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Cronograma da Conferência
Cronograma da Conferência
Conferência
Primeiro dia da Conferência |
julho 14, 2021
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Último dia da Conferência |
julho 15, 2021
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Página Web
Lançar/Tornar Pública (como conferência atual) |
janeiro 7, 2018
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Arquivar |
julho 16, 2021
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Submissões
Inscrição de autores aberta |
janeiro 1, 2018
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Inscrição de autores encerrada |
julho 7, 2018
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Chamada para submissões publicada |
janeiro 7, 2018
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Submissões abertas |
janeiro 7, 2018
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Submissões encerradas |
julho 13, 2018
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Avaliações
Inscrição de Avaliadores aberta |
janeiro 24, 2018
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Inscrição de Avaliadores encerrada |
junho 25, 2018
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Publicação na Portal
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março 5, 2017
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março 5, 2017
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março 5, 2017
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março 5, 2017
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março 5, 2017
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Realização:
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)
Apoio:
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)