt;&lt;span class="fb_share_count  fb_share_count_right"&gt;&lt;span class="fb_share_count_inner"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;                                                                                          &lt;a href="http://uabluisgomes.blogspot.com/2011/12/normal-0-21-false-false-false-pt-br-x.html"&gt;&lt;img border="0" height="17" src="http://www.luisgomes.rn.gov.br/portal1/images/vermelho/b_voltar.gif" width="50" /&gt;&lt;/a&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 18.0pt; line-height: 115%;"&gt;Em razão das festividades alusivas aoNatal e Ano Novo as atividades presenciais do PUAP ficarão suspensas noperíodo&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;de 24 de dezembro de 2011 até 02de janeiro de 2012, voltando a normalidade a partir de 03 de janeiro de 2012,sendo que, durante o mês de janeiro o expediente será somente das 13 às 17h deterça a sexta.&lt;/span&gt;&lt;/div&gt;&lt;div align="right" class="MsoNormal" style="text-align: right;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-size: 18.0pt; line-height: 115%;"&gt;A Coordenação&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7207115497461531124-1126744781324289367?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/1126744781324289367/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=1126744781324289367' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/1126744781324289367'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/1126744781324289367'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2011/12/natal-e-ano-novo-altera-rotina-do-puap.html' title=''/><author><name>Franklin Miguel</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-1604748390665132780</id><published>2011-12-22T16:33:00.004-03:00</published><updated>2011-12-22T16:48:05.696-03:00</updated><title type='text'></title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span style="font-size: large;"&gt;MENSAGEM DE FINAL DE ANO - 2011/2012 &lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-jPSSGoMEUak/TvOE4BUqIkI/AAAAAAAACTI/aBFTX8EMM1Q/s1600/MENSAGEM+DE+FINAL+DE+ANO+2011-4.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-jPSSGoMEUak/TvOE4BUqIkI/AAAAAAAACTI/aBFTX8EMM1Q/s320/MENSAGEM+DE+FINAL+DE+ANO+2011-4.jpg" width="277" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span style="background-color: white;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="background-color: white; line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;&lt;span style="color: black; font-family: &amp;quot;Calibri,BoldItalic&amp;quot;;"&gt;“E o Verbo de Deus se fez homem...&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white;"&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="background-color: white; line-height: normal; margin-bottom: 0.0001pt; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;i&gt;&lt;span style="color: black; font-family: &amp;quot;Calibri,BoldItalic&amp;quot;;"&gt;e habitou entre nós.”&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; 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 &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-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}&lt;/style&gt;&lt;![endif]--&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 14.0pt; line-height: 115%;"&gt;Foicom essas palavras que se imortalizou na cultura da humanidade o amor de Deus,representado na humilde criança que nasceu em Belém, e veio ao mundo paraensinar as lições do amor, da simplicidade e da paz.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 14.0pt; line-height: 115%;"&gt;Maisde dois mil anos se passaram e chega mais uma vez o Natal, data em que paramospara refletir nossas ações tendo como parâmetro essas lições do amor, simplicidadee paz e nos questionamos em qual medida estamos preparados para levar ao outroos valores entranhados nessas lições?&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 14.0pt; line-height: 115%;"&gt;Amigos,mais uma vez é momento para pensarmos e revermos nossas atitudes diante davida. Também é momento para agradecer a Deus as dádivas conquistadas ao longode nossa jornada e também para agradecer a todos vocês pela existência e pela graçade uma convivência saudável, na qual oportunizamos novas experiências eproporcionamos uns aos outros novas aprendizagens.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 14.0pt; line-height: 115%;"&gt;Ansiososde que os novos tempos proporcionem a cada um de nós sabedoria e discernimentopara seguirmos em frente, desejamos a todos um Feliz Natal e que 2012 nos traganovos desafios e que Deus nos conceda a força para sermos a cada dia melhores comopessoas.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"&gt;&lt;span style="font-size: 14.0pt; line-height: 115%;"&gt;Boas Festas!&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"&gt;&lt;span style="font-size: 14.0pt; line-height: 115%;"&gt;EquipeSEDIS-UFRN&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"&gt;&lt;span style="font-size: 14.0pt; line-height: 115%;"&gt;Natal,dezembro/2011&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7207115497461531124-1604748390665132780?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/1604748390665132780/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=1604748390665132780' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/1604748390665132780'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/1604748390665132780'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2011/12/mensagem-de-final-de-ano-20112012-e-o.html' title=''/><author><name>Franklin Miguel</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-jPSSGoMEUak/TvOE4BUqIkI/AAAAAAAACTI/aBFTX8EMM1Q/s72-c/MENSAGEM+DE+FINAL+DE+ANO+2011-4.