INDICE
1.News
2. NORMATIVA FISCALE
2.1 Normativa fiscale
Articolo 85 del Tuir - Ricavi (contributi in conto esercizio)
Articolo 88 del Tuir - Sopravvenienze attive (contributi in conto capitale)
2.1.1 Riepilogo normativa fiscale (Agenzia delle entrate risposta nr.6 del 12/1/2024)
2.1.2 Riepilogo normativa fiscale (Agenzia delle entrate Risposta 494 del 21/10/2020)
2.2. Riepilogo normativa fiscale (Sentenza Cassazione Civile n.781 del 14/1/2011)
3. Oic16 - Contributi in Conto Impianti
4.1 REGOLA GENERALE SULLA TASSAZIONE
4.1.1 Regola generale sulla tassazione
4.1.2 Credito d'imposta mezzogiorno e sisma
4.2 I CONTRIBUTI CHE NON SONO TASSATI
4.2.1 Credito d'imposta R.&S.
4.2.2 Credito d'imposta beni strumentali (industria 4.0)
5. Contabilizzazione
6. I contributi COVID non sono tassati
7. Piani di investimento complessi (legge 488/92 - Risoluzione - Agenzia delle entrate n.100 del 29/3/2002)
8. COMPETENZA
OIC16 la competenza dei contributi in conto impianti
Agenzia delle Entrate - Risoluzione 494 del 21/10/2020
8.1 Corte di cassazione, sezione tributaria n.12831 del 4 settembre 2002
Credito d'Imposta mezzogiorno e sisma
Contributi in conto esercizio, il principio di competenza (Sentenza Cassazione Civile n.781 del 14/1/2011)
CONTRIBUTI IN CONTO IMPIANTI
I contributi in conto impianti non sono definiti nel tuir
SOLO I CONTRIBUTI IN CONTO CAPITALE SONO TASSATI PER CASSA
9. CASISTICHE
Sabatini
Articolo 109 del Tuir - competenza
Legge 488/92 (contributi misti)
9.2 Legge 488 - (Risoluzione Agenzia Entrate n.100 del 29.3.2002)
9.1 Credito d'imposta mezzogiorno e sisma
1. NEWS
4342 - La tassazione dei contributi misti; conto capitale, conto impianti e conto esercizio (Agenzia delle entrate risoluzione 100E del 29.3.2002)
4263 - Il principio generale della non tassazione dei contributi Covid è stabilito dall'art.10 Bis del Decreto Legge 28 ottobre 2020, nr.137
4106 - Tassazione dei contributi, quadro normativo di riferimento (Agenzia delle Entrate - Risposta 494 del 21/10/2020)
3994 - Legge Sabatini: contabilizzazione e tassazione del contributo
2.1 NORMATIVA FISCALE
1. CONTRIBUTI IN CONTO ESERCIZIO, sono destinati a fronteggiare esigenze di gestione
Quelli che rientrano nella previsione dell'articolo 85 Tuir
Art. 85
Ricavi
1. Sono considerati ricavi:
....
g) i contributi in denaro, o il valore normale di quelli, in
natura, spettanti sotto qualsiasi denominazione in base a contratto;
h) i contributi spettanti esclusivamente in conto esercizio a
norma di legge.
L’elemento distintivo tra i contributi spettanti “in base a contratto” e quelli spettanti “a norma di legge” risiede nel fatto che i
primi hanno natura corrispettiva, mentre i secondi sono svincolati da rapporti contrattuali di natura sinallagmatica, ma sono riconducibili
a specifiche disposizioni normative che ne regolano l’erogazione.
COMPETENZA
Come tutti i ricavi concorrono a formare il reddito d'impresa per competenza (articolo 109, comma 1, TUIR), ovvero nell'esercizio
in cui è sorto con certezza il diritto al relativo riconoscimento.
Dispositivo dell'art. 109 TUIR
1. I ricavi, le spese e gli altri componenti positivi e negativi, per i quali le precedenti norme della presente Sezione non dispongono
diversamente, concorrono a formare il reddito nell'esercizio di competenza; tuttavia i ricavi, le spese e gli altri componenti di cui
nell'esercizio di competenza non sia ancora certa l'esistenza o determinabile in modo obiettivo l'ammontare concorrono a formarlo
nell'esercizio in cui si verificano tali condizioni.
