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terça-feira, 18 de setembro de 2012

GESTÃO DEMOCRÁTICA: COMISSÃO DIVULGA CALENDÁRIO DAS ELEIÇÕES 2012

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

A Comissão Central Eleitoral Permanente de Gestão Democrática divulgou o calendário das eleições escolares deste ano. O período de inscrições das chapas é de 15 de agosto até 13 de outubro.

Clique aqui para conferir o calendário completo.

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