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)
Enovation, con base a Miami, è una storica società di importazione di vini italiani sul territorio
nord-americano. È titolare di marchi di proprietà fortemente riconosciuti sul mercato
statunitense (Voga®, tra i principali) e conta su una distribuzione capillare su tutto il territorio
nazionale, sia sul canale supermarkets che sul canale ho.re.ca.
Nel periodo compreso tra giugno 2020 e giugno 2021, Enovation ha realizzato un fatturato pari
a USD 32,2 milioni (con l’82% dei ricavi delle vendite realizzate sul territorio USA e il 18% in
Canada). Nel medesimo periodo, Enovation ha realizzato un Ebitda adjusted buyside pari a USD
3,2 milioni, un utile netto contabile pari a USD 3,4 milioni. La posizione finanziaria netta al 30
giugno 2021 era pari a USD 0,1 milioni.
Enovation è detenuta, per il 45%, dai fratelli Giovanni e Alberto Pecora, co-fondatori e manager
operativi della società e, per il 55%, da Norina S.r.l., società finanziaria riconducibile ai quattro
rami della famiglia Pizzolo (“Norina”). Più in particolare, IWB ha sottoscritto due contratti di
compravendita ad esecuzione differita e condizionata che prevedono che IWB acquisisca,
direttamente o tramite una società da essa controllata, rispettivamente:
(iii) l’intera partecipazione detenuta da Norina nel capitale di Enovation, pari al 55% dello
stesso (la “Partecipazione Norina”); e
(iv) una partecipazione nel capitale sociale di Enovation, pari complessivamente al 30%
dello stesso, di titolarità dei fratelli Pecora (la “Partecipazione Pecora”).
A seguito del perfezionamento dell’operazione, il capitale sociale di Enovation sarà quindi
detenuto come segue: (a) IWB deterrà, direttamente o indirettamente, una partecipazione
pari all’85% del relativo capitale sociale; (b) Giovanni Pecora deterrà una partecipazione pari
al 10% del relativo capitale sociale; e (c) Alberto Pecora deterrà una partecipazione pari al 5%
del relativo capitale sociale.
L’equity value concordato tra IWB e i venditori per l’acquisto dell’85% del capitale sociale di
Enovation è pari a complessivi USD 22 milioni, valutazione che cui corrisponde un equity value
per il 100% della società pari a USD 25,9 milioni. L’enterprise value, pari a USD 26,0 milioni
corrisponde invece a un multiplo valutativo di acquisto EV/Ebitda adjusted buyside pari a 8,1x.
Per il finanziamento dell’operazione di acquisto delle partecipazione in Enovation, IWB
ricorrerà alle proprie disponibilità liquide senza ricorrere a specifiche e dedicate forme di
finanziamento.
Gli accordi tra IWB e i venditori prevedono inoltre che il pagamento di una porzione pari al 20%
del prezzo, ossia USD 4,4 milioni (i.e. 20% di USD 22 milioni), sia sospensivamente condizionato
al raggiungimento nel 2022 e nel 2023 di risultati di Ebitda accrescitivi. Gli accordi tra le parti
prevedono altresì meccanismi di earn-out a favore dei fratelli Alberto e Giovanni Pecora in caso
di risultati fortemente positivi della società da realizzarsi entro il 31 dicembre 2024.
L’esecuzione dei contratti è condizionata al verificarsi, entro il 30 aprile 2022, di alcune
condizioni sospensive, tra cui il positivo esito dell’attività di due diligence che verrà effettuata
da IWB con specifico riguardo alle autorizzazioni, alle licenze di titolarità di Enovation e