Con delibera di Giunta n. 4456 del 22 Marzo 2021, Regione Lombardia ha approvato una revisione della metodologia per l’assegnazione del credit scoring alle imprese che richiedono agevolazioni sotto forma di contributo in conto capitale a rimborso (sono perciò esclusi i contributi in conto capitale a fondo perduto). Le modifiche sono approvate in sostituzione della DGR n. 675 del 24 ottobre 2018, fino ad ora in vigore.
La nuova metodologia si applica a tutte le misure per le quali è già stata adottata la delibera dei criteri con indicazione della DGR 675/2018 ma non è ancora stato adottato il bando attuativo.
La rivisitazione della metodologia è stata fortemente richiesta da Confcooperative in forza dell’emergenza sanitaria Covid-19 e dell’impatto che questa ha ed avrà sul sistema economico a partire dall’esercizio 2020 in chiusura; l’accesso al credito e alla liquidità per la ripresa e lo sviluppo deve permanere condizione diffusa e soprattutto deve poter essere verificata anticipatamente e con coscienza da parte delle imprese.
Regione Lombardia ha, pertanto, valutato ed approvato l’adozione del modello di rating utilizzato dal Fondo Centrale di Garanzia; questo modello consente alle imprese di poter usufruire del Portale Rating per l’autovalutazione prima di accedere alle misure.
Per le imprese attive da non oltre 3 anni e che non sono in possesso di almeno 2 bilanci d’esercizio, è approvato un modello di credit scoring per start-up.
Sono individuate le forme di garanzia ammissibili:
- Fidejussione bancaria
- Fidejussione rilasciata da intermediari finanziaria 106 TUB
- Fidejussione rilasciata da persone fisiche in caso di applicazione del modello “credit scoring per start-up” o per le iniziative regionale rivolte al supporto dell’avvio di impresa
- Fidejussione rilasciata da impresa sponsor
- Fidejussione rilasciata da impresa di assicurazione iscritta all’elenco IVASS
- Garanzie cash-collateral o in forma di pegno su titoli
- Garanzie reali nella forma di ipoteca su immobili
Il beneficiario, ove richiesta la garanzia, potrà valutare di attivare una sola tipologia tra quelle sopra elencate, o due garanzie a cumulo dell’importo del finanziamento concesso a condizione che ogni singola garanzia copra almeno il 20% dell’importo medesimo.
La nuova metodologia si basa sul modello per il calcolo della probabilità di inadempimento.
La valutazione viene effettuata sugli ultimi 2 bilanci approvati dal soggetto richiedente alla data di presentazione della domanda di richiesta di agevolazione e consta di due moduli, quello economico-finanziario e quello andamentale, dalla cui analisi congiunta – ponderata considerando la forma giuridica della società – si configura una classe di valutazione e quindi la probabilità di inadempimento.
In particolare, questi i dati a supporto delle analisi dei due moduli:
- Ultimi 2 bilanci approvati/ultime 2 dichiarazioni fiscali
- Accordato e utilizzato, con riferimento agli ultimi 6 mesi dei rischi a scadenza e dell’esposizione per cassa (se presenti, forniti dalla Centrale Rischi)
- Dati relativi ai contratti rateli, non rateali, carte forniti da uno o più Credit Bureau
Il modello restituisce una valutazione finale espressa su una scala di 12 classi complessive, raggruppabili in 5 fasce di valutazione, cui corrisponde una diversa probabilità di inadempimento.
Le fasce da 1 a 4 sono ammissibili, non è ammissibile la fascia 5.
Nel caso in cui il soggetto richiedente risulti in una classe ammissibile tra 1 e 10, il soggetto richiedente si vede attribuire il relativo quadro cauzionale, come illustrato di seguito:
![](data:image/png;base64,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)
Le imprese potranno utilizzare lo strumento di simulazione sul sito del Fondo Centrale di Garanzia, ricordiamo a tal proposito che sino al 30 giugno 2021, salvo proroghe, è sospeso l’utilizzo del modulo andamentale.
Regione Lombardia ha altresì previsto alcune ulteriori facilitazioni per tutte le domande di agevolazione presentate entro il 31 dicembre 2022 al fine di mitigare l’impatto Covid-19 riducendo del 5% le percentuali di copertura della garanzia da richiedere alle imprese.
Per maggiori informazione nella sezione documenti da scaricare (in basso) la DGR 4456/2021.