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)
Kátia Felix da Silva
Ana Paula Furtado Soares Pontes
que apontam as Diretrizes Curriculares CNE/CP nº1, de 15 de maio de 2006, sob risco
de revogação42:
Art. 8º Nos termos do projeto pedagógico da instituição, a
integralização de estudos será efetivada por meio de:
I - disciplinas, seminários e atividades de natureza
predominantemente teórica que farão a introdução e o
aprofundamento de estudos, entre outros, sobre teorias
educacionais, situando processos de aprender e ensinar
historicamente e em diferentes realidades socioculturais e
institucionais que proporcionem fundamentos para a prática
pedagógica, a orientação e apoio a estudantes, gestão e avaliação de
projetos educacionais, de instituições e de políticas públicas de
Educação;
II - práticas de docência e gestão educacional que ensejem aos
licenciados a observação e acompanhamento, a participação no
planejamento, na execução e na avaliação de aprendizagens, do
ensino ou de projetos pedagógicos, tanto em escolas como em outros
ambientes educativos (BRASIL, 2006).
Nessa perspectiva, merece atenção ainda o fato de que as demais atribuições
relacionadas à ação de assessorar sob a responsabilidade exclusiva do pedagogo se
referem a âmbitos de atuação mais sistêmicas, envolvendo ações mais abrangentes:
"assessorar os processos de avaliação institucional, autoavaliação e de avaliação de
cursos referente à dimensão pedagógica" e "Organizar, orientar e assessorar o tripé
ensino, pesquisa e extensão", sendo essa última definida para o TAE da seguinte forma:
Assessorar nas atividades de ensino, pesquisa e extensão".
Diante tal distinção, é possível compreender que o pedagogo possui o papel
articulador das ações na perspectiva da indissociabilidade entre ensino, pesquisa e
extensão, em nível de política institucional, por isso sistêmica, em contraposição à
assessoria prestada pelo TAE, que tenderia a ser direcionada à atividade em si, seja ela
ensino, pesquisa ou extensão. Assim, ao que sinaliza o texto, TAE atuaria na ponta,
junto ou próximo ao professor-pesquisador.
42 Sem pretendermos aprofundar a discussão, dado o foco da nossa pesquisa, cabe ressaltar que o risco
de revogação da referida Resolução está relacionado à discutível e à controversa Resolução CNE/CP
nº2/2019, que instituiu a Base Nacional Comum para formação inicial de todos os professores de
educação básica e a Base Nacional Comum para a Formação Inicial de Professores da Educação Básica
(BNC-Formação). Em meio à resistência de entidades acadêmicas e universidades públicas brasileiras à
essa Resolução e à defesa da Resolução anterior - CNE/CP nº 2, de 1º de julho de 2015, o Conselho Pleno
do CNE, em outubro de 2022, expandiu o prazo limite de 3 (três) para 5 (cinco) anos para que as
Instituições de Educação Superior, que implementaram a Resolução de 2015, procedam as adequações
de seus currículos de licenciaturas às competências profissionais previstas na nova Resolução, o que gera
expectativas de ampliação do debate e novos embates.
Revista Aleph, Niterói, Julho, 2023, nº40, p. 106-127 ISSN 1807-6211 112