2. CONTRIBUTI IN CONTO CAPITALE, sono finalizzati ad incrementare i mezzi patrimoniali dell'impresa, senza che la loro erogazione
sia collegata all'onere di effettuare uno specifico investimento
Art.88 del Tuir
Sopravvenienza attive
...
b) i proventi in denaro o in natura conseguiti a titolo di
contributo o di liberalita', esclusi i contributi di cui alle lettere
g) e h) del comma 1 dell'articolo 85 e quelli per l'acquisto di beni
ammortizzabili indipendentemente dal tipo di finanziamento adottato.
Tali proventi concorrono a formare il reddito nell'esercizio in cui
sono stati incassati o in quote costanti nell'esercizio in cui sono
stati incassati e nei successivi ma non oltre il quarto......
I CONTRIBUTI IN CONTO IMPIANTI NON SONO DEFINITI NEL TUIR
L'art.88 nega ai contributi per l'acquisto di beni ammortizzabili (contributi in conto impianti) la natura di sopravvenienza attiva; essi non trovano una specifica disposizione all'interno del Tuir quindi non possono non seguire, dati i principi generali esistente in
in tema di reddito d'impresa, le scelte operate sul piano civilistico (art.83 del Tuir). In tal senso si è espressa anche l'amministrazione finanziaria con la Risoluzione nr.100 del 2002 relativa alla legge 488
Fonte: Testo unico imposte sui redditi (commentario Ipsoa , pag.1595)
Per quanto riguarda i contributi in conto impianti occorre notare l'assenza nel TUIR di una disposizione ad hoc a seguito delle modifiche recate dalla legge 27.12.1997, n.449 con cui fu eliminata
dall'art.76 (ora 110) comma 1, lett. s) del Tuir la locuzione "al lordo...degli eventuali contributi" riferita alla determinazione del costo fiscale dei beni ammortizzabili. Poichè nel sistema previgente
si precisava espressamente che il costo fiscale dei beni doveva essere assunto al lordo di eventuali contributi, con l'abrogazione
di tale locuzione il legislatore intese sancire che il costo fiscale di un bene deve essere assunto al netto dei contributi ad esso afferenti.
Occorre comunque riferire della diversa interpretazione suggerita dall'Assonime (ctd. circ. n.39/2000, p.56) che ha osservato - in maniera non infondata - come le modifiche apportate all'art.76 (ora 110)
dalla legge n.449/1997 sarebbero state semplicemente funzionali a facilitare l'applicazione delle regole della contabilizzazione dei contributi in conto impianti, escludendo così in toto l'incidenza dei
contributi sul costo fiscale dei beni cui ineriscono. Pertanto, per i contributi in conto impianti non contabilizzati a diretta riduzione del costo del bene, l'obbligo di far concorrere dette componenti
alla formazione del reddito d'impresa imponibile in stretta correlazione con il relativo processo di accertamento discenderebbe direttamente dalle regole generali in tema di determinazione (quali il
principio di derivazione e quello di competenza), e non dalle regole sulla formazione del costo fiscale di cui all'art.110.
Art. 110 del Tuir
1. Agli effetti delle norme del presente capo che fanno riferimento al costo dei beni senza disporre diversamente:
a) il costo è assunto al lordo delle quote di ammortamento già dedotte;
AGENZIA DELLE ENTRATE - Risoluzione 494 del 21/10/2020
1. I ricavi, le spese e gli altri componenti positivi e negativi, per i quali le precedenti norme della presente Sezione
non dispongono diversamente, concorrono a formare il reddito nell'esercizio di competenza; tuttavia
i ricavi, le spese e gli altri componenti di cui nell'esercizio di competenza non sia ancora certa l'esistenza o determinabile
in modo obiettivo l'ammontare concorrono a formarlo nell'esercizio in cui si verificano tali condizioni.
CONTRIBUTI IN CONTO IMPIANTIsono quelle concessi in relazione all'acquisto di beni ammortizzabili.
