tag:blogger.com,1999:blog-37289476500427871692024-02-20T16:37:33.642-03:00Blog do Jefferson AlmeidaJeffersonhttp://www.blogger.com/profile/11456898768816121476noreply@blogger.comBlogger38125tag:blogger.com,1999:blog-3728947650042787169.post-4719989784218212632015-02-25T20:58:00.002-03:002015-02-25T20:58:24.265-03:00Usando LaTeX; pensando TeX, um curso livre no Moodle Istoa<br />
Estava procurando como inserir tabelas no Latex de forma automática, e encontrei este ambiente da USP. Pelo que entendi, este portal é antigo e por isso alguns cursos estão abertos ao público. Enfim, encontrei este que pode ajudar para iniciantes em Latex, tipo eu. hehe<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS3mxUmES1h9uJL6pcf_Um-vMvn22U5FdTt8LA4Rbjv1iL-enUQBG0OjJlz0OM_MaIk2-SLch8t1LDCSyaEwat_hujXMB6IJ_TDc-ylYRMJkKaKsGNlS-ALjR63WmXslU7Bulvyc9qXfFl/s1600/latex-logo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS3mxUmES1h9uJL6pcf_Um-vMvn22U5FdTt8LA4Rbjv1iL-enUQBG0OjJlz0OM_MaIk2-SLch8t1LDCSyaEwat_hujXMB6IJ_TDc-ylYRMJkKaKsGNlS-ALjR63WmXslU7Bulvyc9qXfFl/s1600/latex-logo.png" height="133" width="320" /></a></div>
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Link 1: <a href="http://moodle.stoa.usp.br/course/view.php?id=104">Moodle</a></div>
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Ah, e a pesquisa consegui encontrar, também neste ambiente. É só você instalar um suplemento no Excel, selecionar a tabela e pronto! O código latex da tabela é gerado automaticamente, depois é só copiar e colar no seu texto.<br />
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Link 2: <a href="http://www.ctan.org/tex-archive/support/excel2latex/" style="color: #1155cc; font-family: arial, sans-serif; font-size: 12.8000001907349px;" target="_blank">http://www.ctan.org/tex-<wbr></wbr>archive/support/excel2latex/</a><br />
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Jeffersonhttp://www.blogger.com/profile/11456898768816121476noreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-8350527853980657662015-02-14T21:22:00.001-03:002015-02-14T21:33:40.412-03:00Veja um pouco sobre a SIC 2014<div style="text-align: justify;">
Durante os dias 15 à 19 de Dezembro/2014, o IFCE Campus Maracanaú realizou a Semana de Integração Científica (SIC), evento que reuniu todas as áreas contempladas, indústria, telemática e meio ambiente. Na ocasião, tive a oportunidade de falar um pouco sobre alguns dos trabalhos que desenvolvemos nos laboratórios. No site <a href="http://professorpedrosa.com/">professorpedrosa.com</a>, na página <i>Linhas de pesquisa</i> é possível ver parte dos trabalhos desenvolvidos por alunos e pesquisadores. Assista o vídeo:</div>
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://ytimg.googleusercontent.com/vi/pMJbg9_10I8/0.jpg" frameborder="0" height="320" src="http://www.youtube.com/embed/pMJbg9_10I8?feature=player_embedded" width="480"></iframe></div>
<br />Jeffersonhttp://www.blogger.com/profile/11456898768816121476noreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-62977760317145757142015-02-14T19:12:00.001-03:002015-02-14T19:12:19.732-03:00Portal oferece cursos on-line gratuitos das melhores instituições de ensino<div style="text-align: justify;">
Estava à procura de um curso de violão, quando encontrei este portal que disponibiliza cursos gratuitos à distância, com direito a certificado. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxSx6XJMUg-PmIiJYBkOBdpXVsoF2pzlEFEQffodW1bALL4T0SvtyG3rSVX83_Cxty8NXYXyZnwWAjSolTtAyX3AA4GHXauHEwPjhDn7HI0oetagk4ZX7iDE3L2oicyKxY9-RzJWTYxwHF/s1600/16053549.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxSx6XJMUg-PmIiJYBkOBdpXVsoF2pzlEFEQffodW1bALL4T0SvtyG3rSVX83_Cxty8NXYXyZnwWAjSolTtAyX3AA4GHXauHEwPjhDn7HI0oetagk4ZX7iDE3L2oicyKxY9-RzJWTYxwHF/s1600/16053549.jpg" height="220" width="320" /></a></div>
<br />
Há cursos nas seguintes áreas:<br />
<br />
<ul>
<li>Administração</li>
<li>Libras</li>
<li>Escrita Científica</li>
<li>Finanças</li>
<li>Energias Renováveis</li>
<li>Ciência Política </li>
</ul>
<br />
E muito mais! Recomendo.<br />
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Link: <a href="http://www.veduca.com.br/browse/certified">http://www.veduca.com.br/browse/certified</a>Jeffersonhttp://www.blogger.com/profile/11456898768816121476noreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-56087069420225489402015-01-10T15:23:00.002-03:002015-01-10T15:23:16.976-03:00Um pouco sobre a história do Aeromodelismo<span style="background-color: white; font-family: 'Lucida Grande', Verdana, Arial, sans-serif; font-size: 12px; line-height: 16.7999992370605px;">O </span><strong style="background-color: white; font-family: 'Lucida Grande', Verdana, Arial, sans-serif; font-size: 12px; line-height: 16.7999992370605px;">Aeromodelismo</strong><bqhhl style="background-color: white; font-family: 'Lucida Grande', Verdana, Arial, sans-serif; font-size: 12px; line-height: 16.7999992370605px;"> é a arte de <a href="http://www.infoescola.com/curiosidades/aeromodelismo/#" rel="nofollow" style="border-bottom-style: dotted; border-bottom-width: 1px; color: blue;">planejar</a> e edificar aeromodelos – miniaturas de aeronaves utilizadas com objetivos experimentais, esportivos ou recreativos. Esta atividade envolve a manipulação e a manobra destes objetos de pequena dimensão – aviões, balões, foguetes, entre outros -, construídos pelos aeromodelistas.</bqhhl><br />
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<img alt="Foto: Fineart1 / Shutterstock.com" class=" wp-image-105127" height="268" src="http://www.infoescola.com/wp-content/uploads/2009/03/aeromodelismo.jpg" style="border: 0px none; margin: 0px; padding: 0px;" width="401" /><div class="wp-caption-text" style="font-size: 11px; line-height: 17px; padding: 0px 4px 5px;">
Foto: Fineart1 / Shutterstock.com</div>
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<bqhhl>O <a href="http://www.infoescola.com/curiosidades/aeromodelismo/#" rel="nofollow" style="border-bottom-style: dotted; border-bottom-width: 1px; color: blue;">Homem</a> sempre acalentou o sonho de voar, invejoso do sucesso dos pássaros. As tentativas de alcançar esta meta são, portanto, bem anteriores ao século XIX, embora não existam comprovações concretas desta prática. A experiência mais recente é a do francês Alphonse Penaud que, em 1870, criou o motor a elástico, evento contemporâneo do aparecimento e da consolidação dos fundamentos teóricos iniciais que impulsionaram o nascimento da aviação.</bqhhl></div>
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<bqhhl>Mas é em princípios do século XX que o Aeromodelismo se aprimora e se <a href="http://www.infoescola.com/curiosidades/aeromodelismo/#" rel="nofollow" style="border-bottom-style: dotted; border-bottom-width: 1px; color: blue;">estrutura</a>, particularmente como um hobby, aproveitando os recursos oferecidos pelo desenvolvimento tecnológico que marcou este momento. Com certeza as inovações próprias do campo do sistema de navegação aérea determinaram o incremento da construção de novos protótipos de naves, revelando o quanto estas duas práticas se interconectam, refletindo uma sobre a outra.</bqhhl></div>
