Considerando os dados abaixo de um Ente Público e com base n...
Próximas questões
Com base no mesmo assunto
Ano: 2016
Banca:
KLC
Órgão:
Prefeitura de Mamborê - PR
Prova:
KLC - 2016 - Prefeitura de Mamborê - PR - Contador |
Q663232
Contabilidade Pública
Considerando os dados abaixo de um Ente Público e com base na Lei 4.320/64, assinale a alternativa correta:
![Imagem associada para resolução da questão](data:image/png;base64,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)