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)
Il 6 e 7 dicembre si terrà a Roma, presso il Centro Congressi Roma Eventi Piazza di Spagna, il seminario finale interregionale del progetto Di.Agr.A.M.M.I. di Legalità al centro-nord.
Il progetto, finanziato dal Fondo Asilo, Migrazione e Integrazione 2014-2020 e attivo in otto regioni del Centro e del Nord Italia (Piemonte, Lombardia, Veneto, Emilia-Romagna, Toscana, Lazio, Umbria e Marche), ha promosso un’azione di sistema interregionale mirata alla prevenzione dello sfruttamento lavorativo, all’assistenza, integrazione ed accompagnamento al lavoro regolare delle vittime o potenziali tali di sfruttamento, attraverso risposte multidisciplinari.
Le attività progettuali hanno previsto sia misure di contrasto allo sfruttamento lavorativo indirizzati a vittime e potenziali vittime (con interventi di outreach, presa in carico, inclusione sociale attiva e supporto all’inserimento lavorativo), che azioni di capacity building - rivolte a istituzioni, stakeholders, aziende- orientate allo sviluppo di una governance multilivello, alla formazione di reti e allo sviluppo di competenze sul tema.
All’evento, che sarà anche un’occasione per riflettere insieme sulle nuove policy e strategie per la lotta al caporalato e allo sfruttamento lavorativo, interverranno la Direttrice Generale della DG Immigrazione e politiche di integrazione del Ministero del Lavoro e delle Politiche Sociali, dott.ssa Tatiana Esposito e il dott. Renato Sampogna, Dirigente della Divisione III - DG Immigrazione e politiche di integrazione.
È possibile seguire l’evento on line, collegandosi ai seguenti link:
Partecipazione 6 dicembre ore 11:00 - 17:30
Partecipazione 7 dicembre ore 09:30 - 14:00