L’incompletezza dei dati sulle opere pubbliche in corso
di Alessandro Cascavilla
19 giugno 2020
I dati ufficiali sulle opere pubbliche in corso pubblicati dal MIT e dal MEF, o comunque a questi disponibili, non consentono una chiara definizione di quanto si è stanziato e speso per le opere pubbliche in corso e di quanto resterebbe da spendere o da stanziare per portarle a termine. In un momento in cui riavviare le opere pubbliche è di fondamentale importanza sarebbe utile se migliori informazioni fossero disponibili e pubblicate in quest’area. Ciò detto, i dati disponibili suggeriscono che sarebbe possibile imprimere un forte impulso all’economia nazionale anche soltanto completando le opere in corso.
* La nota è stata ripresa da FanPage in questo articolo del 19 giugno 2020.
* * *
Ogni anno il Ministero delle Infrastrutture e dei Trasporti (MIT) pubblica l’Anagrafe delle opere incompiute, incluso quelle di interesse nazionale.[1] Dall’anagrafe risultano 32 opere di interesse nazionale incompiute nel 2018, oltre a 517 di interesse regionale. Queste informazioni, purtroppo, sono molto parziali. Per capirlo basta considerare gli importi di spesa per queste opere: la spesa già sostenuta sarebbe di soli 1,2 miliardi nel 2018 per le opere pubbliche incompiute di interesse nazionale e di 1,6 miliardi per quelle regionali. Il motivo di questa incompletezza è che il MIT considera incompiute solo le opere i cui lavori risultano interrotti per motivi specifici, quali l’assenza di collaudo, il mancato rispetto dei termini contrattuali o perché ci si è resi conto che i lavori non sono stati eseguiti a regola d’arte.[2]
L’ANCE (Associazione Nazionali Costruttori Edili) afferma invece che al 2018 le opere incompiute erano 574, per un totale già investito di 39 miliardi. Sempre secondo l’ANCE nel 2019 c’erano 749 opere incompiute per un totale investito di 62 miliardi.[3]
C’è una terza fonte: il MEF mette a disposizione un sistema di monitoraggio delle opere pubbliche (MOP) tramite la Banca dati delle Amministrazioni Pubbliche (BDAP), da cui è possibile analizzare le opere pubbliche in corso in Italia.[4] Questa banca dati è molto ampia ed è probabilmente la migliore a disposizione. Ciononostante, presenta diversi problemi:
- I dati provengono da varie fonti ministeriali e istituzionali diverse e non sono quindi sempre raccolti con criteri omogenei, né con verifiche sistematiche.
- Non è individuabile chiaramente quali opere siano effettivamente in corso. Ad esempio, è possibile che alcune opere pubbliche mostrino un codice unico di progetto (CUP) attivo anche se si tratta di opere già completate.
- Non è possibile comprendere quali opere siano bloccate per problemi burocratici, in quale fase di completamento si trovino e se ci siano stati ritardi nei pagamenti. Infatti, per molte opere non sono presenti informazioni fondamentali come lo stato di avanzamento dell’opera, la data di inizio lavori, la data di conclusione prevista e così via. In effetti, le principali informazioni riguardano quanto è stato stanziato per le opere e quanto dovrebbe essere stanziato per il loro completamento, non la spesa effettivamente effettuata.
Sebbene i dati forniti dal MEF siano incompleti, il loro ordine di grandezza suggerisce che una spinta notevole all’economia potrebbe derivare dal completamento di queste opere. Al primo gennaio 2020, le opere in corso erano 11.569, localizzate per il 32 per cento al Nord, per il 31 per cento sulle Isole, per il 28 per cento al Sud e per il 9 per cento al Centro (Fig. 1). Chiaramente, il numero elevatissimo rispetto a quello considerato dalle altre banche dati suggerisce che la banca dati del MEF includa anche opere di piccola dimensione.
![](data:image/png;base64,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)
Il valore totale di queste opere è pari a 200,8 miliardi di euro, di cui 103,8 sono finanziamenti già stanziati. Le regioni per le quali è stato stanziato di più sono quelle del Nord (49 miliardi), seguite da quelle del Sud (25 miliardi), delle Isole (16,9 miliardi) e del Centro (12,9 miliardi) (Fig. 2). Il fabbisogno finanziario per le opere pubbliche da completare, in termini di stanziamenti mancanti, è ampio: 97 miliardi in totale, di cui 43,7 miliardi nel Sud e nelle Isole. È utile ricordare che una accelerazione delle opere non richiede necessariamente un aumento degli stanziamenti, ma potrebbe avvenire semplicemente realizzando la spesa già stanziata.
![](data:image/png;base64,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)