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-1267160367189853563</id><published>2011-12-22T16:05:00.001-03:00</published><updated>2011-12-22T16:39:15.071-03:00</updated><title type='text'></title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;span style="font-size: x-large;"&gt;FELIZ NATAL!!!!!&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a 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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" border="0" 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" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;span style="font-size: large;"&gt;Esse é um tempo de amor, um tempo de paz e de renovação das esperanças.&lt;br /&gt;Para todos que fazem a UAB no IFRN!!!!&lt;/span&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;b&gt;Coordenação UAB/IFRN&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7207115497461531124-1267160367189853563?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/1267160367189853563/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=1267160367189853563' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/1267160367189853563'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/1267160367189853563'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2011/12/feliz-natal-esse-e-um-tempo-de-amor-um.html' title=''/><author><name>Franklin Miguel</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-5339666638798291950</id><published>2011-12-21T15:20:00.002-03:00</published><updated>2011-12-21T15:20:33.948-03:00</updated><title type='text'></title><content type='html'>&lt;h4 style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;Reitora da UFRN acredita no compromisso do novo ministro da Educação com o ensino superior&lt;/span&gt;&lt;/h4&gt;&lt;span class="data"&gt;                     &lt;div id="bt_tweet"&gt;             &lt;/div&gt;&lt;/span&gt;     &lt;div class="paragrafo" style="text-align: justify;"&gt;             &lt;div class="imagemNoticia" id="fotomaior"&gt;                                 &lt;a href="http://www.sistemas.ufrn.br/shared/verArquivo?idArquivo=919500&amp;amp;key=57b0d14858037929635ecc6453f1671a" title=""&gt;&lt;img alt="" class="null" src="http://www.sistemas.ufrn.br/shared/verArquivo?idArquivo=919501&amp;amp;key=a7b4e5e353f0a2bc6f0fd9f569021efc" /&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="imagemNoticia" id="fotomaior"&gt;&lt;span style="font-size: xx-small;"&gt;                                                            &lt;span&gt;         &lt;span style="font-size: x-small;"&gt;&lt;span style="color: red;"&gt;Reitora Ângela e ministro Mercadante em recente evento na UFRN: projetos comuns consolidam educação(Foto: AGECOM/João Gilberto)&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="imagemNoticia" id="fotomaior"&gt;&lt;span style="font-size: xx-small;"&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;                       &lt;/div&gt;&lt;span style="font-size: small;"&gt;            A indicação do ministro Aloizio Mercadante, da Ciência, Tecnologia e Inovação, para o Ministério da Educação foi recebida com otimismo pela reitora da Universidade Federal do Rio Grande do Norte, Ângela Paiva Cruz, que acredita no seu compromisso com a educação.&lt;br /&gt;&lt;br /&gt;Segundo a reitora Ângela Paiva Cruz, a universidade tem um papel preponderante no desenvolvimento do País e é grande a responsabilidade das instituições federais de ensino superior na produção da ciência, tecnologia e inovação.&lt;br /&gt;&lt;br /&gt;O ministro Mercadante, disse a reitora, tem se mostrado preocupado com as questões das universidades.&lt;br /&gt;&lt;br /&gt;Atualmente Aloizio Mercadante é o ministro da Ciência, Tecnologia e Inovação e está à frente do Programa Ciências sem Fronteiras, lançado em junho passado pelo Governo Federal, cujo objetivo é promover, de forma acelerada, o desenvolvimento tecnológico e estimular os processos de inovação no Brasil, através da mobilidade internacional de docentes, discentes de graduação e pós-graduação, de pós-doutorandos e pesquisadores brasileiros.&lt;br /&gt;&lt;br /&gt;O programa, uma iniciativa conjunta do Ministério da Ciência e Tecnologia e Ministério da Educação, prevê a concessão de até 75 mil bolsas em quatro anos.&lt;/span&gt;&lt;/div&gt;&lt;div class="paragrafo" style="text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;     &lt;/div&gt;&lt;div style="text-align: justify;"&gt;                &lt;/div&gt;Fonte:http://www.sistemas.ufrn.br/portalufrn/PT/noticia/6743150&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7207115497461531124-5339666638798291950?