AGENZIA DELLE ENTRATE - Risoluzione 494 del 21/10/2020
I contributi concessi specificamente in relazione all’acquisto di beni ammortizzabili, i c.d. «contributi
in conto impianti», non generano né sopravvenienze attive né ricavi, bensì rilevano in diminuzione del
costo fiscalmente riconosciuto del cespite cui afferiscono. Ciò significa che contributi in conto impianti non assumono
autonoma rilevanza fiscale ma devono essere ripartiti in base alla vita utile del bene per il quale sono
stati concessi. Tale obiettivo può essere raggiunto, secondo quanto indicato dal principio contabile
OIC 16 paragrafo 88, lettere a) e b)
CONSIDERAZIONI COMUNI AI TRE CONTRIBUTI
AGENZIA DELLE ENTRATE - Risoluzione 494 del 21/10/2020
Come precisato con la risoluzione 22 gennaio 2010, n. 2/E, si deve tenere presente che il criterio distintivo tra ciascun tipo di contributo consiste
nella finalità per la quale viene assegnato, desumibile dalle singole leggi agevolative: i contributi in «conto esercizio» sono destinati a fronteggiare
esigenze di gestione; i contributi in «conto capitale» sono finalizzati ad incrementare i mezzi patrimoniali dell’impresa, senza che la loro erogazione
sia collegata all’onere di effettuare uno specifico investimento; mentre i contributi in «conto impianti» sono erogati con il vincolo di acquisire o
realizzare beni strumentali ammortizzabili, ai quali vengono parametrati
2.1.1 RIEPILGO NORMATIVA FISCALE (Agenzia delle entrate - Risposta nr.6 del 12/1/2024)
Ai fini delle imposte dirette, ai sensi dell'articolo 85, comma 1, del Testo unico
delle imposte sui redditi, approvato con decreto del Presidente della Repubblica 22
dicembre 1986, n. 917 (Tuir), «sono considerati ricavi (...):
g) i contributi in denaro, o il valore normale di quelli, in natura, spettanti sotto
qualsiasi denominazione in base a contratto;
h) i contributi spettanti esclusivamente in conto esercizio a norma di legge».
I contributi in conto capitale, diversamente, sono disciplinati dal comma 3,
dell'articolo 88 del Tuir, in base al quale «Sono inoltre considerati sopravvenienze attive
(...):
b) i proventi in denaro o in natura conseguiti a titolo di contributo o di liberalità,
esclusi i contributi di cui alle lettere g) e h) del comma 1 dell'articolo 85 e quelli per
l'acquisto di beni ammortizzabili indipendentemente dal tipo di finanziamento adottato».
I contributi disciplinati dalla norma richiamata, definiti «in conto capitale»,
non sono correlati a specifici fattori produttivi (siano essi di esercizio che a fecondità
ripetuta) consistendo in un generico potenziamento dell'apparato produttivo dell'impresa
beneficiaria e, di conseguenza, assumono rilevanza fiscale, come sopravvenienze, nel
momento in cui entrano nella disponibilità materiale e giuridica del percettore.
Tali contributi concorrono al reddito interamente nell'esercizio in cui sono stati
conseguiti ovvero, a scelta del contribuente, nell'esercizio stesso e nei successivi ma non
oltre il quarto in quote costanti.
I contributi concessi specificamente in relazione all'acquisto di beni
ammortizzabili, definiti «contributi in conto impianti», non generano né sopravvenienze
attive né ricavi, bensì rilevano in diminuzione del costo fiscalmente riconosciuto del
cespite cui afferiscono.
Tale obiettivo può essere raggiunto, secondo quanto indicato dal principio
contabile OIC 16 paragrafo 88, lettere a) e b).
Come precisato con la risoluzione 22 gennaio 2010, n. 2/E, si deve tenere presente
che il criterio distintivo tra ciascun tipo di contributo consiste nella finalità per la quale
viene assegnato, desumibile dalle singole leggi agevolative:
- i contributi in «conto esercizio» sono destinati a fronteggiare esigenze di
gestione;
- i contributi in «conto capitale» sono finalizzati ad incrementare i mezzi
patrimoniali dell'impresa,senza che la loro erogazione sia collegata all'onere di effettuare
uno specifico investimento; mentre
i contributi in «conto impianti» sono erogati con il vincolo di acquisire o
realizzare beni strumentali ammortizzabili, ai quali vengono parametrati.
