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)
Il
1 agosto 2019, la DG dell’Immigrazione e delle Politiche di integrazione del Ministero del Lavoro e delle Politiche Sociali ha pubblicato una richiesta di Manifestazione di interesse per la presentazione di progetti per l’inclusione di cittadini di Paesi terzi nelle aree urbane a maggiore vulnerabilità sociale a cui il comune di Brescia ha aderito stipulando la
convenzione in data
4 dicembre 2020.
OBIETTIVI DELL’INTERVENTO E RISULTATI ATTESI
Nell’obiettivo di fondo che è la promozione dell’inclusione dei cittadini e delle cittadine migranti nel tessuto urbano socioculturale, abitativo ed economico della città, il progetto intende perseguire obiettivi differenti a seconda della linea progettuale da realizzare.
Di seguito i principali:
• Promuovere l’integrazione socio-lavorativa di cittadini e cittadine di Paesi terzi ad alto rischio di vulnerabilità sociale;
Promuovere l’inclusione e l’aggregazione in uno dei Quartieri a più alta densità di abitanti non Ue della città e della conoscenza reciproca tra popolazione italiana e straniera;
• Favorire la permanenza legale in Italia delle persone migranti, attraverso l’assistenza nell’adempimento delle pratiche amministrative relative al rilascio e al rinnovo dei permessi di soggiorno;
• Offrire omogeneità di risposte alle richieste di supporto nelle pratiche burocratiche attraverso il coordinamento dell’Ente Locale della rete di sportelli per stranieri;
• Sensibilizzare la cittadinanza ai temi del dialogo tra i popoli e della convivenza multi e inter-culturale;
• Avviare all’autonomia socio-economico-abitativa nuclei familiari in difficoltà, con figli minori a carico, senza una rete parentale esterna di supporto;
• Promuovere l’apprendimento della lingua italiana, l’inclusione sociale e la cittadinanza attiva delle donne migranti con minori in età di obbligo scolastico;
• Prevenire la dispersione e la segregazione scolastica;
• Facilitare la comunicazione tra utenti di origine straniera e servizi/Istituzioni, in particolare la comunicazione scuola-famiglia;
• Promuovere l’integrazione sociale attraverso il contrasto al disagio abitativo;
• Promuovere e facilitare i rapporti tra cittadini stranieri e proprietari di edilizia privata;
• Offrire incentivi all’affitto a inquilini di origine immigrata da parte dei proprietari.
Per visualizzare il progetto completo
clicca quiLe attività progettuali si sono concluse in data 3 dicembre 2023