Pro e contro dell’imposta su successioni e donazioni
di Edoardo Frattola e Giampaolo Galli
5 febbraio 2020
L’Imposta sulle successioni e sulle donazioni (ISD) italiana è caratterizzata da aliquote molto basse e franchigie elevate. Anche per questo, il gettito dell’imposta è modesto (820 milioni nel 2018) e significativamente inferiore a quello degli altri principali paesi europei. Esistono argomentazioni a favore e contro un suo rafforzamento: da un lato l’imposta può essere uno strumento di equità sociale ed è meno distorsiva delle imposte sui redditi, dall’altro è difficile evitare che essa finisca per colpire soprattutto le proprietà immobiliari del ceto medio. L’esempio degli altri paesi europei a noi più simili suggerisce però che aumentare il gettito derivante da questo tipo di imposta è possibile.
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L’Imposta sulle successioni e sulle donazioni (ISD) attualmente in vigore in Italia si applica a tutte le eredità e alle donazioni tra vivi, con aliquote e franchigie differenziate a seconda del grado di parentela tra chi effettua e chi riceve il trasferimento di beni:[1]
- per i trasferimenti in favore del coniuge o di parenti in linea retta (figli, nipoti, genitori ecc.) l’aliquota è pari al 4 per cento del valore ricevuto (al netto degli eventuali debiti), ma ogni beneficiario ha diritto a una franchigia di 1 milione di euro (cioè non paga nessuna imposta se la quota di eredità o la donazione che riceve è inferiore a 1 milione);
- per i trasferimenti in favore di fratelli o sorelle l’aliquota sale al 6 per cento, con una franchigia per ciascun beneficiario pari a 100mila euro;
- per i trasferimenti in favore di altri parenti fino al quarto grado, l’aliquota resta al 6 per cento ma non si applica alcuna franchigia;
- infine, per i trasferimenti in favore di tutti gli altri soggetti l’aliquota è dell’8 per cento e non vi sono franchigie.[2],[3]
Diverse tipologie di beni sono considerate esenti dall’imposta e non rientrano quindi nel valore complessivo dell’eredità o della donazione. Le principali esenzioni riguardano in particolare: (i) i titoli di stato italiani e di altri paesi UE; (ii) le aziende, i rami di azienda o le quote di controllo in società di capitali, se i parenti in linea retta o il coniuge proseguono nell’esercizio dell’attività per un periodo di almeno cinque anni dalla data del trasferimento; (iii) il TFR e le prestazioni erogate dai fondi di previdenza complementare; (iv) i veicoli iscritti nel Pubblico Registro Automobilistico; (v) le polizze vita.
L’imposta italiana nel confronto internazionale
La struttura della ISD italiana è piuttosto “generosa” rispetto a quella di altri paesi europei perché ha aliquote più basse e non progressive e franchigie più elevate. Va inoltre considerato che, nel determinare a quanto ammonta il trasferimento, il valore degli immobili viene calcolato non secondo il loro valore di mercato, ma in base al loro valore catastale.[4] In attesa di una riforma del Catasto sempre annunciata ma mai attuata, nonostante le raccomandazioni delle istituzioni europee, il valore catastale attuale rimane significativamente inferiore al valore di mercato, riducendo quindi anche il valore complessivo dell’asse ereditario o della donazione a cui applicare l’imposta di successione.
