sagdiadema - Eventos sagdiadema https://site.unifesp.br/sagdiadema/index.php/eventos 2024-11-22T15:30:06+00:00 sagdiadema Joomla! - Open Source Content Management VAGA CLT - Química ou Farmácia 2024-10-07T18:54:13+00:00 2024-10-07T18:54:13+00:00 https://site.unifesp.br/sagdiadema/index.php/eventos/1053-vaga-clt-quimica-ou-farmacia Elias <div class="gmail_default">Segue oportunidade de vaga CLT.</div> <div class="gmail_default">&nbsp;</div> <div class="gmail_default">Atenciosamente,</div> <div class="gmail_signature" dir="ltr" data-smartmail="gmail_signature"> <div dir="ltr"> <div> <div dir="ltr"> <div>Setor de Estágio - UNIFESP Diadema</div> <div><a href="https://site.unifesp.br/sagdiadema/index.php/images/Consultor_de_vendas_-_Equipamentos_CLT.pdf">Farmacia</a></div> </div> </div> </div> </div> <div class="gmail_default">Segue oportunidade de vaga CLT.</div> <div class="gmail_default">&nbsp;</div> <div class="gmail_default">Atenciosamente,</div> <div class="gmail_signature" dir="ltr" data-smartmail="gmail_signature"> <div dir="ltr"> <div> <div dir="ltr"> <div>Setor de Estágio - UNIFESP Diadema</div> <div><a href="https://site.unifesp.br/sagdiadema/index.php/images/Consultor_de_vendas_-_Equipamentos_CLT.pdf">Farmacia</a></div> </div> </div> </div> </div> Encontre vagas de estágio pelo NUBE 2024-09-09T21:29:56+00:00 2024-09-09T21:29:56+00:00 https://site.unifesp.br/sagdiadema/index.php/eventos/1031-encontre-vagas-de-estagio-pelo-nube Elias <div class="gmail_default">Segue um cartaz anexo sobre a agência de integração Nube.</div> <div class="gmail_default">&nbsp;</div> <div class="gmail_default">Atenciosamente,</div> <div class="gmail_signature" dir="ltr" data-smartmail="gmail_signature"> <div dir="ltr"> <div> <div dir="ltr"> <div>Setor de Estágio - UNIFESP Diadema</div> </div> </div> </div> </div> <p><a href="https://site.unifesp.br/sagdiadema/index.php/images/Postagem_aplicativo-Nube.pdf">Nube</a></p> <div class="gmail_default">Segue um cartaz anexo sobre a agência de integração Nube.</div> <div class="gmail_default">&nbsp;</div> <div class="gmail_default">Atenciosamente,</div> <div class="gmail_signature" dir="ltr" data-smartmail="gmail_signature"> <div dir="ltr"> <div> <div dir="ltr"> <div>Setor de Estágio - UNIFESP Diadema</div> </div> </div> </div> </div> <p><a href="https://site.unifesp.br/sagdiadema/index.php/images/Postagem_aplicativo-Nube.pdf">Nube</a></p> Livro: ICP-MS Espectrometria de Massas com Plasma Indutivamente Acoplado 2023-04-27T19:38:32+00:00 2023-04-27T19:38:32+00:00 https://site.unifesp.br/sagdiadema/index.php/eventos/753-livro-icp-ms-espectrometria-de-massas-com-plasma-indutivamente-acoplado Elias <p><strong>Este livro tem como objetivo introduzir conceitos básicos da técnica de ICP-MS para estudantes de graduação. Portanto, gostaria de expressar minha gratidão aos seguintes discentes que participaram deste trabalho:&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAABzmC88BE8Zfmg6_uoNCnmnpttaGc4wLZFI" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAABzmC88BE8Zfmg6_uoNCnmnpttaGc4wLZFI&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw19Oy305RVvSUptqoZ6X8JS"><span style="text-decoration: underline;"><strong>Andrea Santana</strong></span></a><strong>,&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAAEKnqDIB0OUNYTEWct1MYS7s0d2UOdvJ57s" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAAEKnqDIB0OUNYTEWct1MYS7s0d2UOdvJ57s&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw0j5oTf9pGZI8Am4oofrRnB"><span style="text-decoration: underline;"><strong>Alana Conceição</strong></span></a><strong>,&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAACV98cIBBVoUIeA51EBIJGgYmvoXIr0xCnI" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAACV98cIBBVoUIeA51EBIJGgYmvoXIr0xCnI&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw10ClNbA8UihHZxyxXRfJaM"><span style="text-decoration: underline;"><strong>Amanda Basilio Vieira</strong></span></a><strong>,&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAACCsCaUBsf-PuZx3Yvp0GCqSJ3puFMBcMHA" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAACCsCaUBsf-PuZx3Yvp0GCqSJ3puFMBcMHA&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw39YWlakh6na3eOEy5cCzNW"><span style="text-decoration: underline;"><strong>Cleusa Cavalcante</strong></span></a><strong>,&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAABpCLf4BNDLwkVvLRGWdCkK5p1fRlZMcbiU" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAABpCLf4BNDLwkVvLRGWdCkK5p1fRlZMcbiU&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw31Lh7eyDibY8KEmLe6_PQK"><span style="text-decoration: underline;"><strong>LUCIA FERNANDA