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/5339666638798291950/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=5339666638798291950' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/5339666638798291950'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/5339666638798291950'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2011/12/reitora-da-ufrn-acredita-no-compromisso.html' title=''/><author><name>Franklin Miguel</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-3144578650507809955</id><published>2011-12-20T09:39:00.002-03:00</published><updated>2011-12-20T09:40:55.967-03:00</updated><title type='text'></title><content type='html'>&lt;div class="region-inner header-inner"&gt;&lt;div class="header section" id="header"&gt;&lt;div class="widget Header" id="Header1"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.uabluisgomes.blogspot.com/" style="display: block; margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="Polo Universitário de Luís Gomes" height="149" id="Header1_headerimg" src="http://3.bp.blogspot.com/-DbuO8XPKI4U/TrfrOzTCXCI/AAAAAAAACPM/cRbEEGvBH18/s320/CAOA%2BBLOG.jpg" style="display: block;" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div id="header-inner"&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="header-cap-bottom cap-bottom"&gt;&lt;/div&gt;&lt;div class="tabs-outer"&gt;&lt;div class="tabs-cap-top cap-top"&gt;&lt;/div&gt;&lt;div class="fauxborder-left tabs-fauxborder-left"&gt;&lt;div class="region-inner tabs-inner"&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="tabs-cap-bottom cap-bottom"&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="main-cap-top cap-top"&gt;&lt;/div&gt;&lt;div class="fauxcolumn-outer fauxcolumn-center-outer"&gt;&lt;div class="cap-top"&gt;&lt;/div&gt;&lt;div class="fauxborder-left"&gt;&lt;div class="fauxcolumn-inner"&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="cap-bottom"&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="fauxcolumn-outer fauxcolumn-left-outer"&gt;&lt;div class="cap-top"&gt;&lt;/div&gt;&lt;div class="fauxborder-left"&gt;&lt;div class="fauxcolumn-inner"&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="cap-bottom"&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="fauxcolumn-outer fauxcolumn-right-outer"&gt;&lt;div class="cap-top"&gt;&lt;/div&gt;&lt;div class="fauxborder-left"&gt;&lt;div class="fauxcolumn-inner"&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="cap-bottom"&gt;&lt;/div&gt;&lt;/div&gt;&lt;h2 class="date-header"&gt;&lt;/h2&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;b&gt;&lt;span style="font-size: 14pt; line-height: 115%;"&gt;Estimado Tutor,&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 14pt; line-height: 115%;"&gt;Conforme está escrito em Eclesiastes (&lt;b&gt;3:&lt;/b&gt;&amp;nbsp;1e 2) “ Tudo tem o seu tempo determinado, e há tempo para todo o propósitodebaixo do céu. Há tempo de nascer, e tempo de morrer; tempo de plantar, etempo de arrancar o que se plantou”, assim sendo venho de público manifestarmeus sinceros sentimentos pelo súbito desligamento de vocês, tutorespresenciais dos cursos de graduação, dos quadros do Sistema Universidade Abertado Brasil – UAB/CAPES/UFRN e conseqüentemente dos quadros do Polo Universitáriode Luís Gomes – PUAP. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 14pt; line-height: 115%;"&gt;Na qualidade de Coordenador do PUAP, sei o quantovocês contribuíram na construção da credibilidade da educação à distâncianesses rincões de nosso imenso Brasil, agindo como verdadeiros desbravadoresnesse solo árido e irregular, mas que hoje goza do privilégio de serconsiderada uma boa modalidade de ensino.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 14pt; line-height: 115%;"&gt;Essa conquista é compartilhada com cada um devocês, pois foram vocês os pioneiros, foram vocês que emprestaram acredibilidade profissional para fazer o sonho se transformar em realidade e,hoje ao olhar para o passado visualizamos o quanto foram importantes, obrigado.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 14pt; line-height: 115%;"&gt;Por outro lado, compreendo que as mudanças oraocorridas, se fundamentam numa vontade superior, em aprimorar ainda mais aeducação à distância em nosso país, como uma política pública deinclusão&amp;nbsp;&amp;nbsp;&amp;nbsp;educacional plausível, que está a oportunizar paramilhares de brasileiros uma chance concreta de uma vida melhor e com plurais condições&amp;nbsp;de vida, o que muito nos alegra ereconforta neste momento.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 14pt; line-height: 115%;"&gt;Ressalto, por oportuno, o empenho, oprofissionalismo, o amor primeiro, a causa da educação de toda EquipeSEDIS/UFRN, na pessoa da Professora Carmem Rego, que tem se dedicado exaustivamentea fazer da educação a distância uma das melhores referências da UniversidadeFederal do Rio Grande do Norte, isso nos motiva a continuar na luta,acreditando que dias melhores virão, assim como já galgamos patamares até entãoinacreditáveis, havemos de chegar ainda mais longe, dado que nosso intuito serpuro, e simplesmente dotar a região de uma casa de ensino superior, fazedora dehomens e mulheres que carreguem na sua bagagem humanística competências ehabilidades que possam fazê-lo um profissional &amp;nbsp;compromissado na construção de uma região maisforte.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 14pt; line-height: 115%;"&gt;Assim sendo, diante do exposto, mais uma vezreitero o meu agradecimento especialíssimo a todos os tutores do PUAP, e renovoo desejo de num futuro próximo reencontrá-los para juntos construirmos mais umapágina da educação à distância em nossa região.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="height: 330px; left: 0px; margin-left: 162px; margin-top: 8px; position: absolute; width: 286px; z-index: -1;"&gt;&lt;/span&gt;&lt;span style="font-size: 14pt; line-height: 115%;"&gt;Atenciosamente,&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 14pt; line-height: 115%;"&gt;Prof. Franklin Miguel Fernandes&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-size: 14pt; line-height: 115%;"&gt;Coordenador do PUAP&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7207115497461531124-3144578650507809955?