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<bqhhl>Atualmente esta prática encontra-se amplamente disseminada e estruturada. A Confederação Brasileira de Aeromodelismo, ou COBRA, foi instituída em 1959, está sediada em São Paulo e congrega os clubes e os agrupamentos que se devotam ao exercício desta prática em todos os recantos do país. Anteriormente conhecida como <a href="http://www.infoescola.com/curiosidades/aeromodelismo/#" rel="nofollow" style="border-bottom-style: dotted; border-bottom-width: 1px; color: blue;">Associação</a> Brasileira de Aeromodelismo (ABA), ela é oficialmente aceita pelo Departamento de Aviação Civil do MInistério da Defesa e pelo Conselho Nacional de Desportos do Ministério do Esporte, como instituição suprema na coordenação desta atividade no Brasil.</bqhhl></div>
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Há inclusive um local próprio para o pouso e a decolagem dos aeromodelos, o aeromodelódromo, munido até mesmo de uma certa infra-estrutura. Há diversos tipos de Aeromodelismo, entre eles o VCC – no qual os objetos voadores movem-se no ar de forma circular, dominados pelo aeromodelista através da manipulação de cabos -; o Vôo Livre – a miniatura, após ser impulsionada, não é mais controlada pelo praticante; ela pode ser provida de motor, elástico ou ser desprovida de propulsão particular -; e o Rádio Controlado ou RC, submetido ao seu condutor através de um rádio de controle remoto.</div>
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Hoje a modalidade mais generalizada é a do Rádio Controlado, que conforme a espécie de motor nela utilizada pode ser classificada como Aeromodelos com motores a explosão ou movidos a <a href="http://www.infoescola.com/reacoes-quimicas/combustao/" style="color: #398671;">combustão</a> interna, os quais podem atingir tamanhos acima dos 50% das proporções de um avião real; e Aeromodelos com motores elétricos, que se valem dos recursos tecnológicos mais avançados, e detêm o potencial de alcançar o porte e o peso mais diminutos.</div>
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Estes modelos elétricos possibilitam igualmente um som mais reduzido, a edificação de aeronaves com muita perspicácia na escala visual, a elaboração de miniaturas multimotores, ou seja, bimotores, trimotores, quadrimotores, entre outros. Estas características potencializam aterrissagens mais vagarosas, vôos em recintos fechados ou amplamente abertos, como os parques. Hoje há protótipos de aeronaves para todos os bolsos, desejos e probabilidades.</div>
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<strong style="font-family: 'Lucida Grande', Verdana, Arial, sans-serif; font-size: 12px; line-height: 16.7999992370605px;">Fontes</strong><br /><span style="font-family: Lucida Grande, Verdana, Arial, sans-serif;"><span style="font-size: 12px; line-height: 16.7999992370605px;">http://www.infoescola.com/curiosidades/aeromodelismo/</span></span></div>
Jeffersonhttp://www.blogger.com/profile/11456898768816121476noreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-72949189426864378732012-07-06T08:52:00.003-03:002012-07-06T08:54:26.776-03:00Lixo recebe toneladas de ouro e prata por ano<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigrbLZ0UFCnJ5fV3K9iF1pqYBA69p-CbUkbgqTUPQ5ScVd84smqYIRK3STZp766kEbXRDsMyvP14IEYijT6EhxxXvIMNTyIO-8KLwvw5FxSBN5uo90eahxHwgUgWkOWnQFGb-FESfWjw4/s1600/size_590_lixo+eletr%C3%B4nico.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigrbLZ0UFCnJ5fV3K9iF1pqYBA69p-CbUkbgqTUPQ5ScVd84smqYIRK3STZp766kEbXRDsMyvP14IEYijT6EhxxXvIMNTyIO-8KLwvw5FxSBN5uo90eahxHwgUgWkOWnQFGb-FESfWjw4/s320/size_590_lixo+eletr%C3%B4nico.jpg" width="320" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigrbLZ0UFCnJ5fV3K9iF1pqYBA69p-CbUkbgqTUPQ5ScVd84smqYIRK3STZp766kEbXRDsMyvP14IEYijT6EhxxXvIMNTyIO-8KLwvw5FxSBN5uo90eahxHwgUgWkOWnQFGb-FESfWjw4/s1600/size_590_lixo+eletr%C3%B4nico.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
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<span style="background-color: white;">O lixo eletrônico é um problema importante e também valioso. Segundo instituições ligadas à Organização das Nações Unidas (ONU), cerca de 320 toneladas de ouro e 7,5 mil toneladas de prata são utilizadas anualmente para a produção de aparelhos eletrônicos como computadores,tablets e celulares.</span></div>
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<span style="background-color: white;">O valor dos metais empregados soma cerca de US$ 21 bilhões – US$ 16 bilhões em ouro e US$ 4 bilhões em prata – a cada ano e, quando os aparelhos são descartados, menos de 15% do ouro e da prata são recuperados.</span></div>
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<span style="background-color: white;">O resultado do acúmulo constante é que o lixo eletrônico mundial contém “depósitos” de metais preciosos de 40 a 50 vezes mais ricos do que os contidos no subsolo, de acordo com dados apresentados na semana passada em reunião organizada pela Universidade das Nações Unidas e pela Global e-Sustainability Initiative (GeSI) em Gana, África.</span></div>
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<span style="background-color: white;">As quantidades de ouro e prata que vão parar no lixo aumentam à medida que crescem as vendas de aparelhos como os tabletes, cujas vendas em 2012 deverão chegar a 100 milhões de unidades em todo o mundo, número que deverá dobrar até 2014.</span></div>
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<span style="background-color: white;">Produtos elétricos e eletrônicos consumiram 197 toneladas em 2001, equivalentes a 5,3% da oferta mundial do metal. Em 2011, foram 320 toneladas, com 7,7% do total disponível. Apesar do crescimento de cerca de 15% na oferta de ouro na última década, o preço do metal disparou, aumentando cinco vezes entre 2001 e 2011, segundo o levantamento.</span></div>
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<span style="background-color: white;">“Em vez de olharmos para o lixo eletrônico como um fardo, precisamos encará-lo como uma oportunidade”, disse Alexis Vandendaelen, representande da Umicore Precious Metals Refining, da Bélgica, durante o evento.</span></div>
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<span style="background-color: white;">De acordo com os especialistas, além de melhores padrões de consumo sustentável, os sistemas de reciclagem precisam melhorar para lidar com o novo tipo de lixo, mais valioso, porém mais difícil de trabalhar do que plástico ou papel.</span></div>