SANTOS</strong></span></a><strong>,&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAACgo-bQBGTcT-YgudTtUe6YTgh5fMh45z9o" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAACgo-bQBGTcT-YgudTtUe6YTgh5fMh45z9o&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw1ZIJjW_V-w8A9Lu0-WwAar"><span style="text-decoration: underline;"><strong>Matheus de Lima Ribeiro Barros</strong></span></a><strong>,&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAAAfPPkQBzxBLd0X4k9FKJWO58knY7_8IAfY" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAAAfPPkQBzxBLd0X4k9FKJWO58knY7_8IAfY&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw2ww690uwd8aOTzB5CcBE0h"><span style="text-decoration: underline;"><strong>Riad Dantas</strong></span></a><strong>&nbsp;e&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAAAOTKasBWUSmukmqVIIYpVhTFh-yMivYVac" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAAAOTKasBWUSmukmqVIIYpVhTFh-yMivYVac&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw0uOa1xPcaHK7U9Cb15KaZS"><span style="text-decoration: underline;"><strong>Rodolfo Lorençatto</strong></span></a><strong>. Também contamos com a participação da Profa.&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAAA-nLioB0lYOl-CZXf7mcGA0FRj1UkTSGQY" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAAA-nLioB0lYOl-CZXf7mcGA0FRj1UkTSGQY&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw0vEy7SuGhxLJEU2jtrvafI"><span style="text-decoration: underline;"><strong>Geórgia Labuto</strong></span></a><strong>, docente do&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAACPtXxEBu-gITQXntBf7OA56z6LfsSyaXw0" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAACPtXxEBu-gITQXntBf7OA56z6LfsSyaXw0&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw00pO_j2KvwaZXumeu4bOQr"><span style="text-decoration: underline;"><strong>PPG-AAI - Análise Ambiental Integrada</strong></span></a></p> <p><img src="data:image/png;base64,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" alt="" /><br /><br /><strong><span style="text-decoration: underline;"><img class="an1" src="https://fonts.gstatic.com/s/e/notoemoji/15.0/1f5b1_fe0f/32.png" alt="????️" aria-label="????️" data-emoji="????️" /></span>O livro digital está disponível no link:&nbsp; </strong><a href="https://quipaeditora.com.br/espectrometria-plasma">https://quipaeditora.com.br/espectrometria-plasma</a></p> <p><strong>Este livro tem como objetivo introduzir conceitos básicos da técnica de ICP-MS para estudantes de graduação. Portanto, gostaria de expressar minha gratidão aos seguintes discentes que participaram deste trabalho:&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAABzmC88BE8Zfmg6_uoNCnmnpttaGc4wLZFI" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAABzmC88BE8Zfmg6_uoNCnmnpttaGc4wLZFI&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw19Oy305RVvSUptqoZ6X8JS"><span style="text-decoration: underline;"><strong>Andrea Santana</strong></span></a><strong>,&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAAEKnqDIB0OUNYTEWct1MYS7s0d2UOdvJ57s" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAAEKnqDIB0OUNYTEWct1MYS7s0d2UOdvJ57s&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw0j5oTf9pGZI8Am4oofrRnB"><span style="text-decoration: underline;"><strong>Alana Conceição</strong></span></a><strong>,&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAACV98cIBBVoUIeA51EBIJGgYmvoXIr0xCnI" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAACV98cIBBVoUIeA51EBIJGgYmvoXIr0xCnI&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw10ClNbA8UihHZxyxXRfJaM"><span style="text-decoration: underline;"><strong>Amanda Basilio Vieira</strong></span></a><strong>,&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAACCsCaUBsf-PuZx3Yvp0GCqSJ3puFMBcMHA" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAACCsCaUBsf-PuZx3Yvp0GCqSJ3puFMBcMHA&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw39YWlakh6na3eOEy5cCzNW"><span style="text-decoration: underline;"><strong>Cleusa Cavalcante</strong></span></a><strong>,&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAABpCLf4BNDLwkVvLRGWdCkK5p1fRlZMcbiU" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAABpCLf4BNDLwkVvLRGWdCkK5p1fRlZMcbiU&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw31Lh7eyDibY8KEmLe6_PQK"><span style="text-decoration: underline;"><strong>LUCIA FERNANDA SANTOS</strong></span></a><strong>,&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAACgo-bQBGTcT-YgudTtUe6YTgh5fMh45z9o" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAACgo-bQBGTcT-YgudTtUe6YTgh5fMh45z9o&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw1ZIJjW_V-w8A9Lu0-WwAar"><span style="text-decoration: underline;"><strong>Matheus