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/3144578650507809955/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=3144578650507809955' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/3144578650507809955'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/3144578650507809955'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2011/12/v-behaviorurldefaultvmlo.html' title=''/><author><name>Franklin Miguel</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-DbuO8XPKI4U/TrfrOzTCXCI/AAAAAAAACPM/cRbEEGvBH18/s72-c/CAOA%2BBLOG.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-381555019814875678</id><published>2011-12-19T21:36:00.002-03:00</published><updated>2011-12-19T21:37:13.673-03:00</updated><title type='text'></title><content type='html'>&lt;br /&gt;&lt;div class="post-body entry-content" id="post-body-8364698936303004745" style="background-color: white; color: #333333; font-family: Verdana, Arial, sans-serif; font-size: 13px; font-weight: bold; line-height: 1.3em; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: left;"&gt;&lt;div style="line-height: 1.3em; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.anated.org.br/" style="color: #336699; margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" border="0" height="420" id="BLOGGER_PHOTO_ID_5686875202660841570" src="http://2.bp.blogspot.com/-xULQQUtTQ2g/TuvW3dCTuGI/AAAAAAAAD7s/uNlYgV8y3Vg/s640/anated%2Bcartao%2Bde%2Bnatal.jpg" style="border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; height: 263px; padding-bottom: 4px; padding-left: 4px; padding-right: 4px; padding-top: 4px; width: 400px;" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="line-height: 1.3em; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="clear: both; line-height: 1.3em; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="post-footer" style="background-color: white; color: #333333; font-family: Verdana, Arial, sans-serif; font-size: 11px; font-weight: bold; line-height: 1.3em; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: left;"&gt;&lt;div class="post-footer-line post-footer-line-1" style="line-height: 1.3em; margin-bottom: 0.75em; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7207115497461531124-381555019814875678?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/381555019814875678/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=381555019814875678' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/381555019814875678'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/381555019814875678'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2011/12/blog-post_4348.html' title=''/><author><name>Franklin Miguel</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-xULQQUtTQ2g/TuvW3dCTuGI/AAAAAAAAD7s/uNlYgV8y3Vg/s72-c/anated%2Bcartao%2Bde%2Bnatal.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-6912076338452289068</id><published>2011-12-19T21:29:00.001-03:00</published><updated>2011-12-19T21:36:42.059-03:00</updated><title type='text'></title><content type='html'>&lt;br /&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: 18pt; line-height: 115%;"&gt;&lt;span style="color: #274e13;"&gt;Autogestão émarca do estudante do Ensino a distância&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="line-height: 27px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="line-height: 115%;"&gt;&lt;span style="color: red;"&gt;Rotina das aulas virtuais pede perfildisciplinado para garantir sucesso aos alunos de Ensino a Distância&lt;/span&gt;&lt;span style="color: #262626; font-size: x-small;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: #262626; font-size: 10pt; line-height: 115%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="color: #262626; font-size: 14pt; line-height: 115%;"&gt;Otimização de tempo,mensalidade reduzida e possibilidade de estudar no conforto do lar. Osargumentos para estudar pelo sistema EaD (Ensino a Distância) são muitoatrativos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="color: #262626; font-size: 14pt; line-height: 115%;"&gt;Instituições de ensino detodos os tamanhos têm investido na tecnologia para levar as aulas para dentroda casa dos estudantes. Contudo, é necessário encaixar-se num perfil antes deefetuar a matrícula. Além disso, fazer a própria gestão de estudos éfundamental para conquistar aprovação. Nos cursos presenciais, sejam degraduação ou pós-graduação, colegas de salas de aula e professores servem como"post-it" lembrando prazos. Diferentemente, no sistema de estudospela web o estudante é responsável por estabelecer os horários de aula, arotina de estudos para prova e buscar conhecimento complementar.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="color: #262626; font-size: 14pt; line-height: 115%;"&gt;Se perder em meio atantas tarefas é fácil para quem não está muito acostumado com organização, masnão para um aluno de EaD. “Eles são cuidadosos com prazos e horários”, destacaa conselheira da ABED (Associação Brasileira de Educação a Distância), Marta deCampos Maia. Junto de tanta organização, uma dose de ânimo ajuda a solidão dasaulas. “É preciso ser extremamente motivado para dar conta das entregas, senãoo aluno cansa e desiste”, analisa a conselheira.