2.1.2 RIEPILOGO NORMATIVA FISCALE (Agenzia delle entrate - Risposta n.494 del 21 ottobre 2020)
Al riguardo, si rileva che ai fini delle imposte dirette, ai sensi dell’articolo
85, comma 1, del Testo unico delle imposte sui redditi, approvato con decreto del
Presidente della Repubblica 22 dicembre 1986, n. 917, (Tuir), «sono considerati
ricavi (...):
g) i contributi in denaro, o il valore normale di quelli, in natura, spettanti
sotto qualsiasi denominazione in base a contratto;
h) i contributi spettanti esclusivamente in conto esercizio a norma di
legge».
Icontributi in conto capitale, diversamente, sono disciplinati dal comma 3,
dell’articolo 88 del Tuir, in base al quale «Sono inoltre considerati
sopravvenienze attive (…):
b) i proventi in denaro o in natura conseguiti a titolo di contributo o di
liberalità, esclusi i contributi di cui alle lettere g) e h) del comma 1 dell’articolo
85e quelli per l’acquisto di beni ammortizzabili indipendentemente dal tipo di
finanziamento adottato».
I contributi disciplinati dalla norma richiamata, definiti«in conto
capitale», non sono correlati a specifici fattori produttivi (siano essi di esercizio
che a fecondità ripetuta) consistendo in un generico potenziamento dell’apparato
produttivo dell’impresa beneficiaria e, di conseguenza, assumono rilevanza
fiscale - come sopravvenienze - nel momento in cui entrano nella disponibilità
materiale e giuridica del percettore.
Tali contributi, concorrono al reddito interamente nell’esercizio in cui
sono stati conseguiti ovvero, a scelta del contribuente, nell’esercizio stesso e nei
successivi ma non oltre il quarto in quote costanti.
I contributi concessi specificamente in relazione all’acquisto di beni
ammortizzabili, i c.d. «contributi in conto impianti», non generano né
sopravvenienze attive né ricavi, bensì rilevano in diminuzione del costo
fiscalmente riconosciuto del cespite cui afferiscono.
Ciò significa che contributi in conto impianti non assumono autonoma
rilevanza fiscale ma devono essere ripartiti in base alla vita utile del bene per il
quale sono stati concessi.
Tale obiettivo può essere raggiunto, secondo quanto indicato dal principio
contabile OIC 16 paragrafo 88, lettere a) e b).
Come precisato con la risoluzione 22 gennaio 2010, n. 2/E, si deve tenere
presente che il criterio distintivo tra ciascun tipo di contributo consiste nella
finalità per la quale viene assegnato, desumibile dalle singole leggi agevolative: i
contributi in «conto esercizio» sono destinati a fronteggiare esigenze di gestione;
i contributi in «conto capitale» sono finalizzati ad incrementare i mezzi
patrimoniali dell’impresa, senza che la loro erogazione sia collegata all’onere di
effettuare uno specifico investimento; mentre i contributi in «conto impianti»
sono erogati con il vincolo di acquisire o realizzare beni strumentali
ammortizzabili, ai quali vengono parametrati.
2.2 RIEPILOGO NORMATIVA FISCALE (Sentenza Cassazione Civile n.781 del 14/1/2011)
Il D.P.R. 22 dicembre 1986, n. 917, art. 55, comma 3, lett. b), nel testo vigente ratione temporis, prevede: Sono considerate sopravvenienze attive:
b) i proventi in denaro o in natura conseguiti a titolo di contributo o di liberalità, esclusi i contributi di cui all’art. 53, comma 1, lett. e) e f) e quelli per l’acquisto di beni ammortizzabili indipendentemente dal tipo di finanziamento adottato. Tali proventi concorrono a formare il reddito nell’esercizio in cui sono stati incassati o in quote costanti nell’esercizio in cui sono stati incassati e nei successivi ma non oltre il quarto.
La scienza economica tradizionalmente distingue tra contributi in conto esercizio, contributi in conto impianti e contributi in conto capitale.
Sono considerati contributi in conto esercizio quelli destinati a fronteggiare esigenze di gestione, cioè a coprire spese correnti di esercizio.
Essi trovano la loro disciplina fiscale nel D.P.R. n. 917 del 1986, art. 85, lett. g) ed h) (già art. 53, comma 1, lett. e) e f)).
