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entanto, analisar, na perspectiva freireana, o processo de reformulação curricular
instituído pela BNCC, nos exige este olhar crítico para tais objetos. Não se pode voltar
para esses documentos desconsiderando as relações de poder implícitas na sua
elaboração. Também não há como pressupor a existência de um documento que se
coloque de forma neutra, no caso da Base está implícita em suas orientações a
percepção da educação como um processo técnico e mecânico de transferir
conhecimentos. Tal percepção se distancia das considerações de Freire (2001) sobre a
prática educativa, em que, a natureza formadora da docência e seu caráter
permanente de fazer escolha enfatizam sua exigência ético-democrática de respeito ao
pensamento e à curiosidade do educando. Nesse sentido, cabe questionar inclusive a
necessidade de uma base para a Educação Infantil, visto que já temos diretrizes e
parâmetros que orientam a formulação das propostas curriculares.
De acordo com Silva, o currículo tem uma posição estratégica nas reformas
educacionais, pois
[...] é o espaço onde se concentram e se desdobram as lutas em torno
dos diferentes significados sobre o social e sobre o político. É por
meio do currículo, concebido como elemento discursivo da política
educacional, que os diferentes grupos sociais, especialmente os
dominantes, expressam sua visão de mundo, seu projeto social, sua
“verdade”. Mesmo que não tivessem nenhum outro efeito, nenhum
efeito no nível da escola e da sala de aula, as políticas curriculares,
como texto, como discurso são, no mínimo, um importante elemento
simbólico do projeto social dos grupos de poder (2001, p. 10-11).
Ao afirmar a educação como um ato político, não neutro, Freire (2001) atenta
que é preciso assumir a politicidade da educação, saber a favor de quem e contra
quem se pratica o ato educativo:
Do ponto de vista, porem, dos interesses dominantes, e fundamental
defender uma pratica educativa neutra, que se contente com o puro
ensino, se e que isto existe, ou com a pura transmissao asseptica de
conteudos, como se fosse possivel, por exemplo, falar da “inchacão”
dos centros urbanos brasileiros sem discutir a reforma agraria e a
oposicão a ela feita pelas forcas retrogradas do pais. Como se fosse
possivel ensinar nao importa o que, lavando as maos,
indiferentemente, diante do quadro de miseria e de aflicão a que se
acha submetida a maioria de nossa populacão (FREIRE, 2001, p. 49).
ISSN 1807-6211 [Fevereiro 2022] Nº 38
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