Il risultato è che il gettito dell’imposta è piuttosto modesto. Secondo i dati dell’OCSE, il gettito derivante dalla ISD è stato pari a soli 820 milioni nel 2018, ovvero lo 0,05 per cento del Pil (e lo 0,11 per cento delle entrate totali).[5] Si tratta di una cifra lontana da quanto incassato negli altri principali paesi europei (Figura 1). In Francia, per esempio, nel 2018 il gettito dell’imposta su successioni e donazioni è stato pari a 14,3 miliardi di euro, cioè lo 0,61 per cento del Pil: in altre parole, quasi tredici volte il gettito italiano in rapporto al Pil. A quota 0,20-0,25 per cento del Pil troviamo invece la Germania (6,8 miliardi), il Regno Unito (5,9 miliardi al cambio del 2018) e la Spagna (2,7 miliardi), tutti paesi che riescono a incassare quasi cinque volte l’Italia (sempre in rapporto alle dimensioni dell’economia). Questo anche grazie a una struttura dell’imposta diversa da quella della ISD italiana, come sintetizzato nella Tavola 1: tutti e quattro i paesi hanno infatti aliquote molto più elevate rispetto a quelle in vigore in Italia (anche superiori al 50 per cento in Francia) e franchigie significativamente più basse. Per capire meglio questa differenza può essere utile fare un esempio. Consideriamo un’eredità del valore netto di 1 milione di euro lasciata da un genitore al proprio figlio: quante imposte dovrebbero essere pagate su questo trasferimento? In Italia la franchigia di 1 milione è sufficiente a evitare completamente l’imposizione, mentre negli altri paesi non è così: in Spagna l’imposta ammonterebbe a circa 335mila euro, in Francia a 270mila, nel Regno Unito a 245mila e in Germania a 115mila.[6]
L’andamento del gettito ha del resto rispecchiato fedelmente le modifiche alla ISD approvate nel corso degli ultimi trent’anni. L’ISD venne introdotta in Italia a partire dal 1991, con aliquote progressive comprese tra il 3 e il 33 per cento e una franchigia complessiva di 250 milioni di lire. Nel 2000 il Governo Amato ridusse fortemente la portata dell’imposta, passando da una franchigia unica complessiva a franchigie per ciascun beneficiario (ognuna del valore di 350 milioni di lire) e riducendo le aliquote all’intervallo attuale del 4-8 per cento (senza più alcuna progressività). Dopo questo primo ridimensionamento, l’imposta fu poi completamente abolita nel 2001 dal Governo Berlusconi e infine, nel 2006, il Governo Prodi reintrodusse la ISD sul modello di quella in vigore prima dell’abolizione (aliquote basse e franchigie individuali elevate), con una struttura rimasta invariata fino ad oggi.[7] Coerentemente con questa evoluzione, i dati OCSE mostrano per l'Italia un gettito di circa 1 miliardo di euro nel 2000-2001, gettito che si è poi progressivamente azzerato tra il 2002 e il 2006 ed è infine risalito a 820 milioni nel 2018, come ricordato sopra.
I pro e i contro dell’imposta
Come accade per ogni imposta, anche nel caso della ISD esistono argomentazioni teoriche a favore e contro un suo rafforzamento.[8] Da un lato, si sostiene che un’imposta di successione molto elevata ridurrebbe gli incentivi ad accumulare ricchezza poiché una quota maggiore di questa ricchezza finirebbe allo Stato invece che ai propri figli e nipoti e avrebbe quindi un effetto negativo sui tassi di risparmio e sull’offerta di lavoro, soprattutto negli ultimi anni prima della pensione; in secondo luogo, potrebbe incoraggiare uno spostamento di capitali all’estero, verso paesi con una tassazione della ricchezza più bassa. Dall’altro lato, ci sono diverse considerazioni (non solo “morali”) a sostegno di un aumento dell’imposizione sulle grandi eredità: un aumento della ISD può essere infatti visto come un tentativo di limitare una eccessiva concentrazione di ricchezza nelle mani di poche famiglie e di favorire quindi una maggiore “uguaglianza delle opportunità” (o “uguaglianza dei punti di partenza”, a prescindere dalla famiglia in cui si nasce); inoltre, ricevere risorse ingenti potrebbe scoraggiare l’impegno dell’erede in attività lavorative a tal punto da legittimare un prelievo adeguato sui trasferimenti di ricchezza più significativi. In ogni caso, l’imposta di successione è meno distorsiva dell’imposta personale sui redditi, in quanto l’effetto di scoraggiamento dell’attività lavorativa è meno rilevante.
Nel valutare i pro e contro dell’imposta, occorre tenere conto che una buona parte delle ricchezze di grandi dimensioni sono detenute all’estero, spesso celate al fisco tramite mandati fiduciari o trust funds, e che la tassa tende a colpire soprattutto le proprietà immobiliari del ceto medio. Vi sono infatti vari modi attraverso i quali le persone meglio attrezzate dal punto di vista finanziario possono eludere l’imposta. Per le proprietà immobiliari, per esempio, un modo di evitare l’imposta è quello di intestare la nuda proprietà di un’abitazione a uno dei futuri eredi, mantenendo soltanto l’usufrutto. Analogamente, cointestando al coniuge o ai figli i propri conti correnti è possibile escludere dal valore dell’asse ereditario una parte della propria ricchezza finanziaria. Infine, ad avvantaggiare soprattutto le famiglie più ricche interviene anche l’esclusione delle aziende e delle quote di controllo di società dall’asse ereditario: questa esenzione, presente in Italia e in varie forme anche in altri paesi europei, è motivata dall’idea che, in caso di imposizione, ci sarebbe un forte incentivo a non quotare in borsa le società per poter sfuggire al fisco. Scoraggiare la quotazione delle società avrebbe probabilmente effetti negativi tali da giustificare questa esenzione, ma ciò comporta che buona parte della ricchezza dei “veri ricchi” non sia soggetta tassazione e possa quindi essere interamente trasmessa da una generazione all’altra. L’esenzione è motivata anche dalla considerazione che per le piccole imprese famigliari l’imposta potrebbe obbligare gli eredi a liquidare la società.