de Lima Ribeiro Barros</strong></span></a><strong>,&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAAAfPPkQBzxBLd0X4k9FKJWO58knY7_8IAfY" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAAAfPPkQBzxBLd0X4k9FKJWO58knY7_8IAfY&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw2ww690uwd8aOTzB5CcBE0h"><span style="text-decoration: underline;"><strong>Riad Dantas</strong></span></a><strong>&nbsp;e&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAAAOTKasBWUSmukmqVIIYpVhTFh-yMivYVac" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAAAOTKasBWUSmukmqVIIYpVhTFh-yMivYVac&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw0uOa1xPcaHK7U9Cb15KaZS"><span style="text-decoration: underline;"><strong>Rodolfo Lorençatto</strong></span></a><strong>. Também contamos com a participação da Profa.&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAAA-nLioB0lYOl-CZXf7mcGA0FRj1UkTSGQY" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAAA-nLioB0lYOl-CZXf7mcGA0FRj1UkTSGQY&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw0vEy7SuGhxLJEU2jtrvafI"><span style="text-decoration: underline;"><strong>Geórgia Labuto</strong></span></a><strong>, docente do&nbsp;</strong><a href="https://www.linkedin.com/in/ACoAACPtXxEBu-gITQXntBf7OA56z6LfsSyaXw0" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://www.linkedin.com/in/ACoAACPtXxEBu-gITQXntBf7OA56z6LfsSyaXw0&amp;source=gmail&amp;ust=1682709138973000&amp;usg=AOvVaw00pO_j2KvwaZXumeu4bOQr"><span style="text-decoration: underline;"><strong>PPG-AAI - Análise Ambiental Integrada</strong></span></a></p> <p><img src="data:image/png;base64,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" alt="" /><br /><br /><strong><span style="text-decoration: underline;"><img class="an1" src="https://fonts.gstatic.com/s/e/notoemoji/15.0/1f5b1_fe0f/32.png" alt="????️" aria-label="????️" data-emoji="????️" /></span>O livro digital está disponível no link:&nbsp; </strong><a href="https://quipaeditora.com.br/espectrometria-plasma">https://quipaeditora.com.br/espectrometria-plasma</a></p> ATENÇÃO : ALUNOS INGRESSANTES 2023 2023-03-17T19:29:26+00:00 2023-03-17T19:29:26+00:00 https://site.unifesp.br/sagdiadema/index.php/eventos/736-ingresso-2023 Elias <p>Prezada(o) ingressante,&nbsp;</p> <p>Seja&nbsp;bem-vinda(o)&nbsp;à Unifesp Diadema!&nbsp;</p> <p>É natural que você esteja com diversas dúvidas a respeito do início das aulas (as quais se iniciarão, para os&nbsp;calouros, no dia&nbsp;20/03/2023, conforme disposto no&nbsp;<strong><a href="https://site.unifesp.br/sagdiadema/index.php/index.php/calendarios/calendarios-2020" data-saferedirecturl="https://www.google.com/url?q=https://sagdiadema.sites.unifesp.br/index.php/calendarios/calendarios-2020&amp;source=gmail&amp;ust=1679165187690000&amp;usg=AOvVaw0NDaOJ_WG2sjY-FeBDAWcW">calendário acadêmico</a></strong>), como: de como se cadastrar na intranet, de como obter atestado de matrícula, de como obter aproveitamento de estudos, entre outras informações.</p> <p>Por isso, é extremamente importante que você leia as&nbsp;orientações&nbsp;disponíveis na&nbsp;<strong><a href="https://site.unifesp.br/sagdiadema/index.php/index.php/calouros" data-saferedirecturl="https://www.google.com/url?q=https://sagdiadema.sites.unifesp.br/index.php/calouros&amp;source=gmail&amp;ust=1679165187690000&amp;usg=AOvVaw0-k4iUddTxaU439_EAihoL">página de&nbsp;calouros&nbsp;de nosso site</a></strong>. Essa página contém informações e links importantes que você precisará acessar inicialmente.</p> <p>Para saber os&nbsp;<strong>horários e locais onde ocorrerão as suas aulas</strong>, acesse a grade horária de seu curso, disponível&nbsp;<strong><a href="https://site.unifesp.br/sagdiadema/index.php/index.php/ensino/unidades-curriculares-ucs/grades-horarias-dos-cursos" data-saferedirecturl="https://www.google.com/url?q=https://sagdiadema.sites.unifesp.br/index.php/ensino/unidades-curriculares-ucs/grades-horarias-dos-cursos&amp;source=gmail&amp;ust=1679165187690000&amp;usg=AOvVaw3hTd8_iadpQb7G-nbnJ4xq">nesta página</a>&nbsp;(<a href="https://site.unifesp.br/sagdiadema/index.php/index.php/ensino/unidades-curriculares-ucs/grades-horarias-dos-cursos" data-saferedirecturl="https://www.google.com/url?q=https://sagdiadema.sites.unifesp.br/index.php/ensino/unidades-curriculares-ucs/grades-horarias-dos-cursos&amp;source=gmail&amp;ust=1679165187690000&amp;usg=AOvVaw3hTd8_iadpQb7G-nbnJ4xq">https://sagdiadema.sites.unifesp.br/index.php/ensino/unidades-curriculares-ucs/grades-horarias-dos-cursos</a>)</strong>.