![](data:image/png;base64,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)
11
Catarina de Almeida Santos, Danielle Xábregas Pamplona Nogueira e Marcello Ferreira
Salvador, v. 5, n. 1, p. 09-16, jan./abr. 2020
A gestão da escola
1
, como organização complexa (TRAGTENBERG, 2018), é um dos
mais estatutários dispositivos da garantia do acesso à educação. Segundo Paro (2008, p. 18), “a
administração é a utilização racional de recursos para [a] realização de ns determinados”, o que
implica que ela deva mediar recursos e demandas, em vistas do alcance de sua função social.
Sendo a formação o objetivo central da escola, o projeto pedagógico deve ser a razão da ação
administrativo no interior dessa instituição. Nesse sentido, o autor defende que qualquer diretor
escolar deve, antes de tudo, ser um educador; defende, ainda, que gestão administrativa e pedagógica,
no âmbito escolar, sejam indissociáveis, pois, no campo da gestão escolar, toda prática pedagógica
está impregnada do administrativo, assim como o administrativo é potencialmente pedagógico.
No Manifesto dos Pioneiros da Educação Nova de 1932 (MANIFESTO, 2006), os pioneiros
já defendiam a formação ampla dos educadores e gestores educacionais. Um educador que traba-
lhe cienticamente nesse terreno, defendia o Manifesto, deve estar decisivamente interessado na
determinação dos ns de educação e imbuído dos meios de realizá-los. Nessa perspectiva, o gestor
precisa ser, antes de tudo, um educador e, como tal, alguém capaz de compreender a realidade para
além dos muros da escola. Assim, para os signatários do Manifesto, dentre eles, Anísio Teixeira,
O físico e o químico não terão necessidade de saber o que está e se passa além
da janela de seu laboratório. Mas o educador, não, ele tem necessidade de uma
cultura múltipla e bem diversa; ele deve ter o conhecimento dos homens e da
sociedade em cada uma de suas fases, para perceber, inclusive a posição que
tem a escola, e a função que representa, na diversidade e pluralidade das forças
sociais que cooperam na obra da civilização (MANIFESTO, 2006).
Separar a gestão pedagógica da gestão administrativa – ou o gestor do educador – é incorrer
no amadorismo pedagógico ou no empirismo grosseiro de que os pioneiros falavam, pois isso im-
plicaria considerar que a escola pudesse ser administrada por quem não entende dos princípios e
das especicidades da educação. Essa instituição escolar se assenta em princípios da democracia,
da autonomia e da liberdade e deve ser plural, imiscuída em cultura e com radical envergadura e
1 Neste texto, por conveniência semântica e pela restrição do escopo dos matizes conceituais que pretendemos acessar,
tomamos gestão escolar e administração escolar como sinônimos. Sabe-se, no entanto, que, no campo dos estudos orga-
nizacionais, a perspectiva de administração escolar é eminentemente técnica e operacional, enquanto a ideia de gestão
escolar vincula-se a uma perspectiva diretiva mais sistêmica, atinente às políticas, às diretrizes educacionais, à gestão
de sistemas de ensino e escolas, considerando a autonomia e a necessidade de processos participativos.