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="color: #262626; font-size: 14pt; line-height: 115%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;b&gt;&lt;span style="color: #262626; font-size: 14pt; line-height: 115%;"&gt;Administrador do tempo&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;b&gt;&lt;span style="color: #262626; font-size: 14pt; line-height: 115%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="color: #262626; font-size: 14pt; line-height: 115%;"&gt;Depois de matriculado, échegada a hora do "vamos ver". O primeiro semestre costuma serdecisivo para entender o novo método, criando a seleção natural daqueles quedesejam ir adiante. Para a representante de pólo de apoio presencial em Goiás,Marta Kratz, o maior erro é imaginar que EaD não tem rigor. “Desmistifica-seinicialmente a ideia de presença eventual nas aulas virtuais.”&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="color: #262626; font-size: 14pt; line-height: 115%;"&gt;Administrar tempo etarefas sem interferência alheia revela mais uma faceta dos estudantes deEnsino a Distância: a autogestão. Sem esse predicado, em 15 dias é possíveldeixar de entender o conteúdo do curso e, por consequência, ser reprovado."Se não for disciplinado e dedicado, o estudante não consegue iralém", pontua a representante.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="color: #262626; font-size: 14pt; line-height: 115%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="color: #262626; font-size: 14pt; line-height: 115%;"&gt;Fonte: Universia&lt;/span&gt;&lt;span style="color: #262626; font-size: 14pt; line-height: 115%;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7207115497461531124-6912076338452289068?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/6912076338452289068/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=6912076338452289068' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/6912076338452289068'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/6912076338452289068'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2011/12/autogestao-emarca-do-estudante-do.html' title=''/><author><name>Franklin Miguel</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-2307213696009819157</id><published>2011-12-13T17:41:00.012-03:00</published><updated>2012-01-11T20:13:00.468-03:00</updated><title type='text'></title><content type='html'>&lt;div&gt;&lt;div class="MsoNormal" style="background: none repeat scroll 0% 0% white; line-height: 150%; margin-bottom: 0.0001pt; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 180%;"&gt;&lt;b&gt;&lt;span style="color: black; line-height: 150%;"&gt;Consultora da CAPES/UAB/MEC visita PUAP&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 35.4pt;"&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 18pt; line-height: 150%;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 18pt; line-height: 150%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5685717351766130594" src="http://3.bp.blogspot.com/-QTZz72V1G1E/Tue5zqVLf6I/AAAAAAAAAuE/ulyvoNr3Iq4/s400/2011-12-13%2B15.31.26.jpg" style="cursor: hand; cursor: pointer; float: left; height: 300px; margin: 0 10px 10px 0; width: 400px;" /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5685717348960853650" src="http://1.bp.blogspot.com/-2yf1kcsouK0/Tue5zf4WXpI/AAAAAAAAAt0/slYNt_XLDI4/s400/2011-12-13%2B14.36.13.jpg" style="cursor: hand; cursor: pointer; float: left; height: 300px; margin: 0 10px 10px 0; width: 400px;" /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5685717343337575954" src="http://3.bp.blogspot.com/-gfXVmq8xux8/Tue5zK7p9hI/AAAAAAAAAts/n8d_OrTbzxQ/s400/2011-12-13%2B13.57.51.jpg" style="cursor: hand; cursor: pointer; float: left; height: 300px; margin: 0 10px 10px 0; width: 400px;" /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div class="MsoNormal" style="background: none repeat scroll 0% 0% white; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: Arial, sans-serif; line-height: 150%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background: none repeat scroll 0% 0% white; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: Arial, sans-serif; line-height: 150%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background: none repeat scroll 0% 0% white; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: Arial, sans-serif; line-height: 150%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background: none repeat scroll 0% 0% white; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: Arial, sans-serif; line-height: 150%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt;Dando sequência ao processo de consolidação do Sistema Universidade Aberta do Brasil – UAB esteve na tarde da última terça-feira, 13 de dezembro, a Consultora da CAPES – Professora Maria Cristina Mesquita da Silva, que veio com a missão de verificar in loco a situação de matrícula de alunos, quantidade e qualidade dos equipamentos, ambientes de trabalho administrativo e acadêmico, acervo bibliográfico, qualidade da conexão, dentre outros itens.&lt;/span&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt;A professora&lt;/span&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt; &lt;/span&gt;&lt;span style="font-size: 130%;"&gt;&lt;a href="" name="1343a44d0bd08ab9_OLE_LINK1"&gt;&lt;/a&gt;&lt;a href="" name="1343a44d0bd08ab9_OLE_LINK2"&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: 130%;"&gt;&lt;span style="font-family: Arial, sans-serif; line-height: 150%;"&gt;Maria Cristina Mesquita da Silva&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 130%;"&gt;&lt;span style="color: #1155cc; font-family: Arial, sans-serif; line-height: 150%;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt;foi recepcionada pelo Coordenador do Polo, Professor Franklin Miguel Fernandes, que se mostrou satisfeito com a presença da consultora da CAPES/UAB/MEC, respondeu a todas as perguntas (apresentando toda documentação solicitada), mostrou todos os ambientes do Polo, os registros fotográficos, o blog do Polo –&lt;/span&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt; &lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;"&gt;&lt;a href="http://www.uabluisgomes.blogspot.com/" target="_blank"&gt;&lt;span style="color: #1155cc;"&gt;www.uabluisgomes.blogspot.