</p> <p>Para ter acesso a outras informações e comunicados importantes, acesse o site da&nbsp;<strong><a href="https://sagdiadema.sites.unifesp.br/" data-saferedirecturl="https://www.google.com/url?q=https://sagdiadema.sites.unifesp.br/&amp;source=gmail&amp;ust=1679165187690000&amp;usg=AOvVaw1HCfsMpwwFT1QkhyeTgFux">Secretaria Acadêmica de Graduação do campus</a></strong>&nbsp;(<a href="https://sagdiadema.sites.unifesp.br/" data-saferedirecturl="https://www.google.com/url?q=https://sagdiadema.sites.unifesp.br/&amp;source=gmail&amp;ust=1679165187690000&amp;usg=AOvVaw1HCfsMpwwFT1QkhyeTgFux">https://sagdiadema.sites.unifesp.br/</a>).</p> <p>Demais informações acesse&nbsp;<a href="https://site.unifesp.br/sagdiadema/index.php/index.php/calouros" data-saferedirecturl="https://www.google.com/url?q=https://sagdiadema.sites.unifesp.br/index.php/calouros&amp;source=gmail&amp;ust=1679165187690000&amp;usg=AOvVaw0-k4iUddTxaU439_EAihoL">https://sagdiadema.sites.unifesp.br/index.php/calouros</a></p> <p>Nossos endereços:</p> <p>Prédio de Acesso&nbsp; &nbsp;&nbsp;- Avenida Conceição, 515 – Centro – Diadema</p> <p>Complexo Didático &nbsp;- Avenida Conceição, 545 – Centro - Diadema&nbsp;</p> <p>Atenciosamente,</p> <p>Secretaria Acadêmica de Graduação - Campus Diadema</p> <p>Universidade Federal de São Paulo</p> <p>Prezada(o) ingressante,&nbsp;</p> <p>Seja&nbsp;bem-vinda(o)&nbsp;à Unifesp Diadema!&nbsp;</p> <p>É natural que você esteja com diversas dúvidas a respeito do início das aulas (as quais se iniciarão, para os&nbsp;calouros, no dia&nbsp;20/03/2023, conforme disposto no&nbsp;<strong><a href="https://site.unifesp.br/sagdiadema/index.php/index.php/calendarios/calendarios-2020" data-saferedirecturl="https://www.google.com/url?q=https://sagdiadema.sites.unifesp.br/index.php/calendarios/calendarios-2020&amp;source=gmail&amp;ust=1679165187690000&amp;usg=AOvVaw0NDaOJ_WG2sjY-FeBDAWcW">calendário acadêmico</a></strong>), como: de como se cadastrar na intranet, de como obter atestado de matrícula, de como obter aproveitamento de estudos, entre outras informações.</p> <p>Por isso, é extremamente importante que você leia as&nbsp;orientações&nbsp;disponíveis na&nbsp;<strong><a href="https://site.unifesp.br/sagdiadema/index.php/index.php/calouros" data-saferedirecturl="https://www.google.com/url?q=https://sagdiadema.sites.unifesp.br/index.php/calouros&amp;source=gmail&amp;ust=1679165187690000&amp;usg=AOvVaw0-k4iUddTxaU439_EAihoL">página de&nbsp;calouros&nbsp;de nosso site</a></strong>. Essa página contém informações e links importantes que você precisará acessar inicialmente.</p> <p>Para saber os&nbsp;<strong>horários e locais onde ocorrerão as suas aulas</strong>, acesse a grade horária de seu curso, disponível&nbsp;<strong><a href="https://site.unifesp.br/sagdiadema/index.php/index.php/ensino/unidades-curriculares-ucs/grades-horarias-dos-cursos" data-saferedirecturl="https://www.google.com/url?q=https://sagdiadema.sites.unifesp.br/index.php/ensino/unidades-curriculares-ucs/grades-horarias-dos-cursos&amp;source=gmail&amp;ust=1679165187690000&amp;usg=AOvVaw3hTd8_iadpQb7G-nbnJ4xq">nesta página</a>&nbsp;(<a href="https://site.unifesp.br/sagdiadema/index.php/index.php/ensino/unidades-curriculares-ucs/grades-horarias-dos-cursos" data-saferedirecturl="https://www.google.com/url?q=https://sagdiadema.sites.unifesp.br/index.php/ensino/unidades-curriculares-ucs/grades-horarias-dos-cursos&amp;source=gmail&amp;ust=1679165187690000&amp;usg=AOvVaw3hTd8_iadpQb7G-nbnJ4xq">https://sagdiadema.sites.unifesp.br/index.php/ensino/unidades-curriculares-ucs/grades-horarias-dos-cursos</a>)</strong>.</p> <p>Para ter acesso a outras informações e comunicados importantes, acesse o site da&nbsp;<strong><a href="https://sagdiadema.sites.unifesp.br/" data-saferedirecturl="https://www.google.com/url?q=https://sagdiadema.sites.unifesp.br/&amp;source=gmail&amp;ust=1679165187690000&amp;usg=AOvVaw1HCfsMpwwFT1QkhyeTgFux">Secretaria Acadêmica de Graduação do campus</a></strong>&nbsp;(<a href="https://sagdiadema.sites.unifesp.br/" data-saferedirecturl="https://www.google.com/url?q=https://sagdiadema.sites.unifesp.br/&amp;source=gmail&amp;ust=1679165187690000&amp;usg=AOvVaw1HCfsMpwwFT1QkhyeTgFux">https://sagdiadema.sites.unifesp.br/</a>).