Curso online de cálculos trabalhistas - Blog A CRÍTICA
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Curso online de cálculos trabalhistas



Olá, tudo bem? Você advoga na área trabalhista? Ainda perde tempo com programas de cálculos? Ainda gasta dinheiro com calculistas? Aprenda a fazer os cálculos você mesmo! Método Fácil, Rápido e Preciso. Jurídica e Matematicamente Consistente.


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