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)
B&T Legali Associati è uno studio legale composto da Professionisti e Consulenti che portano con sé una vasta esperienza nel proprio settore di specializzazione, consentendo allo Studio di fornire ai propri Clienti consulenze legali di alta qualità e soluzioni personalizzate per esigenze specifiche.
Lo Studio si occupa da oltre 30 anni di assistenza giudiziale e stragiudiziale nel Diritto del Lavoro, nel Diritto Commerciale dell’Impresa e Concorsuale, nel Diritto Civile e nel Recupero Crediti e Contenzioso Bancario.
Per affiancare al meglio il Cliente e venire incontro ad ogni esigenza, gli Avvocati della B&T Legali Associati prestano le loro consulenze anche in lingua inglese, francese, tedesca e spagnola
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