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<span style="background-color: white;">De acordo com o levantamento feito pela GeSI e pela iniciativa Solving the E-Waste Problem (StEP) – que envolve organizações da ONU, da sociedade civil e empresas –, cerca de 25% do ouro é perdido e não pode ser recuperado por conta dos processos de desmanche empregados nos países mais desenvolvidos. Nos países em desenvolvimento, o total inviabilizado chega a 50%.</span></div>
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<span style="background-color: white;">Para os especialistas presentes na reunião em Gana, o lixo eletrônico não deve ser encarado como lixo, mas como recurso, uma vez que representa uma importante fonte de renda e sua reciclagem é fundamental para a preservação do ambiente e para o desenvolvimento sustentável.</span></div>
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<span style="background-color: white;">E isso não se aplica apenas ao ouro e à prata, mas a diversos outros metais, como cobre, paládio, platina, cobalto ou estanho, contidos nos produtos eletrônicos descartados.</span></div>
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<span style="background-color: white;">“Precisamos recuperar elementos raros de modo a poder continuar a fabricar produtos de tecnologia da informação, baterias para carros elétricos, painéis solares, televisores de tela plana e uma infinidade de outros produtos populares”, disse Ruediger Kuehr, secretário executivo da StEP.</span></div>
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<span style="background-color: white;">“Um dia – espero que mais cedo do que tarde –, as pessoas vão olhar para trás e perguntar como foi que nós conseguimos ser tão cegos e desperdiçar tanto nossos recursos naturais”, disse Kuehr.</span></div>
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Mais informações: <b><a href="http://www.step-initiative.org/" style="color: #6c8dbe; cursor: pointer; text-decoration: none;" target="_blank">www.step-initiative.org</a></b>. </div>
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Fonte: <a href="http://agencia.fapesp.br/15846" style="background-color: white;">http://agencia.fapesp.br/15846</a></div>
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<i>Matéria publicada em: 06/07/2012</i></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-74032521386797031972012-07-04T10:16:00.001-03:002012-07-04T10:18:27.614-03:00Semana Empreendedor Individual 2012<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4-Q1E7lpiX_tEf87fhxx05Ui82YNFvJ_0Ij9xRZ6Z_-TAcwRHKbgFlfJL1DKCnfXi0JInOsGqIFeYUyYPP7KXPg9pRxkfWDkSSWe0MHRFvt071mfN-YAXbDJu_TDM2As19RLjEO2dlS0/s1600/mei.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4-Q1E7lpiX_tEf87fhxx05Ui82YNFvJ_0Ij9xRZ6Z_-TAcwRHKbgFlfJL1DKCnfXi0JInOsGqIFeYUyYPP7KXPg9pRxkfWDkSSWe0MHRFvt071mfN-YAXbDJu_TDM2As19RLjEO2dlS0/s320/mei.jpg" width="320" /></a></div>
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<span style="background-color: white;">A Prefeitura de
Maracanaú, por meio da Secretaria de Ciências, Tecnologia e
Empreendedorismo - Settec, em parceria com o Sebrae, realiza de 2 a 7
de julho a “Semana do Empreendedor Individual 2012”. O evento
será realizado no Sine Municipal, que fica localizado no Feira
Center - Avenida I, n° 17, Jereissati I, das 8 às 17 horas. Serão
abordados temas como formação de preços, atendimento ao cliente,
nota fiscal eletrônica, empreendedorismo, marketing e propaganda e
benefícios do INSS, além de oficinas. O evento tem como objetivo a
divulgação, formalização e atendimento para regularização e
sustentabilidade do empreendedor individual. Mais informações pelo
telefone 3401.8002 ou 3401.8003. Programação completa no Portal da
Prefeitura: www.maracanau.ce.gov.br. (AF) </span></div>
<br />
<strong>Objetivos</strong><br />
<br />
Divulgação
e realização das soluções SEI;<br />
<br />
Atender e orientar os EI's
com foco diferenciado para os que são beneficiários do programa
“Bolsa Família”;<br />
<br />
Orientar melhores práticas para
manutenção de adimplência do EI (pagamento de taxas e
preenchimento de Declaração Anual);<br />
<br />
Divulgação de
oportunidades de crédito (programa Crescer);<br />
<br />
Divulgação do
Negócio a Negócio;<br />
<br />
Ampliação do número de
formalizações.<br />
<br />
<div class="western" style="margin-bottom: 0cm;">
<br /></div>
<div class="western" style="margin-bottom: 0cm;">
<strong>Oficinas
gratuitas – 3, 4 e 5 de julho – 14 horas</strong><br />
<br />
“Sei
controlar o meu dinheiro”;<br />
<br />
“Sei planejar”;<br />
<br />
“Sei
vender”.<br />
<br />
<strong>Atendimento INSS – 5 de julho – 13
horas</strong><br />
<br />
Tirando todas as dúvidas sobre o “Empreendedor
Individual” e outras dúvidas em relação a benefícios.<br />
<br />
<strong>Local
de atendimento – 8 às 17 horas</strong><br />
<br />
Sine Municipal,
localizado no Feira Center - Avenida I, n° 17, Jereissati
I.<br />
<strong><br />Informações:</strong><br />
<br />
<span style="font-size: large;">3401.8002<br />3401.8003</span><br />
<a href="http://www.maracanau.ce.gov.br/documentos/doc_download/593-semana-do-impreenndedor-cartaz-1"><br /></a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-91895564934538584242012-06-08T19:30:00.002-03:002012-06-08T19:36:02.847-03:00Brasil dá continuidade ao planejamento para o desligamento da TV analógica<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv3cX779RrbhFy_rn17JIajMCNeNoDn6vI3OEXG12hl6BgKnJPk7Olt-hwzt9QFx7irEis6YPNo5rZcMu7nnVHI1EU0GKzNTziNpll0wpE7oLMLQ661TQ3pw6UjNsmkglu6tT9FqPibq0/s1600/sinaldigital.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="234" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv3cX779RrbhFy_rn17JIajMCNeNoDn6vI3OEXG12hl6BgKnJPk7Olt-hwzt9QFx7irEis6YPNo5rZcMu7nnVHI1EU0GKzNTziNpll0wpE7oLMLQ661TQ3pw6UjNsmkglu6tT9FqPibq0/s320/sinaldigital.jpg" width="320" /></a></div><br />
<br />
<div style="text-align: justify;">Dando continuidade às ações de planejamento para o desligamento da TV analógica no Brasil, o Ministérios das Comunicações discutiu resultados de um estudo conduzido pela Agência de Cooperação Internacional do Japão (JICA).<br />
<br />
De acordo com o assessor da Secretaria de Telecomunicações do MiniCom, Flávio Lenz, o estudo teve o objetivo de identificar áreas onde o Japão possa cooperar com o Brasil para o sucesso do apagão analógico. <br />
<br />
"Essa assistência está sendo muito importante porque estamos aprendendo com quem já passou por uma experiência parecida com êxito", destacou.<br />
<br />
As áreas onde deverá haver cooperação entre os dois países são o planejamento do espectro, o monitoramento da cobertura digital e as ações de divulgação do desligamento analógico voltadas à população brasileira.<br />
<br />
Segundo Lenz, o MiniCom deverá enviar, até o final de junho, uma proposta de atuação para a Agência Brasileira de Cooperação, que enviará o documento ao governo do Japão.<br />
<br />