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt; &lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial;"&gt;e, ainda levou a consultora a conhecer as obras de edificação da I Etapa da futura sede do PUAP.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt;Na visita aos ambientes do PUAP a consultora destacou a organização e o zelo com que todos os ambientes e equipamentos são  tratados e, pontuou de forma substancial a qualidade do acervo bibliográfico, o que deixou o Coordenador - Prof. Franklin Miguel Fernandes e a Bibliotecária - Profª. Wilca Maria de Oliveira, radiantes.&lt;/span&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt;No canteiro de obras de edificação da I Etapa da futura sede própria do PUAP a Consultora, Profª. Maria Cristina Mesquita da Silva, contou com explicações detalhadas do engenheiro civil Dr. Cristiano Santos, encarregado da obra. E, por parte do Coordenador do Polo, com explicações sobre o que o mantenedor sonha em fazer para tornar a infra-estrutura do PUAP uma referência além fronteiras nordestinas.&lt;/span&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt;“Receber pela terceira vez, nos últimos anos, uma vista técnica em nosso Polo Universitário é ter a certeza que a EaD veio para ficar e, que “imprimir” a marca da qualidade CAPES é uma questão prioritária”, destacou o Coordenador do PUAP – Prof. Franklin Miguel Fernandes.&lt;/span&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: right;"&gt;&lt;span class="Apple-style-span"&gt;&lt;b&gt;Veja as fotos no linck abaixo:&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="https://skydrive.live.com/?sc=photos&amp;amp;cid=1bc96ea3df75b858#cid=1BC96EA3DF75B858&amp;amp;id=1BC96EA3DF75B858%21948&amp;amp;sc=photos"&gt;https://skydrive.live.com/?sc=photos&amp;amp;cid=1bc96ea3df75b858#cid=1BC96EA3DF75B858&amp;amp;id=1BC96EA3DF75B858%21948&amp;amp;sc=photos&lt;/a&gt;  &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7207115497461531124-2307213696009819157?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/2307213696009819157/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=2307213696009819157' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/2307213696009819157'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/2307213696009819157'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2011/12/veja-as-fotos-no-linck-abaixo_8340.html' title=''/><author><name>Rogério Pires</name><uri>http://www.blogger.com/profile/09460882409384097990</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_6ncoHGvEQug/SrDbTddrRcI/AAAAAAAAAV0/B4nVHHhnkyc/S220/Rog%C3%A9rio+042.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-QTZz72V1G1E/Tue5zqVLf6I/AAAAAAAAAuE/ulyvoNr3Iq4/s72-c/2011-12-13%2B15.31.26.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-5925785108328518019</id><published>2011-12-13T17:14:00.006-03:00</published><updated>2012-01-11T20:13:16.982-03:00</updated><title type='text'></title><content type='html'>&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span class="Apple-style-span"&gt;&lt;a href="" name="OLE_LINK2"&gt;&lt;/a&gt;&lt;a href="" name="OLE_LINK1"&gt;&lt;span style="font-size: 20pt; line-height: 115%;"&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: 180%;"&gt;&lt;b&gt;&lt;span style="color: black; line-height: 115%;"&gt;Alunos de Física e Matemática recebem “Moção de Aplausos” &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="color: black; font-size: 18pt; line-height: 115%;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 18pt; line-height: 115%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5685710718421470802" src="http://4.bp.blogspot.com/-csKMw3Y-KK0/TuezxjMkjlI/AAAAAAAAAtg/PwbIoAqT9eY/s400/2011-12-11%2B12.00.10.jpg" style="cursor: hand; cursor: pointer; float: left; height: 300px; margin: 0 10px 10px 0; width: 400px;" /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div class="MsoNormal" style="background: none repeat scroll 0% 0% white; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: Arial, sans-serif; line-height: 150%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background: none repeat scroll 0% 0% white; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: Arial, sans-serif; line-height: 150%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt;Na tarde do último dia 11 de dezembro os cinco concluintes do curso de Física juntamente com os quatro colegas de Matemática da UFRN, vinculados ao Polo Universitário de Luís Gomes – PUAP receberam a homenagem de “Moção de Aplausos”, conferida pela Coordenação e Tutores do PUAP. O preito foi concedido por serem eles, concluintes pioneiros dos cursos de Física e Matemática e, por terem sido também, os primeiros, de nosso Polo, a participarem do ENADE.&lt;/span&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt;Na ocasião o Coordenador – Prof. Franklin Miguel Fernandes, acompanhados dos tutores Profª Wilca Anacleto, Profº Wendel Pires, Profº Ney A. Bandeira, Profº Ms. Marcos Cesar e Profª.  Márcia de Jesus Lis Morais;  destacou que se sentia orgulhoso com a vitória alcançada e que desejava sucesso profissional a todos os homenageados.