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)
L’Osservatorio Nazionale sui Servizi Sociali Territoriali (ONSST) istituito nel 2021 è un organismo del CNEL ideato dal gruppo di lavoro costituito dai consiglieri Gianmaria Gazzi, Alessandro Geria (coordinatori), Efisio Espa, Giordana Pallone e Cecilia Tomassini nell’ambito della Commissione Politiche sociali e sviluppo sostenibile del CNEL.
L’ONSST si propone di analizzare la dimensione sociale e territoriale dei processi di sviluppo ed elaborare proposte da sottoporre all’Assemblea del CNEL e tramite essa al Parlamento, al Governo e alle Regioni, secondo le prerogative del Consiglio. In questo quadro si colloca l’approfondimento sul tema del welfare sociale sviluppato nelle comunità locali presentato periodicamente nella forma del Rapporto.
Le attività
Nei primi mesi di attività l’OSSNT ha raggiunto importanti risultati tra cui:
· la pubblicazione dell’indagine preliminare sui servizi sociali territoriali pubblicata con il Quaderno CNEL n. 15 - I servizi sociali territoriali 2008-2018, a cura di Matteo Bocchino
· il consolidamento della collaborazione con l’Alma Mater Studiorum - Università di Bologna, Dipartimento di Scienze Aziendali, che ora ha a disposizione un gruppo di ricerca dedicato, anche grazie a finanziamenti messi in campo dalla stessa istituzione universitaria;
· è stato attivato - grazie alla cooperazione strategica del CNEL con ISTAT - uno stabile flusso massivo di micro dati a livello dei singoli Comuni italiani che permette l’elaborazione autonoma delle informazioni;
· si è realizzato, nel mese di luglio 2022, un workshop di presentazione dei primi dati della ricerca sulla spesa e output dei servizi sociali, oltre ad un’anticipazione dei sistemi di governance regionali.
Il gruppo di lavoro
Il gruppo di lavoro di riferimento dell’Osservatorio è costituito dai colleghi consiglieri CNEL Gianmaria Ganzi, Alessandro Geria (coordinatori), Giordana Pallone, Cecilia Tomassini ed Efisio Espa, dal Prof. Emanuele Padovani coadiuvato dal dott. Matteo Bocchino (Alma Mater Studiorum - Università di Bologna, Dipartimento di Scienze Aziendali) e dalla dott.ssa Giulia Milan (ISTAT).
Documenti
Rapporto 1.2023 I servizi sociali territoriali. Analisi delle variazioni 2015-2019 e confronti fra i singoli comuni
Infografica del Rapporto 1.2023 del CNEL sui servizi sociali territoriali
Rapporto 1.2022 del CNEL sui servizi sociali territoriali
Indagine preliminare sui servizi sociali territoriali 2008-2018 (Quaderno CNEL n.15/2021)
Notizie