Você acredita que o Brasil esteja preparado para este apagão? Leia aqui uma matéria sobre o assunto. Conversamos com pequenas emissoras do interior do norte e nordeste e descobrimos que muitas delas ainda estão despreparadas para o digital. </div><div style="text-align: right;">Fonte: <a href="http://olhardigital.uol.com.br/produtos/digital_news/noticias/brasil-da-continuidade-ao-planejamento-para-o-desligamento-da-tv-analogica">www.olhardigital.com.br </a> </div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-59914234695175560742012-06-01T13:38:00.000-03:002012-06-01T13:38:18.235-03:00Programa Arauto de Cristo passa de 1300 audições na plataforma Flipzu<div style="text-align: justify;">O Programa Arautos de Cristo atingiu a marca das mil trezentas e sessenta e quatro audições na plataforma Flipzu. Agradecemos a todos os nossos ouvintes, que nos acompanharam durante os doze meses de programa. Entretanto lamentamos o fechamento da plataforma, que deu-se no final de maio. Agora fica a dica para a criação de uma nova plataforma aberta para os fascinados por webrádios... Valeu galera!</div><div style="text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0dmtwgFhpwkIeMEMiRTsfudNBajZlQNfAMmxN0xNDRlhlBZtCc0I6wUjA7-7wGweeZH2nSpiwaHdDSlC4IfNOlZZxqQ4N7yEpeiIK4a2n7gmy0RBADQb5g9o2E-eVPAP6jcOVbyq6N2M/s1600/meu+flipzu+em+5+de+maio+2012.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0dmtwgFhpwkIeMEMiRTsfudNBajZlQNfAMmxN0xNDRlhlBZtCc0I6wUjA7-7wGweeZH2nSpiwaHdDSlC4IfNOlZZxqQ4N7yEpeiIK4a2n7gmy0RBADQb5g9o2E-eVPAP6jcOVbyq6N2M/s640/meu+flipzu+em+5+de+maio+2012.bmp" width="632" /></a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-21354094605422677222012-04-25T08:30:00.005-03:002012-04-25T08:30:53.438-03:00<h1>
Músicos da USP realizam concertos com musicistas do exterior via internet em tempo real</h1>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwCsbOebT5hgFklPwHHbsmsgDIMUB4tAnnKTLlL_dY1WX19ndd3spKwYeZAgWre-iROJOTcYYxQtun-G9p_cm5Ety7saSHFQv51hJUIWFH4Sq3qcc4tYLKy5QRM-XAjX9U9Fw8QWWOTLQ/s1600/foto_boletim15497_1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwCsbOebT5hgFklPwHHbsmsgDIMUB4tAnnKTLlL_dY1WX19ndd3spKwYeZAgWre-iROJOTcYYxQtun-G9p_cm5Ety7saSHFQv51hJUIWFH4Sq3qcc4tYLKy5QRM-XAjX9U9Fw8QWWOTLQ/s1600/foto_boletim15497_1.jpg" /></a></div>
<div style="text-align: justify;">
Um grupo de músicos da Universidade de São Paulo (USP) está tendo a oportunidade de criar composições e tocar com musicistas do exterior sem que tenham que sair do Brasil ou que estrangeiros precisem vir ao país. </div>
<div style="text-align: justify;">
<br />Por meio de redes de internet de alta velocidade, eles vêm organizando concertos com músicos de países tão longínquos como a Irlanda do Norte, no Reino Unido, com quem promoveram no final de março, pela segunda vez, o Net Concert – um concerto via internet, realizado simultaneamente na capital do país anglo-saxão, Belfast, e em São Paulo.</div>
<div style="text-align: justify;">
<br />A experiência integra um <a href="http://www.bv.fapesp.br/pt/projetos-tematicos/2266/mobile-processos-musicais-interativos/">projeto</a>, realizado por pesquisadores da Escola de Comunicações e Artes da Universidade de São Paulo (USP) em colaboração com o Instituto de Matemática e Estatística (IME), com apoio da FAPESP, que tem como objetivo a utilização e o desenvolvimento de processos interativos no âmbito da produção musical mediada tecnologicamente.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: right;">
<i>Confira o restante da matéria:</i> <a href="http://agencia.fapesp.br/15497">http://agencia.fapesp.br/15497 </a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-47847725135105262192012-01-30T09:57:00.002-03:002012-01-30T09:57:31.762-03:00Programa Arautos na Presença de Cristo - 28/01/2012 - Aniversário de 1 ano do programa<center><iframe type="text/html" class="flipzu-flipcast" frameborder="0" scrolling="no" src="http://flipzu.com/embed/jeffersonsilvaal/99951" width=410 height=80><a href="http://flipzu.com/jeffersonsilvaal/99951">Jefferson Almeida - Programa Arautos de Cristo - 28/01/2012 no Flipzu</a></iframe></center>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-42230107717224854202012-01-27T11:56:00.002-03:002012-01-27T11:58:40.602-03:00Software Livre: esse chegou para ficar!<div style="text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfPRz59uuHCss3wdQKK161KxJFHx_4qU3PTmW4_W5P9ChmuKWr6PwsU3g0rD_V1G_sVX39S5R432SD2FBlPWWsHDzFikNpdVkYUfzqLC3r3dNjzhWHa46AT02LVM__OyfehlwIVV8qwng/s1600/open_source.png" style="margin-left: 1em; margin-right: 1em;"></a></div><div style="text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfPRz59uuHCss3wdQKK161KxJFHx_4qU3PTmW4_W5P9ChmuKWr6PwsU3g0rD_V1G_sVX39S5R432SD2FBlPWWsHDzFikNpdVkYUfzqLC3r3dNjzhWHa46AT02LVM__OyfehlwIVV8qwng/s1600/open_source.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="189" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfPRz59uuHCss3wdQKK161KxJFHx_4qU3PTmW4_W5P9ChmuKWr6PwsU3g0rD_V1G_sVX39S5R432SD2FBlPWWsHDzFikNpdVkYUfzqLC3r3dNjzhWHa46AT02LVM__OyfehlwIVV8qwng/s320/open_source.png" width="320" /></a>Hoje a era da informática passa por uma constante revolução no segmento de hardware e software. A cultura de utilizar software livre está cada vez mais se expandindo no mundo e já chegou pra ficar aqui no Brasil. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>Mas o que é software livre?</b></div><div style="text-align: justify;"><br />
Software Livre, é o termo utilizado para definir os softwares que possuem seu código fonte aberto, ou seja, um conjunto de instruções lógicas que agrupadas constituem o programa que realiza uma tarefa específica. Podem ser desde sistemas operacionais, como o linux Ubuntu, Educacional, Debian.</div><div style="text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxv7C-yEbtUsZcA3vugDxxX3YhSZEGA0_8QCnxwJK7jzvUDfHR0qMglxaffj_Buz6T-l3a-xwTYQ2RuyVAOl1f_8bfJKCDjviip6L2xel_n09eQAhHCzvYdu8eQ2reiuspLB4gQmneCcM/s1600/tuxlinuxdistros.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxv7C-yEbtUsZcA3vugDxxX3YhSZEGA0_8QCnxwJK7jzvUDfHR0qMglxaffj_Buz6T-l3a-xwTYQ2RuyVAOl1f_8bfJKCDjviip6L2xel_n09eQAhHCzvYdu8eQ2reiuspLB4gQmneCcM/s320/tuxlinuxdistros.jpg" width="320" /></a></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> Até os aplicativos de escritório, BrOffice, LibreOffice e OpenOffice. Para a plataforma linux, existe uma infinidade de programas, nas categorias de designer gráfico, onde temos o Inkscape, e edição de imagens, Gimp. Para edição de vídeos, existe o Kdenlive, que possue uma interface simples de entender e um excelente desempenho. </div><div style="text-align: justify;"> São programas de computador que são criados por desenvolvedores, que em sua maioria são hacker's, e que pretendem com isso disseminar a cultura de liberdade no meio digital.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> Outro ponto positivo dos softwares livres é o fato de oferecer maior segurança para quem o utiliza, e além do mais é gratuito. Você pode adquirir facilmente na internet ou em qualquer banca de revistas em sua cidade. Abaixo estão alguns exemplos de sistemas operacionais linux.</div><div style="text-align: justify;"><br />
