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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 Milano ha aderito stipulando la
convenzione in data
4 dicembre 2019.
OBIETTIVI DELL’INTERVENTO E RISULTATI ATTESI
Il progetto intende perseguire 2 obiettivi:
1) consolidare la governance multilivello territoriale per l’innovazione e l’integrazione dei servizi rivolti ai cittadini di Paesi terzi residenti a Milano al fine di ottimizzare le risorse e rendere gli interventi più efficaci, con particolare riferimento ai neoarrivati e ai cittadini residenti che necessitano di servizi specialistici legati alla condizione di straniero in Italia nell’ottica di una migliore inclusione sociale
2) Riprogettare la rete dei servizi per l’integrazione per i cittadini di Paesi terzi residenti a Milano attraverso la sperimentazione di una infrastruttura pubblica che eroghi, in modalità multicanale (fisica e digitale), servizi specialistici legati ai temi delle migrazioni rivolti ai cittadini, alle aziende e ad altri servizi dell’amministrazione, in collaborazione e in rete con le altre istituzioni e i servizi pubblici e privati presenti sul territorio.
Coerentemente con gli obiettivi e le azioni previste dal progetto, i risultati che ci si attende sono:
- il rafforzamento della collaborazione e dell'integrazione tra le Istituzioni;
- il rafforzamento delle reti che a livello cittadino si occupano di accoglienza, integrazione e inclusione;
- l’aumento della platea di cittadini di paesi terzi, in particolare neoarrivati, che si rivolgono ai servizi specialistici dell’ente locale;
- la messa a sistema dei servizi per l’inclusione dei cittadini di paesi terzi, in particolare per neoarrivati, famiglie e minori;
- il miglioramento dell’integrazione tra i servizi specialistici per i cittadini di paesi terzi e i servizi di welfare della città;
- il miglioramento dei sistemi di monitoraggio e valutazione delle politiche e dei servizi per l’integrazione.