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Acad茅micos - Informa莽茫o
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Pode aceder a um breve tutorial <a class="linkPDF" href="/Ficheiros/Sites/53/Paginas/464/Gerar novas referências Multibanco.pdf" target="_blank">AQUI</a> </p> <p><strong>Valor limite para pagamentos em numerário presencialmente nos Serviços Académicos: </strong>60,00€ </p></div></div></section><section id="candidaturas_a_decorrer" class="default bloco bloco2 candidaturas_a_decorrer animated fadeInUp "><a name="candidaturas_a_decorrer"></a><div class="container inner candidaturas_a_decorrer"><div class="texto wide" style=""><h3 class="col-sm-12" style="text-align: center;">CANDIDATURAS A DECORRER</h3> <ul> <li><a href="/Sites/academicos/pt/Pagina/recrutamento" target="_blank"><strong>Recrutamento de Docentes</strong><strong> </strong></a> (Concursos e Consultas Públicas) - Diversos prazos</li> <li><strong>Reconhecimentos </strong><br /> <ul> <li><a href="/Sites/academicos/pt/Pagina/reconhecimentos#reconhecimentos_qe" target="_blank">Reconhecimentos de Graus e Diplomas Estrangeiros</a></li> </ul> </li> </ul></div></div></section><section id="candidaturas_resultado" class="default bloco bloco3 candidaturas_resultado animated fadeInUp "><a name="candidaturas_resultado"></a><div class="container inner candidaturas_resultado"><div class="texto wide" style=""><h3 class="col-sm-12" style="text-align: center;">RESULTADOS DE CANDIDATURA</h3> <p> </p> <ul> <li><strong>Concursos Especiais</strong> <ul> <li><a class="linkPDF" href="/Ficheiros/Sites/53/Paginas/378/2025_26/EDITAL/EDITAL_INTER_1F_2025_26_signed.pdf" target="_blank"><strong>Estudante Internacional | 1.ª Fase</strong></a> - <a class="linkExterno" href="https://registo.ubi.pt/Matricula/inquerito.aspx" target="_blank">matrícula de 19 a 28 de fevereiro</a> <code>novidade</code></li> </ul> </li> <li><strong>Outros Concursos</strong> <ul> <li><strong><a href="/Sites/Academicos/pt/Pagina/extensao_uc" target="_blank">Unidades Curriculares Isoladas | 2.º Semestre</a> </strong>- matrícula até 28 de fevereiro <code>novidade</code></li> </ul> </li> </ul> <p> </p></div></div></section><section id="info_diversos" class="default bloco bloco4 info_diversos animated fadeInUp "><a name="info_diversos"></a><div class="container inner info_diversos"><div class="texto wide" style=""><h3 class="col-sm-12" style="text-align: center;">INFORMAÇÕES DIVERSAS</h3> <p><strong>Prova Maiores de 23 anos</strong></p> <ul> <li><strong><a class="linkPDF" href="/Ficheiros/Sites/53/Paginas/401/2024_25/maiores_23.pdf" target="_blank">Lista candidatos inscritos</a></strong> <code>novidade</code></li> </ul></div></div></section><section id="agenda_inicio" class="default bloco bloco5 agenda_inicio animated fadeInUp "><a name="agenda_inicio"></a><div class="container inner agenda_inicio"><h1 class=""> </h1><div class="texto wide" style=""><div class="col-sm-6"> <h3>Calendário Escolar</h3> <ul> <li><strong><a class="linkPDF" href="/Ficheiros/Sites/53/Paginas/292/2024_25/Calendário escolar - horizontal FINAL.pdf" target="_blank">2024/25</a></strong><br /> <ul> <li><a href="/Ficheiros/Sites/53/Paginas/399/Despachos/2024/Despacho%202024RT120.pdf" target="_blank">Despacho n.º 2024/RT/120</a> - Adenda ao Calendário Escolar</li> <li><a href="/Ficheiros/Sites/53/Paginas/292/2024_25/4389-Despacho_2023-RT-153_CALENDARIO_2024-25.pdf" target="_blank">Despacho n.