data:image/jpg;base64,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

A professora Amanda Gurgel disse que o fim da greve na rede estadual, decidida em assembleia realizada pelo Sinte-RN na tarde desta quarta-feira (20), representa uma “humilhação” para a categoria.
“Essa decisão não reflete o sentimento da categoria. Muitos professores saíram dizendo que não sabiam como iriam olhar para os alunos por conta do constrangimento a que fomos submetidos e pelas ameaças feitas pela governadora e pelo Poder Judiciário”, declarou.

A professora denunciou que muitas pessoas presentes à assembleia desta tarde “não pisavam no sindicato há pelo menos dez anos, mas foram mobilizadas pela Secretaria de Educação para aprovar o fim da greve e manter seus cargos comissionados”.
“A nossa realidade não muda. Os professores estão arrasados. Fomos tratados com humilhação com essa intervenção do Judiciário. Não temos condições psicológicas de voltar às aulas”, desabafou. Amanda disse que, apesar de a secretaria haver divulgado um calendário de reposição das aulas, cada escola tem autonomia para decidir como vai repor os dias parados.

Fonte: Cardoso Silva

 

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