Il debito pubblico cresce, ma meno del previsto
di Stefano Olivari e Edoardo Frattola
17 febbraio 2020
Gli ultimi dati della Banca d’Italia segnalano che nel 2019 la differenza tra la variazione del debito e il deficit (il cosiddetto “aggiustamento stock-flussi”) è risultata negativa per la prima volta dal 2015 (dal 2011 se escludiamo i proventi da privatizzazioni): in altre parole, il debito pubblico è cresciuto meno del deficit, con uno scarto di circa 10 miliardi. In rapporto al Pil, possiamo stimare che dal 2018 al 2019 il debito sia aumentato solo di 0,2 punti percentuali (da 134,8 a 135,0 per cento), meno di quanto previsto dal governo nei mesi scorsi.
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Venerdì scorso la Banca d’Italia ha pubblicato i nuovi dati sul debito delle Amministrazioni Pubbliche aggiornati a fine 2019.[1] Questi dati contengono una novità importante per l’andamento dei nostri conti pubblici, ma andiamo con ordine.
Il punto di partenza è il valore del debito pubblico a fine 2018. Secondo la Banca d’Italia, nel 2018 il debito pubblico è risultato pari a 2.380,6 miliardi di euro (134,8 per cento del Pil), un valore pressoché identico a quello stimato dal governo nella NADEF di settembre.
Ad essere diverso dalle previsioni governative è stato invece l’aumento del debito nel 2019. Mentre la NADEF prevedeva un aumento del debito di circa 40 miliardi, la Banca d’Italia certifica che l’aumento è stato di soli 28,7 miliardi, cioè oltre 11 miliardi in meno del previsto. Di conseguenza, il debito pubblico a fine 2019 è risultato pari a 2409,2 miliardi.
Questo fa sì che, per la prima volta dal 2015, lo scorso anno l’aumento del debito (28,7 miliardi) è stato inferiore al deficit (39,3 miliardi, cioè il 2,2 per cento del Pil). In gergo tecnico, la differenza tra la variazione del debito e il deficit si chiama “aggiustamento stock-flussi”. Come avevamo notato in passato, e come si può vedere nelle Figure 1 e 2, negli ultimi anni questa differenza è stata sempre positiva (cioè il debito aumentava più del deficit):[2] in altre parole, oltre al deficit c’erano altri fattori che contribuivano ad un aumento del debito pubblico.[3]
La novità del 2019 è che questi fattori “aggiuntivi” rispetto al deficit hanno contenuto l’aumento del debito pubblico. Già la NADEF di settembre prevedeva per il 2019 un aggiustamento stock-flussi più contenuto rispetto a quello degli ultimi anni, ma il debito era comunque previsto aumentare più del deficit. I nuovi dati della Banca d’Italia, come detto, segnalano invece un aggiustamento stock-flussi negativo per il 2019. Non è ancora chiaro quali sviluppi abbiano portato a un aggiustamento stock-flussi negativo, con eccezione di una riduzione delle risorse depositate dallo Stato nel conto corrente di tesoreria, diminuito di 2,2 miliardi rispetto a fine 2018. I proventi da privatizzazioni sono risultati invece nulli nel 2019: se consideriamo l’andamento dell’aggiustamento stock-flussi al netto delle privatizzazioni, il valore negativo del 2019 è soltanto il terzo negli ultimi vent’anni e il primo dal 2011 (Figure 1 e 2).
Combinando questi dati con i dati preliminari sul Pil 2019 pubblicati di recente dall’Istat, abbiamo stimato che il rapporto tra debito pubblico e Pil a fine 2019 era pari al 135,0 per cento, contro il 135,7 per cento previsto dalla NADEF di settembre. Il rapporto debito/Pil aumenta quindi solo di 0,2 punti percentuali dal 2018 al 2019: meglio rispetto a quanto previsto nei mesi scorsi, anche se rimane su un sentiero di crescita che dovremmo invertire se vogliamo ridurre l’esposizione al rischio del nostro Paese.
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)
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)
[3] Tra questi fattori rientrano alcune convenzioni statistiche (dovute al fatto che alcune operazioni, per esempio le spese a fronte di contratti derivati, non vengono considerate nel calcolo del deficit ma devono comunque essere finanziate), variazioni di liquidità, operazioni di privatizzazione e scostamenti tra contabilità di cassa e di competenza.