</div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ1YCO_Rc8BvFLpAhgn45Pt05plqVgkloblv1QWfhwDMfhPoQU8k2xUkoU5JD27miMpM3ynRY2NlRpqD-3c54I-8UBJ0Z0HdhHESyTpfK98XRV_TFAFmzryO7FIT_8ZT5sHQgRc7FNQyw/s1600/7607-48.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ1YCO_Rc8BvFLpAhgn45Pt05plqVgkloblv1QWfhwDMfhPoQU8k2xUkoU5JD27miMpM3ynRY2NlRpqD-3c54I-8UBJ0Z0HdhHESyTpfK98XRV_TFAFmzryO7FIT_8ZT5sHQgRc7FNQyw/s320/7607-48.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Linux Ubuntu</td><td class="tr-caption" style="text-align: center;"><br />
</td></tr>
</tbody></table><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0xMe2sYUq_VQc2rVES5QnmFzvMZlgEZi1U6HuTlsv5ujuhAtzPJ2xB9_M2dz8BFx7KU0xx_llnw8K2PozBC-JvlQx6T4365HJR9cN4R9L-2El_EQCIz1AMlF5hLdiNLHsUQTcT0eHRSg/s1600/mandriva-linux-2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0xMe2sYUq_VQc2rVES5QnmFzvMZlgEZi1U6HuTlsv5ujuhAtzPJ2xB9_M2dz8BFx7KU0xx_llnw8K2PozBC-JvlQx6T4365HJR9cN4R9L-2El_EQCIz1AMlF5hLdiNLHsUQTcT0eHRSg/s320/mandriva-linux-2.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Linux Mandriva</td></tr>
</tbody></table><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4COQ_Cm38z85HdEWq_5QtqQru6uVkUrcWHHeOl0NygE0eBU4x1s1BUIxEroSAVnM7rbypMg0aJwhTrLeZdCPmjQPEenMMwDQDG6LKXSJSQPVs5LG13I1llxxmaDsgC9DiwpD-rmPp3og/s1600/debian-linux-5lenny-desktop.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4COQ_Cm38z85HdEWq_5QtqQru6uVkUrcWHHeOl0NygE0eBU4x1s1BUIxEroSAVnM7rbypMg0aJwhTrLeZdCPmjQPEenMMwDQDG6LKXSJSQPVs5LG13I1llxxmaDsgC9DiwpD-rmPp3og/s320/debian-linux-5lenny-desktop.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Linux Debian</td></tr>
</tbody></table><br />
<div style="text-align: justify;">E aí, ainda não ficou convencido? Então experimente utilizar a versão do linux Ubuntu e torne-se mais um em meio a milhões de usuários linux espalhados pelo mundo. Não precisa instalar, basta iniciar o sistema operacional pelo Live CD para testá-lo. No site a seguir é possível adquirir o cd de instalação. Acesse o link e faça já o seu download: <a href="http://www.ubuntu.com/download/ubuntu/download">http://www.ubuntu.com/download/ubuntu/download</a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfPRz59uuHCss3wdQKK161KxJFHx_4qU3PTmW4_W5P9ChmuKWr6PwsU3g0rD_V1G_sVX39S5R432SD2FBlPWWsHDzFikNpdVkYUfzqLC3r3dNjzhWHa46AT02LVM__OyfehlwIVV8qwng/s1600/open_source.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br />
</a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-37306803171098033022012-01-26T10:39:00.001-03:002012-01-26T10:42:00.250-03:00Quatro passos práticos para reduzir os custos de energia gerais<div style="text-align: justify;">Pessoas, empresas e governos de todo o mundo gastam bilhões de dólares por ano com energia. Isto é devido aos hábitos de consumo de energia tradicionais que surgiram quando a energia era abundante e econômica.<br />
É necessário modificar esses hábitos por dois motivos fundamentais: porque o alto custo da energia impacta negativamente nos lucros e no patrimônio pessoal, e porque as emissões de gases de efeito estufa contribuem para a deterioração da qualidade de vida geral na Terra.<br />
<br />
Há anos que a Schneider Electric ™ tem desenvolvido soluções que enfrentam esse desafio da eficiência energética, e estabeleceu uma metodologia testada para a gerenciamento da energia. O gerenciamento de energia não é mais apenas algo que algumas pessoas faziam ocasionalmente (em sua casa ou em suas lojas:<br />
por exemplo trocar as lâmpadas incandescentes por compactas fluorescentes, mas continuar deixando a luz ligada mesmo não tendo ninguém na sala); agora é um ciclo de vida integrado que se caracteriza pelo gerenciamento de sistemas múltiplos de fornecimento e suporte de energia.<br />
<br />
<b>Como alcançar alguns resultados imediatos em matéria de energia</b><br />
<br />
A metodologia da Schneider Electric para o gerenciamento de energia abrange os quatro passos a seguir:<br />
<b>1. Medir o consumo –</b> as auditorias de energia e a instalação de medidores confiáveis de qualidade da energia estabelecem o parâmetro ou ponto de partida do qual você poderá elaborar um plano de gerenciamento<br />
de energia.<br />
<b>2. Solucionar os problemas de base –</b> soluções fáceis e de baixo custo, como a instalação de variadores de velocidade em motores, bombas ou em dispositivos de refrigeração, ou a instalação de no-breaks<br />
de alta eficiência, podem ter um impacto imediato na conta de eletricidade.<br />
<b>3. Automatizar –</b> isto evita depender de condutas humanas imprevisíveis e permite ajustar os sistemas de iluminação e de HVAC (aquecimento, ventilação e refrigeração) para que a instalação ou a casa responda<br />
com eficiência energética ante condições ambientais dinâmicas.<br />
<b>4. Monitorar –</b> ferramentas de software simples identificam as tendências de desperdício de energia e as questões de interesse para que os gerentes possam responder rapidamente antes de esbanjar dinheiro. O gerenciamento de energia não é um fato fortuito, é um ciclo contínuo de melhorias.</div><div style="text-align: center;"><img alt="" border="0" height="439" src="http://www.schneider-electric.com.br/images/pictures/news/intelligent-energy/BHEN-8K4PTW_BR.jpg" title="" width="574" /></div><div style="text-align: justify;"><br />
<img align="left" alt="" border="0" src="http://www.schneider-electric.com.br/images/thumbnails/pictos-small/picto-energy-small-light.gif" title="" /><br />
<br />
Para saber mais sobre como obter benefícios com uma abordagem de gerenciamento de energia com um pequeno investimento e uma retorno rápido, visite <a href="http://www.schneider-electric.com/whitepapers">www.schneider-electric.com/whitepapers</a> e faça o download do White Paper "Economias permanentes através da eficiência energética ativa".</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Fonte: <a href="http://www.schneider-electric.com/site/home/index.cfm/br/">http://www.schneider-electric.com/site/home/index.cfm/br/ </a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-86568065721143080942012-01-25T10:50:00.000-03:002012-01-25T10:50:12.647-03:00E-Tec ganha laboratório móvel<div style="text-align: justify;"><a href="http://www.ifce.edu.br/images/stories/imagem1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Professores em frente ao caminhão" border="0" height="163" src="http://www.ifce.edu.br/images/stories/imagem1.jpg" title="Caminhão e-Tec" width="400" /></a>A Escola Técnica Aberta do Brasil (e-Tec), vinculada à Diretoria de Educação a Distância (EaD) do IFCE, ganhou mais um reforço na busca incessante pela qualidade do ensino: uma unidade móvel para aulas práticas. Trata-se de um caminhão equipado com laboratórios para a prática de atividades dos cursos técnicos a distância, com quatro bancadas, um computador com impressora, compressor de ar, televisão e outro container de apoio. </div><div style="text-align: justify;">Nesta semana, iniciou-se a capacitação dos funcionários responsáveis pelo funcionamento da unidade, que deverá começar as atividades a partir de março deste ano. Todos os pólos do e-Tec no Ceará serão contemplados com visitas da unidade móvel, previstas para o início do semestre letivo. Cada visita deverá durar no mínimo uma semana, tempo suficiente para contemplar todos os cursos ofertados pela rede.