Stipendi pubblici e privati: un aggiornamento[1]
di Giulio Gottardo
19 gennaio 2021
Le ultime due Leggi di Bilancio hanno destinato risorse consistenti agli adeguamenti contrattuali dei dipendenti della PA. Così come nel triennio 2016-2018, anche nel triennio 2019-2021 le retribuzioni dei dipendenti pubblici aumenteranno più del 6 per cento, cioè molto più rapidamente dell’indice dei prezzi di riferimento (+1,8 per cento) e delle retribuzioni del settore privato (+1,5/+3,0 per cento, a seconda delle ipotesi). Questa dinamica invertirà in gran parte gli effetti del blocco contrattuale 2009-2015, portando il rapporto tra retribuzioni pubbliche e private al di sopra della media 1980-2019.
La nota è stata ripresa da Repubblica in questo articolo del 21 gennaio 2021.
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Dalla fine del blocco degli adeguamenti contrattuali (2009-2015), gli stipendi dei dipendenti pubblici hanno beneficiato di due generose tornate di rinnovi.
La prima, 2016-2018, ispirata dalla necessità di compensare la perdita di potere d’acquisto per i dipendenti delle PA dovuta al blocco, ha comportato un aumento del 6,1 per cento delle retribuzioni pubbliche per unità di lavoro, a fronte di un aumento dell’indice prezzi di riferimento (Ipca) dell’1,8 per cento nello stesso periodo. Di contro, le retribuzioni nel settore privato nel triennio in questione sono cresciute del 2,2 per cento, poco al di sopra dell’incremento dei prezzi.
Con l’approvazione della Legge di Bilancio (LdB) 2021, si è chiuso anche il capitolo degli adeguamenti contrattuali per il triennio 2019-2021, all’insegna di aumenti potenzialmente più generosi di quelli del triennio precedente. Infatti, mentre le previsioni ISTAT circa l’indice dei prezzi indicano di nuovo un aumento contenuto dell’1,8 per cento, l’incremento delle retribuzioni per unità di lavoro nel settore pubblico rispetto al 2018 potrebbe raggiungere il 6,5 per cento a fine 2021. Questo aumento si compone di una crescita moderata nel 2019 (+0,2 per cento, fonte ISTAT) e di un rapido aumento negli anni successivi (+2,1 per cento nel 2020 e +4,1 per cento nel 2021), in base alle stime della Relazione Tecnica alla LdB 2020 e degli stanziamenti aggiuntivi della LdB 2021 (Fig. 1).
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)
L’incremento delle retribuzioni pubbliche nel triennio in corso è quindi principalmente dovuto agli stanziamenti delle ultime due Leggi di Bilancio, con cui sono stati stanziati complessivamente quasi 3,8 miliardi di euro per il rinnovo dei contratti dei dipendenti delle amministrazioni centrali nel 2021 (di cui 400 milioni con l’ultima LdB). In aggiunta a questo stanziamento, sempre per il solo 2021 vanno considerati altri 2,9 miliardi circa, che le amministrazioni locali e simili dovranno recuperare indipendentemente per rinnovare i loro contratti in linea con quelli dello Stato centrale.
Gli stanziamenti appena descritti hanno inevitabilmente invertito il trend recente del rapporto tra retribuzioni private e pubbliche. Infatti, dopo che il blocco aveva portato questo rapporto appena al di sopra di 1,2 (le retribuzioni nella PA erano del 21,3 per cento maggiori rispetto a quelle private nel 2015), il rapporto potrebbe superare 1,3 a fine 2021 (Fig. 2).
![](data:image/png;base64,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L’andamento del rapporto tra retribuzioni dipende inevitabilmente dalla dinamica delle retribuzioni private nel 2020 e nel 2021. Tuttavia, anche assumendo per le retribuzioni private una crescita sostenuta, al di sopra dell’inflazione e in linea con il triennio 2016-2018 nonostante la crisi economica (Scenario “basso” della Fig. 2), nel 2021 le retribuzioni nella PA arriverebbero comunque a essere del 30,2 per cento superiori rispetto a quelle private. Inoltre, se le retribuzioni private dovessero ristagnare nel 2020 e nel 2021, questa differenza potrebbe salire al 32,1 per cento (Scenario “alto” nella Fig. 2), ovvero un livello simile a quello del 2009. In altre parole, gli adeguamenti contrattuali più recenti porterebbero le retribuzioni pubbliche rispetto a quelle private a un livello superiore alla media degli ultimi decenni (1,28 nel periodo 1980-2019) e relativamente vicino a quello raggiunto appena prima del blocco contrattuale (circa 1,35 tra 2008 e 2009).[2]
Anche se la trattativa sindacale riguardante il rinnovo contrattuale del triennio in corso non è ancora conclusa, le risorse destinate sono definitive (la trattativa in corso concerne soltanto i criteri per la distribuzione delle risorse in questione tra i dipendenti pubblici). Di conseguenza, sembrerebbe che le retribuzioni nel settore pubblico si trovino su un sentiero di crescita sostenuta molto al di sopra dell’inflazione, che potrebbe portarle a livelli simili a quelli pre-blocco.
[1] Si ringrazia Gianni Trovati per la disponibilità e per i chiarimenti forniti circa il funzionamento dei rinnovi contrattuali nella PA.