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)
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Salvador, v.5, n.1 p.261-284, jan/abr. 2020
IMPACTOS EDUCACIONAIS E SOCIOCULTURAIS NA EDUCAÇÃO BÁSICA: estudo de caso sobre a
implantação de uma Comissão Própria de Avaliação
A problematização da construção de indicadores e parâmetros permitiu respondermos ao
questionamento que norteou a construção desta pesquisa: quais indicadores alternativos de avaliação
e monitoramento da qualidade da educação emergem a partir da criação de uma CPA na escola?
Durante o processo de criação de dimensões, indicadores e parâmetros realizados pela CPA,
utilizamos o passo a passo do ciclo DIP (Figura 1). Isso permitiu aos membros da CPA elaborarem
as dimensões necessárias à autoavaliação da escola, a saber: 1) prática pedagógica e avaliação,
2) multiplicidade de experiência formativa, 3) interações, 4) acesso e permanência dos alunos na
escola, 5) promoção da saúde e integridade do ser, 6) gestão escolar democrática, 7) ambiente físico
escolar, 8) formação e condições de trabalho dos prossionais da escola, 9) ensino-aprendizagem e
10) ambiente educativo, as quais estão diretamente ligados ao IDEPE e, em certo ponto, contribuem
para a melhoria do resultado deste.
A exemplo, temos as dimensões 1, 5, 8 e 9, respectivamente: prática pedagógica e avalia-
ção impacta nos resultados da avaliação do SAEPE e, consequentemente, no resultado do IDEPE,
pois envolve planejamento, monitoramento e avaliação; abandono e permanência do estudante
na escola, essa dimensão traz indicadores essenciais à composição do IDEPE, uma vez que se
refere ao uxo escolar; formação e condições de trabalho prossionais da escola, trata da forma-
ção de professores e a suciência da equipe escolar, pontos cruciais para a denição do IDEPE e
ensino-aprendizagem que contribui signicativamente para a melhoria da prociência do SAEPE
e, consequentemente, do IDEPE.
Esses elementos nos permitem constatar que os quarenta indicadores alternativos de avalia-
ção e monitoramento da qualidade da educação, bem como dos seus respectivos parâmetros, que
emergiram a partir da criação de uma CPA na escola, foram oriundos da necessidade de um novo
olhar sob a qualidade da educação da escola, locus da pesquisa, enfatizando o caráter humano,
político, social da avaliação.
Uma vez criados os indicadores alternativos pela CPA, buscamos vericar as articulações
possíveis entre os resultados obtidos pelos indicadores do IDEPE e pelos indicadores próprios,
fomentados pela CPA, para acompanhamento do desempenho da escola, o que nos permitiu
constatar que, embora os indicadores alternativos, oriundos das discussões da CPA, não estejam
diretamente ligados ao IDEPE, em certo ponto, contribuem para a melhoria do resultado deste.