</div><div> </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> </div><div style="text-align: justify;"><em>Foto: Laboratório móvel do e-Tec (Arquivo)</em></div><div style="text-align: justify;"> </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> </div><div style="text-align: justify;">Camila Grangeiro - EaD</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Fonte: <a href="http://www.ifce.edu.br/noticias/1-noticias/831-e-tec-ganha-laboratorio-movel.html">http://www.ifce.edu.br/noticias/1-noticias/831-e-tec-ganha-laboratorio-movel.html </a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-10651347868669756502012-01-24T08:50:00.005-03:002012-01-24T09:49:05.435-03:00Projeto Ciclista Nota Dez abre inscrições nesta terça-feira<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOyOx-xxcYMYGBJd-zCLFei96mNFFhRo-ghg4-MGRFfbINmAOAw_HeRyGtFvWsEjLKGBUU-jBQtD2PJBklRjondfZHID-yvGfUAC7U3iKRl6uCJnXumypWKv6YOXgTyxtc4vP2Oav3nOc/s1600/logo+do+projeto+c%25C3%25B3pia.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="175" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOyOx-xxcYMYGBJd-zCLFei96mNFFhRo-ghg4-MGRFfbINmAOAw_HeRyGtFvWsEjLKGBUU-jBQtD2PJBklRjondfZHID-yvGfUAC7U3iKRl6uCJnXumypWKv6YOXgTyxtc4vP2Oav3nOc/s400/logo+do+projeto+c%25C3%25B3pia.jpg" width="400" /></a></div><div style="text-align: justify;">O projeto <b>Ciclista Nota Dez</b>, na manhã desta terça-feira 24/01, deu início ao período de inscrições. Consiste em um ciclo de palestras que abordará temas como o ciclista e o código brasileiro de trânsito, o ciclista e a sustentabilidade cidadã-social, entre outros temas. Ao final das palestras, haverá um passeio ciclístico passando por pontos estratégicos do bairro. As inscrições podem ser feitas online através do blog, clicando na página "Formulário de inscrição" ou diretamente no Pólo ABC Jereissati, que localiza-se na Av. X nº 254 - Jereissati II, no horário de 8h às 11h. Para inscrever-se, é preciso estar com o número do documento de identidade em mãos, ou do responsável. Inscrições limitadas! </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Garanta já a sua! Acesse: <a href="http://projetociclistanota10.blogspot.com/p/formulario-de-inscricao.html">http://projetociclistanota10.blogspot.com/p/formulario-de-inscricao.html</a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-20061131315298123402012-01-23T10:12:00.002-03:002012-01-23T10:13:32.149-03:00Programa Arautos de Cristo - 21/01/2012 - Vale a pena ouvir!<center><br />
<iframe type="text/html" class="flipzu-flipcast" frameborder="0" scrolling="no" src="http://flipzu.com/embed/jeffersonsilvaal/96997" width=410 height=80><a href="http://flipzu.com/jeffersonsilvaal/96997">Jefferson Almeida - PROGRAMA ARAUTOS DE CRISTO - AO VIVO! 21/01/2012 >>PARTICIPE!!! no Flipzu</a></iframe> </center>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-35438705886954405622012-01-23T09:15:00.000-03:002012-01-23T09:15:41.436-03:00Instituto Idear abre inscrições para o Programa SeLiga<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXJofT9a5q1jlM9JogAlICFwfugYqQWcrUDx8JxTOvTI-Sn6-Fz6whNw0ycYkdMMTpxDjjuGyKLh-zQZx1_ks40Lq7YfMVW6sjxx9kY9LB68CXWIb25hOd7pLCyd7KRpovY631jxO7Bu8/s1600/seliga_banner2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="165" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXJofT9a5q1jlM9JogAlICFwfugYqQWcrUDx8JxTOvTI-Sn6-Fz6whNw0ycYkdMMTpxDjjuGyKLh-zQZx1_ks40Lq7YfMVW6sjxx9kY9LB68CXWIb25hOd7pLCyd7KRpovY631jxO7Bu8/s320/seliga_banner2.jpg" width="320" /></a></div><div style="border-width: 0px; color: #333333; font-family: sans-serif; font-size: 12px; line-height: 19px; margin-bottom: 15px; margin-top: 15px; padding: 0px; text-align: justify;">O <strong style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">SeLiga</strong>, projeto de inclusão digital da <strong style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Prefeitura de Maracanaú</strong>, sob a gerência do <strong style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Instituto Idear</strong>, abre inscrições para cursos gratuitos de qualificação profissional: Introdução à Informática, Práticas para Escritório e Formação Básica para o Trabalho.</div><div style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: sans-serif; font-size: 12px; line-height: 19px; margin-bottom: 15px; margin-top: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"> Os cursos são oferecidos à comunidade maracanauense e acontecem nos 42 telecentros, espalhados nos bairros do município e dirigidos pelo Idear.</div><div style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: sans-serif; font-size: 12px; line-height: 19px; margin-bottom: 15px; margin-top: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"> Para fazer a inscrição, os interessados devem comparecer, a partir do dia 18 de janeiro, a um dos postos de inscrição (ver lista abaixo) portando os seguintes documentos: Comprovante de residência, RG, Declaração Escolar (caso seja estudante), Declaração dos Pais (para menor de 18), disponibilizada no ato da inscrição no Telecentro e assinada pelos pais. As inscrições são totalmente gratuitas.<br />
<br />
<br />
Mais informações pelo Tel:. 3521.5110 ou pelo e-mail: <a href="mailto:wagnerrodrigues@idear.org.br" style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #6e946e; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;">wagnerrodrigues@idear.org.br</a></div><div style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: sans-serif; font-size: 12px; line-height: 19px; margin-bottom: 15px; margin-top: 15px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;"> <b>Fonte e mais informações:</b> <a href="http://www.idear.org.br/index.php/area-de-imprensa/noticias/43-idear-abre-inscricoes-para-cursos-gratuitos">http://www.idear.org.br/index.php/area-de-imprensa/noticias/43-idear-abre-inscricoes-para-cursos-gratuitos</a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-7625523731942709512012-01-15T13:59:00.001-03:002012-01-15T13:59:52.976-03:00Programa Arautos de Cristo - Sábado 14/01/2012 - Ao vivo<center><br />
<iframe type="text/html" class="flipzu-flipcast" frameborder="0" scrolling="no" src="http://flipzu.com/embed/jeffersonsilvaal/93950" width=410 height=80><a href="http://flipzu.com/jeffersonsilvaal/93950">Jefferson Almeida - Programa Arautos de Cristo - Ao vivo - 14-01-2012 no Flipzu</a></iframe> </center>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-6487594323859598692012-01-12T11:41:00.002-03:002012-01-12T11:41:45.564-03:00Programa Arautos de Cristo transmitido via Facebook ao vivo<center><br />
