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quarta-feira, 4 de fevereiro de 2015

Promotor de empréstimo Terceirizado que exerce mesmas funções dos empregados tem vínculo direto

Promotor de empréstimo

Terceirizado que exerce mesmas funções dos empregados tem vínculo direto.

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

Terceirizado que divide o mesmo espaço físico dos empregados diretos e exerce as mesmas funções que eles deve ter o vínculo trabalhista com a contratante reconhecido. Com base nesse entendimento, a 2ª Turma do Tribunal Regional do Trabalho da 8ª Região (PA/AP), confirmou a relação de emprego de trabalhadora terceirizada com um banco.
No caso em questão, a empregada foi contratada pelas por duas empresas prestadoras de serviço para trabalhar diretamente em benefício da instituição financeira, na função de promotora de empréstimo consignado. Ela atuou no banco entre 2007 e 2013.

Em sua análise, a juíza convocada Maria Edilene de Oliveira Franco, relatora do processo, destacou ser "inafastável" a conclusão de que a terceirização visou unicamente à redução dos custos operacionais, com prejuízos aos empregados, dentre eles, a autora da ação, o que atrai a incidência do disposto no artigo 9º da Consolidação das Leis do Trabalho. Dessa forma, a terceirização de parte da atividade bancária visou apenas fraudar os direitos trabalhistas, precarizando a mão-de-obra, afirmou Maria.

Os desembargadores decidiram então, por maioria de votos, declarar a "nulidade dos registros efetuados pela primeira reclamada e reconhecer o vínculo com o segundo reclamado, que passa a responder de forma solidária por todas as verbas devidas ao reclamante, de cunho indenizatório ou salarial".
A decisão determinou que, em um prazo de 48 horas após a notificação, o banco anotasse na carteira de trabalho da trabalhadora os dados referentes às datas de admissão e demissão, e da função de bancário, sob pena de multa de um salário mínimo. 
A empregada teve, ainda, reconhecido o direito a diferenças salariais com repercussões e diversos benefícios inerentes à função de bancário. Com informações da Assessoria de Imprensa do TRT-8.
Clique aqui para ler a íntegra da decisão do TRT-8. Processo 0000186-40.2014.5.08.0210
FONTE: Revista Consultor Jurídico.

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