º 2023/RT/153</a> - Calendário Escolar</li> <li><a href="/Ficheiros/Sites/53/Paginas/292/2024_25/Calendário escolar - horizontal FINAL.pdf" target="_blank">Anexo I</a> - Calendário Horizontal</li> </ul> </li> <li><strong><a class="linkPDF" href="/Ficheiros/Sites/53/Paginas/399/Despachos/2025/Despacho%202025RT04_anexo_1.pdf" target="_blank">2025/26</a> </strong><code>novidade</code> <ul> <li><a href="/Ficheiros/Sites/53/Paginas/399/Despachos/2025/Despacho_2025_RT_04.pdf" target="_blank">Despacho n.º 2025/RT/04</a> - Calendário Escolar</li> <li><a href="/Ficheiros/Sites/53/Paginas/399/Despachos/2025/Despacho%202025RT04_anexo_1.pdf" target="_blank">Anexo I</a> - Calendário Horizontal</li> </ul> </li> </ul> <p> </p> </div> <div class="col-sm-6"> <h3>Legislação</h3> <ul> <li><a href="/Ficheiros/Sites/53/Paginas/288/Regulamento%20Académico%20da%20UBI.pdf" target="_blank">Regulamento Académico da UBI</a></li> <li><a href="https://dre.pt/application/file/a/129119612" target="_blank">Regulamento de Propinas da UBI</a></li> <li><a href="/Sites/academicos/pt/Pagina/legislacao#formatacao" target="_blank">Normas de Formatação Gráfica</a></li> </ul> </div></div></div></section><section id="menu"><a name="menu"></a><div class="menu-area animated fadeInUp"><div class="container inner animated menu"><div class="" style=""><div class="col-sm-4"> <h3>Novos Alunos</h3> <ul> <li><strong><a href="https://academicos.ubi.pt/online/novosalunos.aspx">Matrículas Novos Alunos</a></strong></li> </ul> </div> <div class="col-sm-4"> <h3>Candidaturas</h3> <ul> <li><a href="https://academicos.ubi.pt/online/login2c.aspx">2º Ciclo (grau mestre)</a></li> <li><a href="https://academicos.ubi.pt/online/login3c.aspx">3º Ciclo (grau doutor)</a></li> <li><a href="https://academicos.ubi.pt/online/loginZero.aspx">Ano Zero</a></li> <li><a href="https://academicos.ubi.pt/online/loginCNCG.aspx">Cursos não conferentes de grau</a></li> <li><a href="https://academicos.ubi.pt/online/loginEstInter.aspx">Estudante Internacional</a></li> <li><a href="https://candidaturas.ubi.pt/online/loginUCI.aspx" target="_blank">Unidades Curriculares Isoladas</a></li> </ul> </div> <div class="col-sm-4"> <h3>Concursos Especiais</h3> <ul> <li><a title="Mudança de Curso, Reingresso e Transferência" href="https://academicos.ubi.pt/online/loginMRT.aspx">Mudança de par Instituição/Curso, Reingresso</a></li> <li><a title="Concurso Especial de Acesso" href="https://academicos.ubi.pt/online/loginCEA.aspx">Concurso Especial de Acesso</a></li> <li><a title="Concurso Especial de Acesso – Área Adequada" href="https://academicos.ubi.pt/online/loginCEI.aspx">Concurso Especial de Acesso - 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Copy 1.pdf" target="_blank">Admissão a provas - 3.º ciclo de estudos [TUTORIAL]</a></li> <li><a href="http://www.ubi.pt/Ficheiros/Sites/53/Paginas/306/Repositorio_vCLfinal_ed.pdf" target="_blank">Declaração de condições de divulgação</a></li> <li><a href="/Ficheiros/Sites/53/Paginas/295/GAI011r9_admissão a provas.pdf" target="_blank">Impresso Admissão a Provas</a> (apenas para entrega de versão final após defesa)</li> <li><a href="/Sites/academicos/pt/Pagina/acesso#provas_agregacao">Provas de Agregação</a></li> </ul> </div> <div class="col-sm-4"> <h3>Outros</h3> <ul> <li><a href="http://www.ubi.pt/Sites/Academicos/pt/Pagina/legislacao#notas_informativas" target="_blank">Notas Informativas</a></li> <li><a href="http://www.ubi.pt/Sites/Academicos/pt/Pagina/faqs" target="_blank">FAQ - Perguntas Frequentes</a></li> <li><a href="https://moodle.ubi.pt/" target="_blank">Moodle</a></li> <li><a href="http://www.ubi.pt/" target="_blank">UBI</a></li> <li><a href="/Sites/academicos/pt/Pagina/recrutamento#concursos" target="_blank">Recrutamento de Docentes</a></li> <li><a href="/Sites/academicos/pt/Pagina/recrutamento#concursos" target="_blank">Audições Públicas - 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