&lt;/span&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: 130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: 130%;"&gt;&lt;a href="" name="OLE_LINK2"&gt;&lt;/a&gt;&lt;a href="" name="OLE_LINK3"&gt;  &lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 180%;"&gt;&lt;b&gt;&lt;span style="color: black; font-family: Arial, sans-serif; line-height: 150%;"&gt;Alunos de Administração Pública realizam Seminário Temático&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="color: #c00000; font-size: 12pt; line-height: 115%;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5685710704586647858" src="http://1.bp.blogspot.com/-40wnY2e2rqI/TuezwvqF6TI/AAAAAAAAAtU/biHRXir1SJU/s400/2011-12-11%2B10.14.30.jpg" style="cursor: hand; cursor: pointer; float: left; height: 300px; margin: 0 10px 10px 0; width: 400px;" /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5685710699458232018" src="http://3.bp.blogspot.com/-05AulZij-YI/TuezwcjYftI/AAAAAAAAAtI/A-FTHwgZF6g/s400/2011-12-11%2B10.13.30.jpg" style="cursor: hand; cursor: pointer; float: left; height: 300px; margin: 0 10px 10px 0; width: 400px;" /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div class="MsoNormal" style="background: none repeat scroll 0% 0% white; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: Arial, sans-serif; line-height: 150%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background: none repeat scroll 0% 0% white; line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: Arial, sans-serif; line-height: 150%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt;A metodologia do curso de Administração Pública/EaD da UFRN determinação que ao término de cada semestre se realize um seminário temático onde os alunos procuram interar teoria e prática analisado políticas públicas. Assim sendo no último dia 11 de dezembro, aconteceu mais uma edição dos seminários temáticos, que contou com a participação efetiva dos alunos e um “show” de bons trabalhos.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt;Parabéns a todos!&lt;/span&gt;&lt;span style="color: black; font-family: Arial, sans-serif; font-size: 130%; line-height: 150%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&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/7207115497461531124-5925785108328518019?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/5925785108328518019/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=5925785108328518019' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/5925785108328518019'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/5925785108328518019'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2011/12/veja-as-fotos-no-linck-abaixo_13.html' title=''/><author><name>Rogério Pires</name><uri>http://www.blogger.com/profile/09460882409384097990</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_6ncoHGvEQug/SrDbTddrRcI/AAAAAAAAAV0/B4nVHHhnkyc/S220/Rog%C3%A9rio+042.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-csKMw3Y-KK0/TuezxjMkjlI/AAAAAAAAAtg/PwbIoAqT9eY/s72-c/2011-12-11%2B12.00.10.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-8784865516030747534</id><published>2011-12-09T11:18:00.007-03:00</published><updated>2012-01-11T20:13:25.643-03:00</updated><title type='text'></title><content type='html'>&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: 180%; line-height: 115%;"&gt;Ex-Secretária de Educação da cidade do Natal visita Polo Universitário de Luís Gomes e a Escola Estadual Cel. Fernandes&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;span style="font-size: 20pt; line-height: 115%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-nRW7QbqqNMI/TuIZtILodlI/AAAAAAAAAsM/ySDo6a00zBE/s1600/2011-12-07%2B14.47.55.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5684133942776067666" src="http://1.bp.blogspot.com/-nRW7QbqqNMI/TuIZtILodlI/AAAAAAAAAsM/ySDo6a00zBE/s400/2011-12-07%2B14.47.55.jpg" style="cursor: hand; cursor: pointer; float: left; height: 300px; margin: 0 10px 10px 0; width: 400px;" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 130%; line-height: 115%;"&gt;Na última quarta-feira, 07 de dezembro, &lt;/span&gt;&lt;span style="font-size: 130%; line-height: 115%;"&gt;este&lt;/span&gt;&lt;span style="font-size: 130%; line-height: 115%;"&gt;ve visitando a cidade de Luís Gomes a ex-secretária de educação da cidade do Natal, Professora Justina Iva, que por oportuno visitou a sede do PUAP e a Escola Estadual Coronel Fernandes.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 130%; line-height: 115%;"&gt;Professora Justina Iva destacou na sua visita o bom estado de conservação da Escola Estadual Coronel Fernandes e, após se int&lt;/span&gt;&lt;span style="font-size: 130%; line-height: 115%;"&gt;eirar &lt;/span&gt;&lt;span style="font-size: 130%; line-height: 115%;"&gt;um pouco da história da Escola, parabenizou a equipe gestora desejando-lhes muito sucesso na empreitada de formar as mentes do amanhã.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 130%; line-height: 115%;"&gt;A visita ao PUAP foi acompanhada pelo Professor Franklin Miguel Fernandes, Coordenador do PUAP e pela Professora Wilca Anacleto, tutora e bibliotecária do PUAP. No PUAP Professora Justina Iv&lt;/span&gt;&lt;span style="font-size: 130%; line-height: 115%;"&gt;a teve a oportunidade de receber explicações detalhadas sobre como funciona a EaD, no Sistema Universidade Aberta do Brasil, e, sobretudo se intei&lt;/span&gt;&lt;span style="font-size: 130%; line-height: 115%;"&gt;rar sobre o que representa a chegada do Ensino Superior nessa região, que até&lt;/span&gt;&lt;span style="font-size: 130%; line-height: 115%;"&gt; então é desprovida dessa etapa de escolarização.