Recentemente, sono emersi dubbi da parte di alcuni Ambiti Territoriali Sociali riguardo all'utilizzo della Quota Servizi del Fondo Povertà (QSFP). In particolare, sono state sollevate le seguenti questioni: è possibile per un ATS che assume un assistente sociale e lo rendiconta attraverso la QSFP, ricevere anche l'incentivo statale denominato "contributo assistenti sociali"? Le due misure sono compatibili?
Inoltre, l’assistente sociale rendicontato attraverso la QSFP deve dicarsi esclusivamente alla gestione della povertà?
Per rispondere a questi interrogativi, è essenziale considerare alcuni elementi normativi.
La Legge 178/2020 (Legge di Bilancio per il 2021) all'articolo 1, comma 797 e seguenti, ha disposto il potenziamento del sistema dei servizi sociali comunali attraverso l’erogazione di un contributo economico riconosciuto agli Ambiti Sociali Territoriali (ATS) in ragione del numero di assistenti sociali impiegati in proporzione alla popolazione residente.
L’obiettivo è il raggiungimento di un livello essenziale delle prestazioni di assistenza sociale definito da 1 assistente sociale ogni 5.000 abitanti e di un ulteriore obiettivo di servizio definito da 1 assistente sociale ogni 4.000 abitanti.
Il contributo è così determinato:
•40.000 euro annui per ogni assistente sociale assunto a tempo indeterminato dall’Ambito, ovvero dai Comuni che ne fanno parte, in termini di equivalente a tempo pieno, in numero eccedente il rapporto di 1 a 6.500 abitanti e fino al raggiungimento del rapporto di 1 a 5.000;
•20.000 euro annui per ogni assistente sociale assunto in numero eccedente il rapporto di 1 a 5.000 abitanti e fino al raggiungimento del rapporto di 1 a 4.000.
Il diritto al finanziamento non riguarda unicamente le nuove assunzioni ma riguarda tutti gli ATS che rientrano nelle soglie previste dalla normativa, nel merito della proporzione assistenti sociali/popolazione residente.
Ai fini del raggiungimento dell’obiettivo, gli ambiti possono acquisire gli operatori previsti dagli atti di programmazione locale con le modalità previste dalla legge e ammissibili a finanziamento ai sensi delle Linee Guida per l’impiego della Quota Servizi del Fondo Povertà 2022-2023, e comunque nel rispetto dei propri vincoli assunzionali e delle disposizioni legislative vigenti in materia di reclutamento del personale negli enti locali, così come previsto dalla seguente Tabella.
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)
La tabella illustra la risposta al primo quesito, specificando le categorie in cui la Quota Servizi del Fondo Povertà (QSFP) e l'incentivo statale "contributo assistenti sociali" sono compatibili, insieme agli importi economici corrispondenti.
Se un ATS presenta meno di un assistente sociale per ogni 6.500 abitanti, ad esempio uno ogni 7.000 o 8.000 abitanti, questo verrà finanziato attraverso la Quota Servizi del Fondo Povertà (QSFP), ma non sarà eleggibile per ricevere il Contributo Assistenti Sociali, poiché non soddisfa il requisito minimo per le prestazioni di assistenza sociale essenziali.
Per gli ATS che superano il rapporto di un assistente sociale ogni 4.000 abitanti, ad esempio uno ogni 3.000 o 2.000 abitanti, anch'essi non riceveranno il Contributo Assistenti Sociali. In questo caso, tutte le spese possono essere coperte attraverso la QSFP.
Tuttavia, se la proporzione di assistenti sociali si colloca tra un assistente ogni 6.500 abitanti e uno ogni 1.500 abitanti, l'ATS riceverà un incentivo del Contributo Assistenti Sociali di 40.000 euro. Questo importo permetterà di coprire interamente le spese relative all'assistente sociale senza necessità di ricorrere alla QSFP.
Infine, se il rapporto è tra un assistente ogni 5.000 e uno ogni 4.000 abitanti, l'ATS beneficerà di un incentivo di 20.000 euro dal Contributo Assistenti Sociali. I restanti 20.000 euro necessari per coprire i costi dell'assistente sociale potranno essere rendicontati tramite la QSFP.
In merito al secondo quesito, il Piano Nazionale per gli interventi e servizi sociali di contrasto alla povertà 2021- 2023 e il DL 48/2023 convertito con modificazioni dalla L. 3 luglio 2023, n. 85 , definiscono che il personale con qualifica di assistente sociale la cui spesa è sostenuta dal Fondo povertà per la funzione di attuazione dei livelli essenziali connessi all’ADI e a individui che si trovino in simili condizioni di disagio economico, deve in ogni caso essere dedicato all’area povertà.
Le spese ammissibili QSFP 2022 e 2023 e dunque gli interventi finanziabili sono:
-Il rafforzamento del Segretariato sociale;
-Il Servizio di pronto intervento sociale;
-Il rafforzamento del Servizio Sociale per la presa in carico, inclusa la componente della valutazione multidimensionale;
-Il sostegno alla genitorialità e servizio di mediazione familiare;
-Servizio di mediazione culturale;
-Sostegno socioeducativo domiciliare o territoriale, incluso il supporto nella gestione delle spese e del bilancio familiare;
-Assistenza domiciliare socioassistenziale e servizi di prossimità
Sono inoltre finanziabili i seguenti interventi:
-Tirocini finalizzati all’inclusione sociale, all’autonomia delle persone e alla riabilitazione, di cui alle regolamentazioni regionali in attuazione dell’accordo del 22 gennaio 2015 in sede di Conferenza permanente per i rapporti tra lo Stato, le regioni e le province autonome di Trento e Bolzano;
-Rafforzamento dei sistemi informativi, funzionali ai servizi ammissibili a finanziamento;
-Attivazione e realizzazione dei Progetti utili alla collettività (PUC).
L’impegno degli operatori impiegati nelle attività finanziate mediante la QSFP è rendicontabile esclusivamente per le ore effettive di servizio svolto.