quinta-feira, 7 de agosto de 2014

Aprovados em concurso para agente penitenciário deverão ser nomeados em 30 dias

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

O juiz Cícero Martins de Macedo Filho, da 4ª Vara da Fazenda Pública de Natal, determinou ao Estado do Rio Grande do Norte que proceda nomeação de 51 candidatos aprovados no curso de formação de agentes penitenciários, o que deverá ser feito no prazo de 30 dias. 

Para tanto, determinou a intimação pessoal do Secretário de Justiça e Cidadania, da Governadora do Estado e ainda do Procurador Geral do Estado, com vistas ao cumprimento da decisão.

Considerando que o Estado do Rio Grande do Norte ainda não apresentou os projetos de construção das cadeias públicas nem os editais de licitação para as obras, o magistrado determinou, mais uma vez, o cumprimento de tal obrigação, já determinada em decisões anteriores, no mesmo prazo, devendo ser intimado para tanto o Secretário de Justiça e Cidadania, mantida a mesma multa já fixada na decisão anterior.

Quanto à manifestação do Ministério Público nos autos, o juiz observou a decisão judicial que determinou a nomeação pelo Estado do RN de 82 agentes penitenciários, destacando, na ocasião, que tal ato não encontraria óbice na Lei de Responsabilidade Fiscal, conforme consta na sentença homologatória de um acordo realizado entre o Estado e o MP, e que o concurso de agente penitenciário é do ano de 2009, não encontrando barreira na ausência de previsão orçamentária.

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