<iframe type="text/html" class="flipzu-flipcast" frameborder="0" scrolling="no" src="http://flipzu.com/embed/jeffersonsilvaal/77398" width=410 height=80><a href="http://flipzu.com/jeffersonsilvaal/77398">Jefferson Almeida - Programa Arautos de Cristo - Hoje, Sábado 10/12... Participe! no Flipzu</a></iframe><br />
<center/></center></center>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-56499149036168859612012-01-12T11:39:00.004-03:002012-01-12T11:42:50.574-03:00Teste de transmissão do Programa Arautos de Cristo via FlipZu<center><br />
<iframe type="text/html" class="flipzu-flipcast" frameborder="0" scrolling="no" src="http://flipzu.com/embed/jeffersonsilvaal/74524" width=410 height=80><a href="http://flipzu.com/jeffersonsilvaal/74524">Jefferson Almeida - Programa Arautos de Cristo no Flipzu</a></iframe><br />
</center>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-71370745145631886482012-01-12T07:51:00.002-03:002012-01-12T07:55:05.459-03:00MiniCom realiza capacitação de radiodifusores comunitários<div style="text-align: justify;">Primeiro evento será em São Paulo para discutir situação do setor e tirar dúvidas sobre novas outorgas</div><div style="text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdT1LOzAo21e54QXP4kVLxq5WpAEewQFM0uTIoaFNIZOY5Bdsu5B89rIM2DQ1v0g_lVOiMNAAjIWGD2mMFcsGZ1o1jiVAzo1oZgEite5Y4GOCYu0nDD7vQA2gP8uwyDCJSC6NvAqJ3dNU/s1600/radio+comunitaria.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdT1LOzAo21e54QXP4kVLxq5WpAEewQFM0uTIoaFNIZOY5Bdsu5B89rIM2DQ1v0g_lVOiMNAAjIWGD2mMFcsGZ1o1jiVAzo1oZgEite5Y4GOCYu0nDD7vQA2gP8uwyDCJSC6NvAqJ3dNU/s320/radio+comunitaria.jpg" width="310" /></a></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>Repórter:</b> O Ministério das Comunicações vai capacitar rádios públicas e comunitárias de todo o país. A série de eventos para treinar os agentes dessas emissoras começa por São Paulo na próxima segunda-feira. Na programação, estão previstos um debate sobre novas tecnologias para rádios públicas e comunitárias e uma palestra explicando o passo-a-passo que as entidades têm de cumprir até a outorga. São Paulo foi o estado escolhido porque o próximo aviso de habilitação para rádios comunitárias vai incluir 60 cidades do estado. O edital está previsto para a próxima semana. O estado seguinte a ter a capacitação das emissoras é o Rio Grande do Sul, onde ficam os municípios do segundo aviso de habilitação deste ano, que deve sair em fevereiro. Para o coordenador-geral de Radiodifusão Comunitária do MiniCom, Octavio Pieranti, o encontro deve facilitar o processo de outorga.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Octavio Pieranti, coordenador-geral de Radiodifusão Comunitária: O objetivo é capacitar, formar o segmento de radiodifusão comunitária e radiodifusão pública e prestar as informações necessárias às entidades que querem se candidatar aos avisos de habilitação. Com isso, a gente acredita que as entidades vão conseguir se preparar ainda mais para essa candidatura. Isso torna o processo mais rápido e mais eficiente.</div><div style="text-align: justify;"><b><br />
</b></div><div style="text-align: justify;"><b>Repórter:</b> O evento de capacitação vai ser realizado no edifício-sede dos Correios, na capital paulista, no bairro da Vila Leopoldina. Está para marcado para 13h da próxima segunda-feira, dia 16 de janeiro. E será aberto a quem quiser participar, sem necessidade inscrição. Nos próximos dois anos, o Ministério das Comunicações pretende lançar avisos de habilitação de rádios comunitárias para 1.425 cidades do país. Tudo com a intenção de universalizar o serviço.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">De Brasília, Andréa Xavier</div><br />
<div style="text-align: left;"><b>Fonte:</b> <a href="http://www.conexaominicom.mc.gov.br/index.php/audio/712-minicom-realiza-capacitacao-de-radiodifusores-comunitarios">http://www.conexaominicom.mc.gov.br/index.php/audio/712-minicom-realiza-capacitacao-de-radiodifusores-comunitarios</a></div><div style="text-align: left;"><b>Acesso em:</b> 12/01/2012</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-31529804095074488762011-12-29T18:10:00.001-03:002011-12-29T18:10:18.547-03:00Programa Arautos de Cristo - Especial de Natal (24/12/2011)<center><br />
<iframe type="text/html" class="flipzu-flipcast" frameborder="0" scrolling="no" src="http://flipzu.com/embed/jeffersonsilvaal/83483" width=410 height=80><a href="http://flipzu.com/jeffersonsilvaal/83483">Jefferson Almeida - Programa Arautos de Cristo - Ao Vivo - 24-12-2011 Participe! no Flipzu</a></iframe><br />
<center/></center></center>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-81176939107896949502011-12-21T09:54:00.001-03:002011-12-21T10:34:19.073-03:00Participe!<div align="center" class="Titulos02"><span style="font-size: large;"><b>CICLO DE PALESTRAS NO PLANETÁRIO RUBENS DE AZEVEDO</b></span><br />
<b><i>" ANTIMATÉRIA E NOSSO UNIVERSO " </i><br />
( Colaboração ALPHA/CERN ) <br />
<br />
Com o Prof. Dr. Claudio Lenz Cesar<br />
<i>"PRATA DA CASA"</i></b><br />
<img alt="" height="200" 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" width="188" /><b><i> </i><br />
</b><b><span class="Texto01">Doutorado em Física pelo MIT - EUA <br />
Mestre em Física pela UFPE<br />
Bacharel pela UFC - Universidade Federal do Ceará <br />
Ex-aluno e professor do CEFET-CE (IFCE)<br />
Membro fundador das Colaborações ATHENA e ALPHA no<br />
CERN - European Organization for Nuclear Research</span><br />
<br />
PALESTRA NO DIA 27 DE DEZEMBRO ÀS 19h<br />
no auditório do Planetário Rubens de Azevedo - Centro Dragão do Mar de Arte e Cultura. </b><br />
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<div style="text-align: center;"><img alt="" height="212" 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" width="320" /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyhpJT8LXDIJRkyVw2L5ViDZIuZoMGe_0h4fw2V9aQesIJSWgCliVoAsUenCcphG1Pr7s4dPwOTCWF96mSntomZZ-8Y8aJVFlJCQotfqCzipzu_4K-CJjAcGVL2n9AASry29C3Dcgdfk8/s1600/%25C3%258Dndice.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="207" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyhpJT8LXDIJRkyVw2L5ViDZIuZoMGe_0h4fw2V9aQesIJSWgCliVoAsUenCcphG1Pr7s4dPwOTCWF96mSntomZZ-8Y8aJVFlJCQotfqCzipzu_4K-CJjAcGVL2n9AASry29C3Dcgdfk8/s320/%25C3%258Dndice.png" width="320" /></a><b> </b><br />
<b> </b></div><br />
<div style="text-align: justify;"><span style="font-size: small;">A inexistência de antimatéria primordial no Universo coloca em cheque nossas teorias sobre a origem do mesmo ou as leis básicas da Física como hoje conhecidas. A perspectiva de comparar o anti-átomo com o átomo de hidrogênio com lasers de alta precisão motivaram a colaboração ATHENA, no CERN, a fabricar os primeiros átomos de antihidrogênio a baixas energias em 2002. Já na colaboração ALPHA conseguimos recentemente o primeiro aprisionamento dos anti-átomos, considerado pela revista Physics World o maior feito da Física em 2010.</span><b> </b></div><div style="text-align: left;"><br />