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 130%; line-height: 115%;"&gt;Ainda no PUAP Professora Justina Iva visitou in lo&lt;/span&gt;&lt;span style="font-size: 130%; line-height: 115%;"&gt;co as dependências do Laboratório de Biologia, Informática e Biblioteca, ficando admirada com a infra-estrutura, zelo dos equipamentos e, sobretudo a qualidade&lt;/span&gt;&lt;span style="font-size: 130%; line-height: 115%;"&gt; do acervo bibliográfico.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 130%; line-height: 115%;"&gt;Para o Professor Franklin Miguel Fernandes, C&lt;/span&gt;&lt;span style="font-size: 130%; line-height: 115%;"&gt;oordenador do PUAP, a visita da Professora Justina Iva representa motivo de org&lt;/span&gt;&lt;span style="font-size: 130%; line-height: 115%;"&gt;ulho&lt;/span&gt;&lt;span style="font-size: 130%; line-height: 115%;"&gt; e satisfação e, faz visualizar que Luís Gomes é “uma estrela de maior grandeza”.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 130%; line-height: 115%;"&gt; &lt;/span&gt;&lt;span style="font-size: 130%;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="line-height: 115%;"&gt;NOTA:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: 130%; line-height: 115%;"&gt; Justina Iva tem destacada atuação na educação do Rio Grande do Norte, tendo exercido cargos da mais alta relevância  como a Secretaria Municipal de Educação do Natal, UNDIME/RN, UNDIME NACIONAL, dentre outras.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;a href="http://2.bp.blogspot.com/-nO3Hn2G7OqA/TuIZs0Y2HVI/AAAAAAAAAsA/bkGqS2HWJJo/s1600/2011-12-07%2B14.44.14.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5684133937462779218" src="http://2.bp.blogspot.com/-nO3Hn2G7OqA/TuIZs0Y2HVI/AAAAAAAAAsA/bkGqS2HWJJo/s400/2011-12-07%2B14.44.14.jpg" style="cursor: hand; cursor: pointer; float: left; height: 300px; margin: 0 10px 10px 0; width: 400px;" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;a href="http://2.bp.blogspot.com/-2Rj7SjRrbQ0/TuIZrE-F7iI/AAAAAAAAAr4/jUPZEG7ft7E/s1600/2011-12-07%2B14.38.25.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5684133907554233890" src="http://2.bp.blogspot.com/-2Rj7SjRrbQ0/TuIZrE-F7iI/AAAAAAAAAr4/jUPZEG7ft7E/s400/2011-12-07%2B14.38.25.jpg" style="cursor: hand; cursor: pointer; float: left; height: 300px; margin: 0 10px 10px 0; width: 400px;" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;a href="http://4.bp.blogspot.com/-WteWFkLUDQI/TuIZq-0YIKI/AAAAAAAAAro/ghIeHJOVcRw/s1600/2011-12-07%2B14.21.44.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5684133905902870690" src="http://4.bp.blogspot.com/-WteWFkLUDQI/TuIZq-0YIKI/AAAAAAAAAro/ghIeHJOVcRw/s400/2011-12-07%2B14.21.44.jpg" style="cursor: hand; cursor: pointer; float: left; height: 300px; margin: 0 10px 10px 0; width: 400px;" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&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/7207115497461531124-8784865516030747534?l=uabluisgomes.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://uabluisgomes.blogspot.com/feeds/8784865516030747534/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7207115497461531124&amp;postID=8784865516030747534' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/8784865516030747534'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7207115497461531124/posts/default/8784865516030747534'/><link rel='alternate' type='text/html' href='http://uabluisgomes.blogspot.com/2011/12/blog-post.html' title=''/><author><name>Rogério Pires</name><uri>http://www.blogger.com/profile/09460882409384097990</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://3.bp.blogspot.com/_6ncoHGvEQug/SrDbTddrRcI/AAAAAAAAAV0/B4nVHHhnkyc/S220/Rog%C3%A9rio+042.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-nRW7QbqqNMI/TuIZtILodlI/AAAAAAAAAsM/ySDo6a00zBE/s72-c/2011-12-07%2B14.47.55.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7207115497461531124.post-2052372603948935756</id><published>2011-12-06T22:24:00.001-03:00</published><updated>2011-12-06T22:36:02.905-03:00</updated><title type='text'></title><content type='html'>&lt;div&gt;&lt;p class="MsoNormal" align="center" style="text-align:center"&gt;&lt;span style="font-size:18.0pt;line-height:115%"&gt;Blog do Capote enfatiza visita de Coordenadores de Polo UAB do Piauí ao Polo Universitário de Luís Gomes&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://3.bp.blogspot.com/_h1z71gPqXls/TCoxBRwpWNI/AAAAAAAAJS4/1UCnGZl3pn0/s1600/TOPO+CAPOTE+c%C3%B3pia.png" style="margin-top: 0px; margin-right: 0px; margin-bottom: 0px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; font-size: 13px; font-family: Arial, Helvetica, sans-serif; vertical-align: baseline; color: rgb(252, 4, 4); text-decoration: none; line-height: 18px; text-align: justify; background-color: rgb(255, 255, 255); "&gt;&lt;img src="http://3.bp.blogspot.com/_h1z71gPqXls/TCoxBRwpWNI/AAAAAAAAJS4/1UCnGZl3pn0/s400/TOPO+CAPOTE+c%C3%B3pia.png" alt="" id="BLOGGER_PHOTO_ID_5488252993921439954" border="0" style="margin-top: 0px; margin-right: auto; margin-bottom: 10px; margin-left: auto; padding-top: 4px; padding-right: 4px; padding-bottom: 4px; padding-left: 4px; border-style: initial; border-color: initial; font-style: inherit; font-family: inherit; vertical-align: baseline; border-top-style: solid; border-right-style: solid; 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