![](data:image/jpg;base64,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)
Em julgamento realizado na tarde desta quarta-feira (6), os ministros do Supremo Tribunal Federal (STF) rejeitaram a Ação Direta de Inconstitucionalidade (ADI) ajuizada pelos governos dos estados do Ceará, Mato Grosso do Sul, Paraná, Santa Catarina e Rio Grande do Sul, contra a lei que institui o piso nacional e a jornada de trabalho dos professores de ensino básico das escolas públicas brasileiras. A Corte decidiu pela constitucionalidade da Lei 11.738/2008, no ponto em que regulamenta o piso nacional – vencimento básico – para os professores da educação básica da rede pública. Na sequência, a sessão foi suspensa para definir a constitucionalidade do dispositivo sobre a distribuição da carga horária. A constitucionalidade do parágrafo 4º do artigo 2º, que determina o cumprimento de no máximo 2/3 da carga horária do magistério em atividades de sala de aula, ainda será analisada. Parte dos ministros considerou que há invasão da competência legislativa dos entes federativos (estados e municípios) e, portanto, violação do pacto federativo previsto na Constituição. Com isso, não se chegou ao quorum necessário de seis votos para a declaração de constitucionalidade ou inconstitucionalidade da norma.
Fonte: STF.
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