</div><div style="text-align: left;"><br />
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</b></div><div style="text-align: left;"><b>Fonte: <a href="http://www.dragaodomar.org.br/planetario/">http://www.dragaodomar.org.br/planetario/</a><br />
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</tbody></table>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-50041375900114449682011-12-16T20:39:00.000-03:002011-12-16T20:40:51.898-03:00Está triste? Esse é o melhor remédio...<div style="clear: both; text-align: justify;"><div class="news-body-text">Resumo: Para extravasar as emoções, cantar é o melhor remédio. Então, ligue o som e curta uma grande paixão, alivie as mágoas ou cure as feridas </div></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><a href="http://www.blogger.com/post-edit.g?blogID=3728947650042787169&postID=5004137590011444968" name="lermais"></a> <img alt="" height="229" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcmEIzPGpqBq3uUUoK6vXR2YJgMcd7mVQDaJ1MES3Kao_1y4kRyN3ooRjwlsZkZsScHFONwUavpN4suytGLH5afC66xPTECFb6Q2f3B5P0vduzJMDrBwqTsl4ImIbv0ZSPvNUIMJrWhVU/s400/poder+da+m%C3%BAsica.bmp" style="height: 190px; width: 283px;" width="337" /></div><h3 style="text-align: justify;">Por que ouvir música?</h3><div class="texto" style="text-align: justify;">Uma boa música é capaz de mudar nosso humor da água para o vinho. Uma melodia suave diminui a ansiedade, um ritmo animado torna o dia mais alegre. E há outros benefícios da boa música: você pode descobrir mensagens pra lá de inspiradoras, se prestar atenção nas letras. Quer aumentar a auto-estima, curtir um amor ou mandar a tristeza embora? Então, aumente o som.</div><div class="texto" style="text-align: justify;"><img alt="" height="201" src="http://www.fiero.org.br/ArquivosUpload/noticias/3/Sesi%20M%C3%BAsica%20-%20C%C3%B3pia.jpg" style="height: 201px; width: 262px;" width="498" /></div><h3 style="text-align: justify;">Para mandar a tristeza pra longe</h3><div class="texto" style="text-align: justify;">Perder um amor dói mesmo... Mas não fique no fundo do poço! Solte a voz com Sandra de Sá!<br />
-Bye Bye, Tristeza <br />
Ninguém aqui é puro<br />
Anjo ou demônio<br />
Nem sabe a receita De viver feliz<br />
Não dá pra separar<br />
O que é real do sonho...<br />
Eu não tô aqui pra sofrer<br />
Vou sentir saudade<br />
Pra quê?<br />
Quero ser feliz<br />
Bye bye, tristeza!<br />
Não precisa voltar...</div><div class="texto" style="text-align: justify;"><img alt="" height="231" src="http://farm4.static.flickr.com/3111/3127651850_bc0003b62d.jpg" width="500" /></div><h3 style="text-align: justify;">Para dar mais valor à vida</h3><div class="texto" style="text-align: justify;">Pare de se importar com problemas pequenos!Aceite a vida como ela é ? como fazem os Titãs.<br />
-Epitáfio<br />
Devia ter amado mais<br />
Ter chorado mais<br />
Ter visto o Sol nascer<br />
Devia ter arriscado mais<br />
E até errado mais<br />
Ter feito o que <br />
eu queria fazer...<br />
Queria ter aceitado<br />
As pessoas como elas são<br />
Cada um sabe a alegria<br />
E a dor que <br />
traz no coração...</div><div class="texto" style="text-align: justify;"><img alt="doser1.jpg image by rodrigornc" class="media" id="fullSizedImage" src="http://i136.photobucket.com/albums/q163/rodrigornc/doser1.jpg" style="height: 174px; width: 229px;" /></div><h3 style="text-align: justify;">Para elevar a auto-estima</h3><div class="texto" style="text-align: justify;">Se você está insegura, siga o conselho de Renato Russo: acredite em si e insista nos seus projetos. Você é capaz de tudo! <br />
- Mais Uma Vez<br />
Nunca deixe que lhe digam<br />
Que não vale a pena<br />
Acreditar no sonho <br />
que se tem<br />
Ou que seus planos <br />
nunca vão dar certo<br />
Ou que você nunca <br />
vai ser alguém<br />
Tem gente que machuca os outros<br />
Tem gente que não sabe amar<br />
Mas eu sei que um <br />
dia a gente aprende<br />
Se você quiser alguém <br />
em quem confiar<br />
Confie em si mesmo<br />
Quem acredita sempre alcança</div><div class="texto" style="text-align: justify;"><br />
</div><h3 style="text-align: justify;">Para despertar o otimismo</h3><div class="texto" style="text-align: justify;">Está achando que a vida é injusta com você? Deixe isso pra lá! Faça como Zeca Pagodinho: agradeça a Deus por tudo que Ele deu a você!<br />
- Deixa a Vida Me Levar<br />
Deixa a vida me levar<br />
(Vida, leva eu!)<br />
Deixa a vida me levar<br />
(Vida, leva eu!)<br />
Deixa a vida me levar<br />
(Vida, leva eu!)<br />
Sou feliz e agradeço<br />
Por tudo que Deus me deu...<br />
Só posso levantar<br />
As mãos pro céu<br />
Agradecer e ser fiel<br />
Ao destino que <br />
Deus me deu<br />
Se não tenho tudo <br />
que preciso<br />
Com o que tenho, vivo<br />
De mansinho lá vou eu...<br />
<br />
<div>Fonte: http://debyfrancis.dihitt.com.br/noticia/musicas-para-acalmar-a-alma</div><div><br />
Pesquisa realizada em 16/12/2011</div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-32466484403814834892011-11-29T08:19:00.000-03:002011-12-06T23:05:17.331-03:00Em breve...<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtU7IEwq0PCBu331B5F1H4fpKrSmVMKa_oVETN8atXYXH47ENWr7Q7lmVuu6bWUJnFYG6p1lm4SOexs8m4eZJRDipzegORVZZOf2li7FsTfVNr9RtlPYWp6RI3_8nIkjrj6fPkFTsDGhM/s1600/logo+do+projeto+c%25C3%25B3pia.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="201" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtU7IEwq0PCBu331B5F1H4fpKrSmVMKa_oVETN8atXYXH47ENWr7Q7lmVuu6bWUJnFYG6p1lm4SOexs8m4eZJRDipzegORVZZOf2li7FsTfVNr9RtlPYWp6RI3_8nIkjrj6fPkFTsDGhM/s400/logo+do+projeto+c%25C3%25B3pia.jpg" width="400" /></a> </div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: x-large;"><b>Atenção! </b></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;">Quer se tornar nosso patrocinador, divulgar sua marca no passeio ciclístico, e tê-la estampada nas camisetas do evento. Entre em contato comigo através das redes sociais. Grato pela atenção!</span></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3728947650042787169.post-67962847561200020382011-11-08T14:53:00.000-03:002011-11-08T14:54:36.359-03:00O evento mais esperado pelos monitores...<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAJDdnFGn73R-oS9aphC_I9ULux-wKlNgM9Yu5_BSD2Ho80OA9RHt2vGotK_aViCyyOuPsbNFsZUGb_BtrpvWJEwrAO7J9BgY-s36B5Lxf75VfxDZuIJJAcFYPQsP_8xplbjkRrrlLnlw/s1600/Banner.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAJDdnFGn73R-oS9aphC_I9ULux-wKlNgM9Yu5_BSD2Ho80OA9RHt2vGotK_aViCyyOuPsbNFsZUGb_BtrpvWJEwrAO7J9BgY-s36B5Lxf75VfxDZuIJJAcFYPQsP_8xplbjkRrrlLnlw/s320/Banner.png" width="224" /></a></div>Unknownnoreply@blogger.com1