SENADO DEVE VOTAR NESTA QUINTA-FEIRA (20), A PROPOSTA DE EMENDA À CONSTITUIÇÃO (PEC 26/2020) QUE TORNA PERMANENTE O FUNDO DE MANUTENÇÃO E DESENVOLVIMENTO DA EDUCAÇÃO BÁSICA (FUNDEB)
![Publicada estimativa do Fundeb para 2020 | I9 Treinamentos ...](data:image/jpeg;base64,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)
O Senado deve votar, nesta quinta-feira (20), a
proposta de emenda à Constituição (PEC
26/2020) que torna permanente o Fundo de Manutenção e Desenvolvimento da
Educação Básica (Fundeb).
Principal fonte de
financiamento da educação básica no Brasil, o Fundeb expira no dia 31 de
dezembro deste ano. No entanto, o texto que regulamenta o fundo de forma
permanente já foi aprovado na Câmara dos Deputados. A proposta amplia para 23%
a participação da União no financiamento da educação infantil e dos ensinos
fundamental e médio.
Fonte: Brasil 61