</p> <p>Demais informações acesse&nbsp;<a href="https://site.unifesp.br/sagdiadema/index.php/index.php/calouros" data-saferedirecturl="https://www.google.com/url?q=https://sagdiadema.sites.unifesp.br/index.php/calouros&amp;source=gmail&amp;ust=1679165187690000&amp;usg=AOvVaw0-k4iUddTxaU439_EAihoL">https://sagdiadema.sites.unifesp.br/index.php/calouros</a></p> <p>Nossos endereços:</p> <p>Prédio de Acesso&nbsp; &nbsp;&nbsp;- Avenida Conceição, 515 – Centro – Diadema</p> <p>Complexo Didático &nbsp;- Avenida Conceição, 545 – Centro - Diadema&nbsp;</p> <p>Atenciosamente,</p> <p>Secretaria Acadêmica de Graduação - Campus Diadema</p> <p>Universidade Federal de São Paulo</p> Minicurso em Regulamentação e Segurança de Produtos Químico 2022-09-21T12:50:13+00:00 2022-09-21T12:50:13+00:00 https://site.unifesp.br/sagdiadema/index.php/eventos/646-minicurso-em-regulamentacao-e-seguranca-de-produtos-quimico Daniel <p><img alt="d.tada.jpg" src="https://site.unifesp.br/sagdiadema/index.php/images/Secretaria/OUTROS/Divulga%C3%A7%C3%A3o/2022/d.tada.jpg" /></p> <p><img alt="d.tada.jpg" src="https://site.unifesp.br/sagdiadema/index.php/images/Secretaria/OUTROS/Divulga%C3%A7%C3%A3o/2022/d.tada.jpg" /></p> Sisu 2022 - Campus Diadema 2022-02-03T19:02:22+00:00 2022-02-03T19:02:22+00:00 https://site.unifesp.br/sagdiadema/index.php/eventos/561-sisu-2022-campus-diadema Daniel <p><img alt="vest.jpg" src="https://site.unifesp.br/sagdiadema/index.php/images/Secretaria/OUTROS/vest.jpg" /><img alt="" src="https://scontent.fcgh35-1.fna.fbcdn.net/v/t39.30808-6/273322453_6950810214993514_7314707578495117843_n.jpg?_nc_cat=110&amp;ccb=1-5&amp;_nc_sid=730e14&amp;_nc_eui2=AeHHuGjhP0_8Qdxh11jOKCNSaceC16aNdhhpx4LXpo12GMx_bmIYOkx8rsCj69yqjiA&amp;_nc_ohc=U9BJOmJYWBIAX8bG30G&amp;_nc_ht=scontent.fcgh35-1.fna&amp;oh=00_AT8lyHfjFdSn0a-lVIPI6kOme5vC9AfwY8smH5SSWJ3pyg&amp;oe=6200979D" /></p> <p><img alt="vest.jpg" src="https://site.unifesp.br/sagdiadema/index.php/images/Secretaria/OUTROS/vest.jpg" /><img alt="" src="https://scontent.fcgh35-1.fna.fbcdn.net/v/t39.30808-6/273322453_6950810214993514_7314707578495117843_n.jpg?_nc_cat=110&amp;ccb=1-5&amp;_nc_sid=730e14&amp;_nc_eui2=AeHHuGjhP0_8Qdxh11jOKCNSaceC16aNdhhpx4LXpo12GMx_bmIYOkx8rsCj69yqjiA&amp;_nc_ohc=U9BJOmJYWBIAX8bG30G&amp;_nc_ht=scontent.fcgh35-1.fna&amp;oh=00_AT8lyHfjFdSn0a-lVIPI6kOme5vC9AfwY8smH5SSWJ3pyg&amp;oe=6200979D" /></p> Colação de Grau 2º semestre letivo de 2020 2021-02-19T10:28:13+00:00 2021-02-19T10:28:13+00:00 https://site.unifesp.br/sagdiadema/index.php/eventos/435-colacao-de-grau-2-semestre-letivo-de-2020 Liliane <p>Em breve, publicaremos&nbsp;orientações.</p> <p>Término do 2º semestre de 2020: 02/03/2021</p> <p>Em breve, publicaremos&nbsp;orientações.</p> <p>Término do 2º semestre de 2020: 02/03/2021</p> Colação de Grau - 1º Semestre/2017 - C.Bio, EQ e Químicas 2017-08-14T16:08:16+00:00 2017-08-14T16:08:16+00:00 https://site.unifesp.br/sagdiadema/index.php/eventos/109-colacao-de-grau-1-semestre-2017-c-bio-eq-e-quimicas Daniel <p><img alt="Slide1.JPG" src="https://site.unifesp.br/sagdiadema/index.php/images/Secretaria/DAE/Cola%C3%A7%C3%A3o%20de%20Grau/Slide1.JPG" /></p> <p><img alt="Slide1.JPG" src="https://site.unifesp.br/sagdiadema/index.php/images/Secretaria/DAE/Cola%C3%A7%C3%A3o%20de%20Grau/Slide1.JPG" /></p> Colação de Grau – 2º semestre de 2016 2017-03-07T12:10:17+00:00 2017-03-07T12:10:17+00:00 https://site.unifesp.br/sagdiadema/index.php/eventos/60-colacao-de-grau-2-semestre-de-2016 Daniel <p style="text-align: justify;">Prezados, informamos que no dia 10/03 ocorrerá a Colação de Grau dos alunos formandos de 2016 – 2º Semestre. Serão dois eventos, a primeira cerimônia será às 9h30min, para os alunos dos cursos de Ciências Ambientais, Ciências Biológicas e Farmácia. A segunda será às 14h30min, para os formandos de Ciências – Licenciatura, Engenharia Química, Química e Química Industrial. Ambas as cerimônias acontecerão no Teatro Clara Nunes, situado na Rua Graciosa, 300 - Centro - Diadema – SP.</p> <p style="text-align: justify;">&nbsp;</p> <p><img alt="Convite Colação 1.jpg" src="https://site.unifesp.br/sagdiadema/index.php/images/Secretaria/OUTROS/Comunicados/Convite%20Cola%C3%A7%C3%A3o%201.jpg" /></p> <p><img alt="Convite Colação 2.jpg" src="https://site.unifesp.br/sagdiadema/index.php/images/Secretaria/OUTROS/Comunicados/Convite%20Cola%C3%A7%C3%A3o%202.jpg" /></p> <p style="text-align: justify;">Prezados, informamos que no dia 10/03 ocorrerá a Colação de Grau dos alunos formandos de 2016 – 2º Semestre. Serão dois eventos, a primeira cerimônia será às 9h30min, para os alunos dos cursos de Ciências Ambientais, Ciências Biológicas e Farmácia. A segunda será às 14h30min, para os formandos de Ciências – Licenciatura, Engenharia Química, Química e Química Industrial. Ambas as cerimônias acontecerão no Teatro Clara Nunes, situado na Rua Graciosa, 300 - Centro - Diadema – SP.