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Art. 145 – O funcionário deixará de receber:
I – 1/3 (um terço) do vencimento e vantagens, durante o afastamento por motivo de suspensão preventiva ou recolhimento à prisão por ordem judicial não decorrente de condenação definitiva, ressalvado o direito à diferença se absolvido afinal, ou se o afastamento exceder o prazo de condenação definitiva;
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Agora, na suspenção preventiva o funcionário fica recebendo proporcional ao tempo de serviço.
Art.21 p.u/ DL-220, acrescentado pela LC 96/2001.
Fiquem atentos..........
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(agora) tá errado,pois é desde 2001.........
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Como o texto de referência é o Regulamento 2479 vale a opção C- 1/3 do vencimento e vantagens, agora em se for direcionada ao Decreto Lei aí sim a resposta correta será proporcional ao tempo de serviço.
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Se não mencionasse o artigo 145 e mencionasse ''até 30 dias ''os vencimentos e vantagens seriam proporcionais ao tempo de serviço.
Só endossando o que disse o amigo Alexandre Neves
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realmente. olhei no livro da claudete e se ñ mencionar qual lei. o que vale é o dec 220 que teve alteração recente em 2001 e a redação da lei 2479 é mais antiga.
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Resposta Correta: Letra "C"
Art. 145. O funcionário deixará de receber:
I - 1/3 (um terço) do vencimento e vantagens, durante o afastamento por motivo de suspensão preventiva ou recolhimento à prisão por ordem judicial decorrente de condenação definitiva, ressalvado o direito à diferença se absolvido afinal, ou se o afastamento exceder o prazo de condenação definitiva;
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Gabarito Letra C
Art. 145. O funcionário deixará de receber:
I - 1/3 (um terço) do vencimento e vantagens, durante o afastamento por motivo de suspensão preventiva ou recolhimento à prisão por ordem judicial não decorrente de condenação definitiva, ressalvado o direito à diferença se absolvido afinal, ou se o afastamento exceder o prazo de condenação definitiva;
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A Letra C é o gabarito da questão.
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)