A cura di Luca Baiguini, Carmelo Castronovo, Alberto Campana, Raffaella Imbroglio e Sabine Merheb. Dalla rubrica "Lavori di ricerca empirica" degli studenti dell'Università di Pavia per il corso di Statistica Sociale
La legge di bilancio del 2023 ha disposto l’abolizione del reddito di cittadinanza, con effetto differito al 1° gennaio 2024. La ricerca svolta ha permesso l’analisi e la comprensione del livello di conoscenza che i cittadini, differenziati per fascia d’età ed estrazione sociale, possiedono riguardo alle nuove misure di aiuto attivo promosse dal governo.
La prima sezione del lavoro si è basata su una raccolta di dati tramite questionario online, con l’obiettivo di ricavare informazioni utili all’indagine e al confronto con fonti di dati su scala nazionale.
Il campione finale ha compreso all’incirca 150 individui - per più del 97% di nazionalità italiana - che, in linea con i dati ufficiali, hanno espresso giudizi contrastanti in merito all’effettiva utilità sociale del sussidio.
Alla domanda “Sei pro o contro questo tipo di sussidio (RdC)?” queste sono state le risposte ottenute:
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)
Si sono rivelate altrettanto interessanti, sempre ai fini dell’analisi in questione, le risposte inerenti alla parte centrale del nostro lavoro: l’abolizione del reddito di cittadinanza e l’arrivo della nuova misura attiva MIA (Misura di Inclusione Attiva, ormai abbandonata dal governo ma che ai tempi della nostra ricerca sembrava quella definitiva per la sostituzione). Con quest’ultima, proprio come con il suo attuale aggiornamento in ADI e SDA, vengono apportate modifiche riguardo la soglia ISEE minima (che passa da 9360 euro a 7200 euro), la durata (ridotta a 12 mesi) e, soprattutto, i requisisti necessari per la richiesta (ne possono beneficiare nuclei familiari al cui interno vi sia almeno un componente con disabilità, o minorenne, o con almeno sessant’anni di età). Senza uno di questi requisiti, il beneficio è riconosciuto in misura ridotta. Per evitare il godimento irregolare del beneficio, sono previsti un adeguato regime sanzionatorio e una specifica attività di vigilanza.
Tutto ciò avvalora l’idea su cui si basa la nuova riforma, proposta come “un aiuto che nasce per contrastare la povertà, la diseguaglianza e l’esclusione sociale, a garanzia del diritto al lavoro, della libera scelta del lavoro e del diritto all’informazione, all’istruzione, alla formazione e alla cultura”.
In generale, il campione preso in esame ha dimostrato di essere poco informato sia sugli aggiornamenti sopraccitati sia sull’esistenza della nuova misura MIA (il 50% dei nostri intervistati non aveva mai sentito parlare della misura di inclusione attiva); sicuramente questo dato è anche dovuto alla scarsa chiarezza delle informazioni provenienti dalle istituzioni, ancora non concordi sulla scelta da attuare.