</p> <p style="text-align: justify;">&nbsp;</p> <p><img alt="Convite Colação 1.jpg" src="https://site.unifesp.br/sagdiadema/index.php/images/Secretaria/OUTROS/Comunicados/Convite%20Cola%C3%A7%C3%A3o%201.jpg" /></p> <p><img alt="Convite Colação 2.jpg" src="https://site.unifesp.br/sagdiadema/index.php/images/Secretaria/OUTROS/Comunicados/Convite%20Cola%C3%A7%C3%A3o%202.jpg" /></p> Calendário Acadêmico 2016-12-07T12:22:25+00:00 2016-12-07T12:22:25+00:00 https://site.unifesp.br/sagdiadema/index.php/outros/calendario-academico Daniel <div> <p><img src="https://site.unifesp.br/sagdiadema/index.php/images/Secretaria/OUTROS/Util/Img/Calend%C3%A1rio%20Acad%C3%AAmico.jpg" alt="Calendário Acadêmico.jpg" /></p> </div> <div><span>O Conselho de Graduação (CG) aprova todo ano o Calendário Acadêmico da Graduação e suas eventuais alterações.&nbsp;O ano letivo tem a duração mínima definida em lei, de 200 (duzentos) dias, incluindo os sábados quando necessário.</span></div> <div>&nbsp;</div> <div><span>Após a fixação do Calendário Acadêmico da Graduação, as Câmaras de Graduação de cada campus devem definir o Calendário de suas atividades acadêmicas, contemplando suas especificidades.</span></div> <div>&nbsp;</div> <ul style="list-style-type: disc;"> <li><a href="https://site.unifesp.br/sagdiadema/index.php/#calendario2024">Calendário Acadêmico - 2024</a></li> </ul> <h1><a id="calendario2024"></a>Calendário Acadêmico - 2024</h1> <p><a href="https://www.unifesp.br/reitoria/prograd/pro-reitoria-de-graduacao/informacoes-institucionais/calendario-academico" target="_blank" rel="noopener">Calendário Acadêmico 2024 da ProGrad</a> (Cursos Semestrais)</p> <table border="1" style="width: 674px; border: 2px solid #000000;" cellspacing="0" cellpadding="0"> <tbody> <tr style="text-align: center;"> <td colspan="2" style="width: 358px; height: 21px; text-align: center;">&nbsp;<strong>2024</strong></td> <td style="width: 158px; text-align: center;"><strong>1° Semestre</strong></td> <td style="width: 158px; text-align: center;"><strong>2º Semestre</strong></td> </tr> <tr style="text-align: center;"> <td rowspan="5" style="width: 156px; height: 105px; text-align: center;"><strong>Importantes datas do Semestre</strong></td> <td style="text-align: center;">Início do Semestre</td> <td style="text-align: center;">04/03</td> <td style="text-align: center;"><span style="color: #ff0000;">30/09</span></td> </tr> <tr style="text-align: center;"> <td style="text-align: center; height: 21px;">Término do Semestre</td> <td style="text-align: center;">14/09</td> <td style="text-align: center;"><span style="color: #000000;">22/02/25</span></td> </tr> <tr style="text-align: center;"> <td style="text-align: center; height: 21px;">Exame</td> <td style="text-align: center;">16 a 21/09</td> <td style="text-align: center;"><span style="color: #000000;">24/02/25 a 01/03/25</span>&nbsp;</td> </tr> <tr style="text-align: center;"> <td style="text-align: center; height: 21px;">Pasta Verde</td> <td style="text-align: center;">22/09&nbsp;</td> <td style="text-align: center;"><span style="color: #ff0000;">&nbsp;<span style="color: #000000;">01/03/25</span></span></td> </tr> <tr style="text-align: center;"> <td style="text-align: center; height: 21px;">Aproveitamento de Estudos</td> <td style="text-align: center;">04/03 a<span style="color: #000000;"> 10/08</span></td> <td style="text-align: center;"><span style="color: #ff0000;"><span style="color: #000000;">07/10 a 14/11</span>&nbsp;</span></td> </tr> <tr> <td rowspan="5" style="height: 105px; text-align: center;"><strong>Rematrícula</strong></td> <td style="text-align: center;">1° Período</td> <td style="text-align: center;">&nbsp;02 a 05/02</td> <td style="text-align: center;"><span style="color: #ff0000;">26/09&nbsp; a 29/09</span></td> </tr> <tr> <td style="text-align: center; height: 21px;">2° Período</td> <td style="text-align: center;">15 a 16/02</td> <td style="text-align: center;"><span style="color: #000000;">02/10&nbsp; a 03/10</span></td> </tr> <tr> <td style="text-align: center; height: 21px;">3° Período</td> <td style="text-align: center;">22 a 23/02</td> <td style="text-align: center;"><span style="color: #ff0000;">-</span></td> </tr> <tr> <td style="text-align: center; height: 21px;">Trancamento de Curso</td> <td style="text-align: center;">&nbsp; 02/02 a 13/04 e&nbsp; 01/07 a&nbsp;<span style="color: #000000;">10/08&nbsp;</span></td> <td style="text-align: center;"><span style="color: #ff0000;">(26/09 a 24/11)</span></td> </tr> <tr> <td style="text-align: center; height: 21px;">Exclusão de UC</td> <td style="text-align: center;">04/03 a 03/04 e <span style="color: #000000;">(01/07 a 10/08)</span></td> <td style="text-align: center;"><span style="color: #000000;">07/10 a 07/11&nbsp; </span></td> </tr> </tbody> </table> <h3>&nbsp;</h3> <h3 class="alert-info">1º Semestre - 2024</h3> <p><em><strong>(1)</strong></em> Início do Semestre letivo VETERANOS e CALOUROS de todos os cursos semestrais 04/03/2024<br /><br /></p> <div>Abril de 2024 -&nbsp;<b>Semana de Calouros</b>&nbsp;(&nbsp;com dispensa de aulas):<b>&nbsp;8, 9 e 10 de abril</b></div> <div>&nbsp;</div> <div>Abril de 2024 -&nbsp;<b>EQ Integra&nbsp;- 11 e 12 de abril,&nbsp;</b>apenas para o curso de Engenharia,&nbsp;<span style="color: #ff0000;">com dispensa de aulas para o curso de engenharia apenas.