Conclusioni
Qualunque dibattito sulla ISD deve necessariamente tenere conto di queste differenti argomentazioni. Da un lato l’imposta può essere uno strumento di equità sociale ed è meno distorsiva delle imposte sui redditi, dall’altro è difficile evitare che essa, non potendo incidere sulle quote societarie e sui beni nascosti all’estero, finisca per incidere soprattutto sulle proprietà immobiliari del ceto medio e sia percepita come una “tassa sulle disgrazie” in quanto tende a colpire i beni di coloro che muoiono prematuramente, prima di avere potuto sistemare gli affari di famiglia. Nel caso dell’Italia, però, l’esempio dei paesi europei a noi più simili per caratteristiche socioeconomiche suggerisce che aumentare il gettito derivante da questo tipo di imposta è possibile. Una proposta ragionevole potrebbe essere quella di mantenere franchigie sufficientemente elevate, in modo tale da evitare che la tassazione ricada prevalentemente sulle proprietà immobiliari del ceto medio, ma al tempo stesso aumentare le aliquote (e la loro progressività) sui trasferimenti più grandi: ciò potrebbe verosimilmente consentire di incassare di più e di rafforzare il carattere redistributivo della ISD, come già suggerito tra gli altri anche da Visco (2019).[9] Inoltre, per far sì che l’imposta di successione non venga percepita come una “tassa sulle disgrazie”, si potrebbero prevedere aliquote più basse o franchigie più elevate (come già avviene in Spagna e in Germania) nel caso di eredità ricevute da figli minorenni o comunque non autosufficienti.[10]
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)
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)
[1] La normativa ad oggi in vigore è dettata dal “Testo Unico delle disposizioni concernenti l'imposta sulle successioni e donazioni” (D.lgs. 346/1990), come vigente alla data del 24 ottobre 2001 e come modificato dalle seguenti leggi: L. 286/2006, L. 296/2006 e L. 244/2007.
[2] Va ricordato anche che, in caso di trasferimenti effettuati in favore di soggetti portatori di handicap, qualunque sia il grado di parentela la franchigia che si applica è pari a 1,5 milioni di euro.
[3] Nel caso di successione o donazione di beni immobili, tutti i contribuenti sono sempre tenuti a versare due imposte accessorie (anche qualora la ISD non fosse dovuta): l’imposta ipotecaria, pari al 2 per cento del valore dell’immobile, e l’imposta catastale, pari all’1 per cento del valore dell’immobile (per la prima casa entrambe le imposte sono fisse a 200 euro ciascuna).
[4] Il valore catastale si ottiene moltiplicando la rendita attribuita dal Catasto a ciascun immobile per i coefficienti di aggiornamento applicabili caso per caso.
[5] Per l’imposta sulle successioni, i dati del MEF segnalano che nel 2017 soltanto 56mila passaggi di eredità (su un totale di quasi 650mila decessi) hanno richiesto un versamento a titolo di imposta di successione.
[6] In Spagna aliquote e franchigie sono disciplinate a livello nazionale, ma ogni regione può decidere di modificarle a proprio piacimento per ridurre l’imposizione. In questo esempio, così come nella Tavola 1, abbiamo considerato per semplicità la disciplina nazionale.
[7] Si vedano D.lgs. 346/1990, L. 342/2000, L. 383/2001 e L. 286/2006.
[8] Le argomentazioni esposte qui di seguito fanno riferimento a una imposta sulle successioni, ma considerazioni analoghe possono essere fatte anche per l’imposta sulle donazioni. Per una sintesi della letteratura in materia si vedano: Rudnick, R.S. e Gordon, R.K. (1996), “Taxation of Wealth”, in Tax Law Design and Drafting (vol. 1, International Monetary Fund, 1996, Victor Thuronyi ed.); OECD (2018), The Role and Design of Net Wealth Taxes in the OECD, OECD Tax Policy Studies, No. 26, OECD Publishing, Paris.
[9] Visco (2019), Promemoria per una riforma fiscale, Politica Economica, XXXV(1), 131-154.
[10] In Spagna, la franchigia per i figli aumenta di 4mila euro per ogni anno al di sotto dei 21, fino ad un massimo di 48mila euro. In Germania, viene riconosciuta una franchigia addizionale di 52mila euro per i figli al di sotto dei 5 anni, che decresce fino a 10mila euro per i figli di età compresa tra i 20 e i 27 anni.