In particolare, l’art. 53 predetto individua due fattispecie di contributi considerati ricavi:
- contributi, in denaro o in natura, spettanti sotto qualsiasi denominazione in base a contratto;
- contributi spettanti esclusivamente in conto esercizio svincolati da rapporti contrattuali ed erogati in base a specifiche disposizioni di legge indipendentemente dalla natura pubblica o privata del soggetto che li eroga i contributi in conto esercizio, sia fiscalmente che civilisticamente, rilevano nell’esercizio di competenza.
I contributi in conto esercizio sono tassati come ricavi e si considerano di competenza dell’esercizio in cui è sorto con certezza il diritto a percepirli (notificazione del provvedimento concessivo, se recettizio, ovvero pubblicazione, se non recettizio, avveramento della condizione, se condizionati, ecc.).
I contributi in conto impiantisono contributi finalizzati all’acquisizione di beni materiali o immateriali ammortizzabili ai sensi del D.P.R. n. 917 del 1986, artt. 102 e 103 (ex artt. 67 e 68), qualunque sia la modalità di erogazione degli stessi: attribuzione di somme in denaro, riconoscimenti di crediti di imposta o altro.
Dopo le modifiche apportate al D.P.R. n. 917 del 1986, art. 88 (ex art. 55), i contributi in conto impianti non costituiscono più sopravvenienze attive.
Tali contributi concorrono alla formazione del reddito di impresa nella stessa misura in cui il costo dei beni ammortizzabili cui fanno riferimento concorre a formare il reddito sotto forma di quote di ammortamento deducibili.
Le modalità attraverso le quali i suddetti contributi concorrono alla formazione del reddito di impresa si differenziano a seconda della tecnica adottata per la loro contabilizzazione:
- se il contributo è stato portato in diretta diminuzione del costo storico del bene ammortizzabile cui inerisce, concorre alla formazione del reddito di impresa sotto forma di minori quote di ammortamento deducibili calcolate direttamente sul costo del bene ammortizzabile al netto del contributo stesso;
- se, invece, il contributo è stato contabilizzato come ricavo anticipato da riscontare (risconto passivo), il contributo concorre a formare il reddito di impresa in stretta correlazione con il processo di ammortamento del bene cui il contributo è collegato, cioè in misura proporzionalmente corrispondente alle quote di ammortamento dedotte in ciascun esercizio.
I contributi in conto capitalesono contributi erogati per aumentare i mezzi patrimoniali dei soggetti beneficiari senza perciò che la loro concessione si correli all’onere dell’effettuazione di uno specifico investimento. Dal punto di vista fiscale i contributi in conto capitale sono disciplinati dal D.P.R. n. 917 del 1986, art. 88, comma 3 (ex art. 55), e ai sensi del predetto articolo, costituiscono sopravvenienze attive che concorrono a formare il reddito di impresa secondo il criterio di cassa. I contributi in conto capitale sono assoggettati a tassazione, dunque, nel periodo di imposta in cui sono effettivamente percepiti, salva la facoltà di assoggettare a tassazione tali contributi in un numero massimo di cinque quote di pari importo, a decorrere dal periodo di imposta in cui sono percepiti.
La scienza economica ha poi individuato la ulteriore categoria dei contributi misti, cioè concessi al fine generico di potenziare l’apparato produttivo, che in genere vengono qualificati quali contributi in conto capitale, in quanto mancherebbe una specifica correlazione con l’acquisto di beni ammortizzabili.
Pertanto contributi concessi in relazione a piani di investimento complessi che comprendono sia spese di acquisizione di beni strumentali ammortizzabili, sia spese di diversa natura, semprechè non ci siano dei criteri oggettivi che consentano la ripartizione del contributo tra le varie voci, l’intero importo del contributo stesso dovrebbe essere assoggettato alla disciplina dei contributi in conto capitale.