</span></div> <div><span style="color: #ff0000;"></span></div> <div>Maio de 2024 -&nbsp;<b>Congresso Acadêmico</b>&nbsp;- do dia 30/09 a 04/10&nbsp;<b>&nbsp;</b>(<span style="color: #ff0000;">com dispensa de aulas</span>)</div> <div>&nbsp;</div> <div>Junho de 2024 -&nbsp;<b>Semana de Ciências Ambientais</b>&nbsp;-&nbsp;<b>3 a 7 de junho&nbsp;</b>(<span style="color: #ff0000;">SEM dispensa de aulas</span>, as atividades irão acontecer nos intervalos). Só pedimos para não aplicarem atividade avaliativa nesses dias.</div> <p>&nbsp;</p> <p>&nbsp;</p> <h3 class="alert-info">&nbsp;2º Semestre - 2024</h3> <p><em><strong>(1)</strong></em>&nbsp;Início do Semestre letivo VETERANOS e CALOUROS de todos os cursos semestrais 30/09/2024</p> <p><strong>SCUDD</strong>: &nbsp;A definir (considerar dias letivos -&nbsp; há dispensa de aulas nos três turnos)&nbsp;</p> <p><strong>Copa Tigre</strong>:&nbsp; <span style="color: #ff0000;">de 24 a 26 de Outubro</span> (considerar dias letivos -&nbsp; há dispensa de aulas nos três turnos)&nbsp;</p> <p><br /><br /><b>X Simpósio de Química da Unifesp&nbsp; </b>A definir</p> <p><br /><strong>Semana da Consciência Negra</strong></p> <p>Período: <span style="color: #ff0000;">16/11/24 a&nbsp; 22/11/24</span><br />Semana de eventos de celebração do dia da Consciência Negra. Consulte programação em <a href="https://consciencianegra.unifesp.br/.">https://consciencianegra.unifesp.br/.</a></p> <p>Para participar do chamamento público de atividades, preencha o<a href="https://forms.gle/BVMBhwdZxA2eotid6" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://forms.gle/BVMBhwdZxA2eotid6&amp;source=gmail&amp;ust=1728135821166000&amp;usg=AOvVaw3RbJIxTjZFF9SBn8ORDu1o">&nbsp;formulário</a>.</p> <p><strong>TRANSFERÊNCIAS</strong></p> <p>Manuais e Editais&nbsp; clique aqui&nbsp;<a href="https://ingresso.unifesp.br/noticias/transferencias/transferencia-de-turno-2-semestre-de-2024">https://ingresso.unifesp.br/noticias/transferencias/transferencia-de-turno-2-semestre-de-2024</a></p> <p>&nbsp;</p> <div> <p><img src="https://site.unifesp.br/sagdiadema/index.php/images/Secretaria/OUTROS/Util/Img/Calend%C3%A1rio%20Acad%C3%AAmico.jpg" alt="Calendário Acadêmico.jpg" /></p> </div> <div><span>O Conselho de Graduação (CG) aprova todo ano o Calendário Acadêmico da Graduação e suas eventuais alterações.&nbsp;O ano letivo tem a duração mínima definida em lei, de 200 (duzentos) dias, incluindo os sábados quando necessário.</span></div> <div>&nbsp;</div> <div><span>Após a fixação do Calendário Acadêmico da Graduação, as Câmaras de Graduação de cada campus devem definir o Calendário de suas atividades acadêmicas, contemplando suas especificidades.</span></div> <div>&nbsp;</div> <ul style="list-style-type: disc;"> <li><a href="https://site.unifesp.br/sagdiadema/index.php/#calendario2024">Calendário Acadêmico - 2024</a></li> </ul> <h1><a id="calendario2024"></a>Calendário Acadêmico - 2024</h1> <p><a href="https://www.unifesp.br/reitoria/prograd/pro-reitoria-de-graduacao/informacoes-institucionais/calendario-academico" target="_blank" rel="noopener">Calendário Acadêmico 2024 da ProGrad</a> (Cursos Semestrais)</p> <table border="1" style="width: 674px; border: 2px solid #000000;" cellspacing="0" cellpadding="0"> <tbody> <tr style="text-align: center;"> <td colspan="2" style="width: 358px; height: 21px; text-align: center;">&nbsp;<strong>2024</strong></td> <td style="width: 158px; text-align: center;"><strong>1° Semestre</strong></td> <td style="width: 158px; text-align: center;"><strong>2º Semestre</strong></td> </tr> <tr style="text-align: center;"> <td rowspan="5" style="width: 156px; height: 105px; text-align: center;"><strong>Importantes datas do Semestre</strong></td> <td style="text-align: center;">Início do Semestre</td> <td style="text-align: center;">04/03</td> <td style="text-align: center;"><span style="color: #ff0000;">30/09</span></td> </tr> <tr style="text-align: center;"> <td style="text-align: center; height: 21px;">Término do Semestre</td> <td style="text-align: center;">14/09</td> <td style="text-align: center;"><span style="color: #000000;">22/02/25</span></td> </tr> <tr style="text-align: center;"> <td style="text-align: center; height: 21px;">Exame</td> <td style="text-align: center;">16 a 21/09</td> <td style="text-align: center;"><span style="color: #000000;">24/02/25 a 01/03/25</span>&nbsp;</td> </tr> <tr style="text-align: center;"> <td style="text-align: center; height: 21px;">Pasta Verde</td> <td style="text-align: center;">22/09&nbsp;</td> <td style="text-align: center;"><span style="color: #ff0000;">&nbsp;<span style="color: #000000;">01/03/25</span></span></td> </tr> <tr style="text-align: center;"> <td style="text-align: center; height: 21px;">Aproveitamento de Estudos</td> <td style="text-align: center;">04/03 a<span style="color: #000000;"> 10/08</span></td> <td style="text-align: center;"><span style="color: #ff0000;"><span style="color: #000000;">07/10 a 14/11</span>&nbsp;</span></td> </tr> <tr> <td rowspan="5" style="height: 105px; text-align: center;"><strong>Rematrícula</strong></td> <td style="text-align: center;">1° Período</td> <td style="text-align: center;">&nbsp;02 a 05/02</td> <td style="text-align: center;"><span style="color: #ff0000;">26/09&nbsp; a 29/09</span></td> </tr> <tr> <td style="text-align: center; height: 21px;">2° Período</td> <td style="text-align: center;">15 a 16/02</td> <td style="text-align: center;"><span style="color: #000000;">02/10&nbsp; a 03/10</span></td> </tr> <tr> <td style="text-align: center; height: 21px;">3° Período</td> <td style="text-align: center;">22 a 23/02</td> <td style="text-align: center;"><span style="color: #ff0000;">-</span></td> </tr> <tr> <td style="text-align: center; height: 21px;">Trancamento de Curso</td> <td style="text-align: center;">&nbsp; 02/02 a 13/04 e&nbsp; 01/07 a&nbsp;<span style="color: #000000;">10/08&nbsp;</span></td> <td style="text-align: center;"><span style="color: #ff0000;">(26/09 a 24/11)</span></td> </tr> <tr> <td style="text-align: center; height: 21px;">Exclusão de UC</td> <td style="text-align: center;">04/03 a 03/04 e <span style="color: #000000;">(01/07 a 10/08)</span></td> <td style="text-align: center;"><span style="color: #000000;">07/10 a 07/11&nbsp; </span></td> </tr> </tbody> </table> <h3>&nbsp;</h3> <h3 class="alert-info">1º Semestre - 2024</h3> <p><em><strong>(1)</strong></em> Início do Semestre letivo VETERANOS e CALOUROS de todos os cursos semestrais 04/03/2024<br /><br /></p> <div>Abril de 2024 -&nbsp;<b>Semana de Calouros</b>&nbsp;(&nbsp;com dispensa de aulas):<b>&nbsp;8, 9 e 10 de abril</b></div> <div>&nbsp;</div> <div>Abril de 2024 -&nbsp;<b>EQ Integra&nbsp;- 11 e 12 de abril,&nbsp;</b>apenas para o curso de Engenharia,&nbsp;<span style="color: #ff0000;">com dispensa de aulas para o curso de engenharia apenas.</span></div> <div><span style="color: #ff0000;"></span></div> <div>Maio de 2024 -&nbsp;<b>Congresso Acadêmico</b>&nbsp;- do dia 30/09 a 04/10&nbsp;<b>&nbsp;</b>(<span style="color: #ff0000;">com dispensa de aulas</span>)</div> <div>&nbsp;</div> <div>Junho de 2024 -&nbsp;<b>Semana de Ciências Ambientais</b>&nbsp;-&nbsp;<b>3 a 7 de junho&nbsp;</b>(<span style="color: #ff0000;">SEM dispensa de aulas</span>, as atividades irão acontecer nos intervalos). Só pedimos para não aplicarem atividade avaliativa nesses dias.</div> <p>&nbsp;</p> <p>&nbsp;</p> <h3 class="alert-info">&nbsp;2º Semestre - 2024</h3> <p><em><strong>(1)</strong></em>&nbsp;Início do Semestre letivo VETERANOS e CALOUROS de todos os cursos semestrais 30/09/2024</p> <p><strong>SCUDD</strong>: &nbsp;A definir (considerar dias letivos -&nbsp; há dispensa de aulas nos três turnos)&nbsp;</p> <p><strong>Copa Tigre</strong>:&nbsp; <span style="color: #ff0000;">de 24 a 26 de Outubro</span> (considerar dias letivos -&nbsp; há dispensa de aulas nos três turnos)&nbsp;</p> <p><br /><br /><b>X Simpósio de Química da Unifesp&nbsp; </b>A definir</p> <p><br /><strong>Semana da Consciência Negra</strong></p> <p>Período: <span style="color: #ff0000;">16/11/24 a&nbsp; 22/11/24</span><br />Semana de eventos de celebração do dia da Consciência Negra. Consulte programação em <a href="https://consciencianegra.unifesp.br/.">https://consciencianegra.unifesp.br/.</a></p> <p>Para participar do chamamento público de atividades, preencha o<a href="https://forms.gle/BVMBhwdZxA2eotid6" target="_blank" rel="noopener" data-saferedirecturl="https://www.google.com/url?q=https://forms.gle/BVMBhwdZxA2eotid6&amp;source=gmail&amp;ust=1728135821166000&amp;usg=AOvVaw3RbJIxTjZFF9SBn8ORDu1o">&nbsp;formulário</a>.</p> <p><strong>TRANSFERÊNCIAS</strong></p> <p>Manuais e Editais&nbsp; clique aqui&nbsp;<a href="https://ingresso.unifesp.br/noticias/transferencias/transferencia-de-turno-2-semestre-de-2024">https://ingresso.unifesp.br/noticias/transferencias/transferencia-de-turno-2-semestre-de-2024</a></p> <p>&nbsp;</p>