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)
SERVIÇO PÚBLICO FEDERAL
UNIVERSIDADE FEDERAL DE PERNAMBUCO
Centro Acadêmico do Agreste
Programa de Pós-Graduação em Engenharia Civil e Ambiental - Curso de Mestrado
A seguir o calendário acadêmico para pós-graduação, incluindo datas específicas do PPGECAM.
Atualizado em 23/02/2024
1º Semestre de 2024 |
DATA | ATIVIDADES |
Até 28/02/2024 | Divulgação das disciplinas ofertadas em 2024.1 |
01 a 03/03/2024 | MATRÍCULA ON-LINE NO SIGAA |
04 a 08/03/2024 | Aulas disciplina obrigatória Metodologia Específica (Remota) |
11/03/2024 | Início das aulas demais disciplinas conforme horário de aulas |
01 a 27/03/2024 | Realização de exames de qualificação de todos discentes das turmas com entrada ago e set/2022 |
06/03/2024 | Data Magna – Revolução Pernambucana de 1817 – Feriado Estadual |
2ª semana março | Reunião de boas vindas novos discentes |
28/03/2024 | Quinta-feira Santa – Ponto Facultativo |
29/03/2024 | Paixão de Cristo – Feriado Nacional |
Até 15/04/2024 | Previsão lançamento edital seleção novos discentes 2024.2 |
01/05/2024 | Dia do Trabalho – Feriado Nacional |
Após a greve | Exame de proficiência em Inglês turmas que entraram em 2023.2 e 2024.1. |
18/05/2024 | Fundação da Cidade de Caruaru – Feriado Municipal em Caruaru |
30/05/2024 | Corpus Christi – Ponto Facultativo |
24/06/2024 | São João – Feriado Estadual |
29/06/2024 | São Pedro – Feriado Municipal em Caruaru |
30/06/2024 | Último dia de aulas do primeiro semestre de 2024. |
Até 21/07/2024 | Consolidação das turmas do SigaA. Docentes deverão lançar suas notas do 1º semestre de 2024, diretamente no sistema SigaA. |
2º Semestre de 2024 |
até 30/07/2024 | Divulgação das disciplinas ofertadas em 2024.1 |
30/07/2024 | Último dia para pedidos de prorrogação de prazo de dissertação, discentes com entrada em Agosto e setembro de 2022 |
Após 16 de agosto | MATRÍCULA ON-LINE NO SIGAA |
Após 16 de agosto | Início das aulas do segundo semestre de 2024. |
Após 16 de agosto | Reunião de boas vindas novos discentes |
02 a 30/09/2024 | Realização de exames de qualificação dos discentes das turmas com entrada em março e abril de 2023 |
Até 15/10/2024 | Previsão lançamento edital de seleção novos discentes 2025.1 |
28/10/2024 | Dia do Servidor Público Federal – Ponto Facultativo |
15/11/2024 | Dia da Proclamação da República - Feriado Nacional |
20/12/2024 | Último dia de aulas do segundo semestre de 2024. |
31/01/2025 | Último dia para pedidos de prorrogação de prazo de dissertação, discentes com entrada em março-abril/2023 |
Até 31/01/2025 | Consolidação das turmas do SigaA. Docentes deverão lançar suas notas do 2º semestre de 2024, diretamente no sistema SigaA. |
Feriados Municipais de Caruaru |
Feriados Estaduais |
Feriados e Pontos Facultativos Nacional |
Atividades de rotina no PPGECAM |
Atividades Específicas PPGECAM |
Maiores informações:
ppgecam.caa@gmail.com
(81) 2103-9198