3.OIC16 - CONTRIBUTI IN CONTO IMPIANTI
Contributi pubblici commisurati al costo delle immobilizzazioni materiali (contributi in conto impianti)
86. I contributi in conto impianti sono somme erogate da un soggetto pubblico (Stato o enti pubblici) alla società per la realizzazione di iniziative dirette alla costruzione, riattivazione e ampliamento di immobilizzazioni materiali, commisurati al costo delle medesime. Sono contributi per i quali la società beneficiaria può essere vincolata a mantenere in uso le immobilizzazioni materiali cui essi si riferiscono per un determinato tempo, stabilito dalle norme che li concedono.I contributi in conto impianti sono riferiti e commisurati al costo dei cespiti e come tali partecipano direttamente o indirettamente alla formazione del risultato dell’esercizio secondo il criterio della competenza.
87. (COMPETENZA) I contributi in conto impianti sono rilevati nel momento in cui esiste una ragionevole certezza che le condizioni previste per il riconoscimento del contributo sono soddisfatte e che i contributi saranno erogati. Si iscrivono infatti in bilancio quando si tratta di contribuiti acquisiti sostanzialmente in via definitiva.
88. I contributi in conto impianti commisurati al costo delle immobilizzazioni materiali sono rilevati a conto economico con un criterio sistematico, gradualmente lungo la vita utile dei cespiti. Ciò può essere applicato con due metodi:a) con il primo metodo (metodo indiretto) i contributi sono portati indirettamente a riduzione del costo in quanto imputati al conto economico nella voce A5 “altri ricavi e proventi”, e quindi rinviati per competenza agli esercizi successivi attraverso l’iscrizione di “risconti passivi”;b) con il secondo metodo (metodo diretto) i contributi sono portati a riduzione del costo delle immobilizzazioni materiali cui si riferiscono.Con il primo metodo sono imputati al conto economico, da un lato, gli ammortamenti calcolati sul costo lordo delle immobilizzazioni materiali, dall’altro, gli altri ricavi e proventi per la quota di contributo di competenza dell’esercizio.Con il secondo metodo sono imputati al conto economico solo gli ammortamenti determinati sul valore dell’immobilizzazione materiale al netto dei contributi.L’iscrizione del contributo in apposita voce tra i risconti passivi, da ridursi ogni periodo con accredito al conto economico, lascia inalterato il costo dell’immobilizzazione, ma produce gli stessi effetti sull’utile dell’esercizio e sul patrimonio netto della contabilizzazione del contributo come riduzione del costo.
4.1 REGOLA GENERALE SULLA TASSAZIONE
Tutti i contributi sono tassati salvo che la irrilevanza fiscale non sia stabilita dalla norma che istituisce la singola agevolazione.
4.2 I CONTRIBUTI CHE NON SONO TASSATI
4.2.1 CREDITO D'IMPOSTA R.&S.
Legge n.160 del 27/12/2019
204. Il credito d’imposta spettante è utilizzabile esclusivamente in compensazione, ai sensi dell’articolo 17 del decreto legislativo 9 luglio 1997, n. 241, in tre quote annuali di pari importo, a decorrere dal periodo d’imposta successivo a quello di maturazione, subordinatamente all’avvenuto adempimento degli obblighi di certificazione previsti dal comma 205. Al solo fine di consentire al Ministero dello sviluppo economico di acquisire le informazioni necessarie per valutare l’andamento, la diffusione e l’efficacia delle misure agevolative disciplinate dai commi da 198 a 207, anche in funzione del perseguimento degli obiettivi generali indicati al comma 184, le imprese che si avvalgono di tali misure effettuano una comunicazione al Ministero dello sviluppo economico. Con apposito decreto direttoriale del Ministero dello sviluppo economico sono stabiliti il modello, il contenuto, le modalità e i termini di invio della comunicazione. Il credito d’imposta non può formare oggetto di cessione o trasferimento neanche all’interno del consolidato fiscale. Non si applicano i limiti di cui all’articolo 1, comma 53, della legge 24 dicembre 2007, n. 244, e di cui all’articolo 34 della legge 23 dicembre 2000, n. 388. Il credito d’imposta non concorre alla formazione del reddito d’impresa né della base imponibile dell’imposta regionale sulle attività produttive e non rileva ai fini del rapporto di cui agli articoli 61 e 109, comma 5, del testo unico di cui al decreto del Presidente della Repubblica 22 dicembre 1986, n. 917. Il credito d’imposta è cumulabile con altre agevolazioni che abbiano ad oggetto i medesimi costi, a condizione che tale cumulo, tenuto conto anche della non concorrenza alla formazione del reddito e della base imponibile dell’imposta regionale sulle attività produttive di cui al periodo precedente, non porti al superamento del costo sostenuto.
