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)
Instrumentos de avaliação de cursos: indícios que denem a qualidade de um curso de graduação na
perspectiva do SINAES
22
Salvador, v. 5, n. 1, p. 17-34, jan./abr. 2020
O art. 4º da Lei 10.861/2004 – Lei do SINAES dispõe que a avaliação dos cursos de gradu-
ação tem por objetivo “identicar as condições de ensino oferecidas aos estudantes, em especial as
relativas ao perl do corpo docente, as instalações físicas e a organização didático-pedagógica”. Em
seu Parágrafo 1º arma que “utilizará procedimentos e instrumentos diversicados, dentre os quais
obrigatoriamente as visitas por comissões de especialistas das respectivas áreas do conhecimento”.
Em consonância com o dispositivo legal, as Portarias MEC – 300, de 30 de janeiro, e 563,
de 21 de fevereiro de 2006, instituíram os Instrumentos de Avaliação Externa e o de Avaliação de
Cursos de Graduação do SINAES, respectivamente, que passariam a disciplinar a concretização
das ações propostas pela política de avaliação, conforme já expresso no documento “Sistema
Nacional de Avaliação da Educação Superior (SINAES): bases para uma nova proposta da educa-
ção superior”, e reproduzido como “Apresentação da 1ª. Edição,” na 4ª edição ampliada do livro
“SINAES: da concepção à regulamentação”:
Desse processo avaliativo, articulado com mecanismos regulatórios do Estado
decorrem ações de fomento e medidas de natureza corretiva e planos de
expansão qualicada que assegurem o desenvolvimento da Educação Superior
em patamares compatíveis com metas de curto e longo prazos, de acordo com
diagnósticos de necessidades nacionais e regionais, de avanço do conhecimento
e de atuação acadêmico prossional (BRASIL, 2007, p. 15).
Em sua decorrência foram identicados três documentos similares
3
editados em março, maio
e junho do mesmo ano com “Apresentação”
4
do, então, Ministro da Educação, Fernando Hadad,
que os denem enquanto instrumentos únicos a ser...,
(...), utilizado para o reconhecimento e renovação de reconhecimento dos
cursos de Bacharelado, Licenciatura e Tecnológicos, nas modalidades
presencial e a distância. Neste sentido, tem como características a abrangência
e a exibilização necessárias para assegurar avaliação dedigna destes cursos,
respeitando suas peculiaridades contempladas nas DCN de cada curso, a
diversidade regional e a identidade institucional.
5
No mesmo texto há a preocupação em conceituar os termos: categorias, grupo de indica-
dores, indicadores e critérios, com a nalidade de orientar os avaliadores e as próprias IES. Neste
3 Apenas a edição de maio apresenta um sistema de numeração de seus itens diferenciado dos demais.
4 Instrumento de Avaliação de Curso de Graduação, Brasília, DF, março de 2006, Apresentação.
5 Instrumento de Avaliação de Curso de Graduação, Brasília, DF, março de 2006, Apresentação.