4.2.2 CREDITO D'IMPOSTA BENI STRUMENTALI (INDUSTRIA 4.0)
Comma 1059 dell'art.1 della legge 178/2020
Il credito d'imposta non concorre alla
formazione del reddito nonche' della base imponibile dell'imposta
regionale sulle attivita' produttive e non rileva ai fini del
rapporto di cui agli articoli 61 e 109, comma 5, del testo unico di
cui al decreto del Presidente della Repubblica 22 dicembre 1986, n.
5.CONTABILIZZAZIONE
FISCAL FOCUS 17/11/2020
Contributi in conto esercizio
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)
Contributi in conto impianti
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)
Contributo in conto capitale "sopravvenienza attiva"
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)
6.CONTRIBUTI COVID
I CONTRIBUTI COVID NON SONO TASSATI (articolo 10 Bis del Decreto Ristori - DL 137/2020)
“i contributi e le indennità di qualsiasi natura erogati in via eccezionale a seguito dell’emergenza epidemiologica
da Covid19 e diversi da quelli esistenti prima della medesima emergenza, da chiunque erogati e indipendentemente dalle
modalità di fruizione e contabilizzazione, spettanti ai soggetti esercenti impresa, arte o professione, nonché ai lavoratori
autonomi, non concorrono alla formazione del reddito imponibile ai fini delle imposte sui redditi e del valore della produzione
ai fini dell’imposta regionale sulle attività produttive (Irap) e non rilevano ai fini del rapporto di cui agli articoli 61 e 109,
comma 5, del testo unico delle imposte sui redditi, di cui al decreto del Presidente della Repubblica 22 dicembre 1986, n. 917”.
7. PIANI DI INVESTIMENTO COMPLESSI (legge 488/92)
Risoluzione dell'agenzia delle entrate n.100 del 29/3/2002 richiamata nella risposta nr.6 del 12/1/2024
A tal riguardo, si evidenzia che la risoluzione 29 marzo 2002, n. 100/E, relativa
alla natura e trattamento fiscale dei contributi percepiti dalle imprese in applicazione
della legge 19 dicembre 1992, n. 488, ha chiarito che già nelle istruzioni al modello
UNICO 99 Società di Capitali si era affermato la natura di contributi in conto impianti
in relazione a «contributi la cui concessione sia specificamente condizionata dalla
legge all'acquisizione di beni strumentali ammortizzabili, quale che sia la modalità
di erogazione degli stessi (attribuzione di somme in denaro, riconoscimento di crediti
d'imposta, ecc.)». La citata risoluzione specifica, inoltre, che nelle stesse istruzioni si
riteneva, senza riferimento ad una specifica legge di agevolazione, che «nelle ipotesi
di contributi accordati in relazione a piani di investimento complessi che comprendono
sia spese di acquisizione di beni strumentali ammortizzabili, sia spese di diversa natura
(spese per consulenze,studi di fattibilità, indagini di mercato, ecc.)sempreché non siano
inquadrabili tra i contributi in conto esercizio, si ritiene che, se il contributo non è
determinato come percentuale delle spese ammesse al beneficio o in base ad altri criteri
obiettivi che ne consentano la ripartizione tra l'una e l'altra categoria di spesa, l'intero
importo del contributo stesso va assoggettato alla disciplina della lett. b) del comma 3
dell'art. 55 del TUIR».
8.1 COMPETENZA (Corte di cassazione, sezione tributaria n.12831 del 4 settembre 2002)
Nel caso di erogazione del contributo da parte di un ente pubblico, rileva il momento in cui l'impresa ha avuto conoscenza dell'ammontare liquidato quale risulta dal decreto di liquidazione
Il motivo è fondato. I contributi dell'Azienda per gli Interventi sul Mercato Agricolo (AIMA) sono dovuti in presenza di
presupposti definiti dall'ordinamento comunitario, ma acquistano connotati di certezza e di determinabilità solo
attraverso il procedimento amministrativo, con il quale ne sono verificati i presupposti e liquidato l'ammontare. Non
può pertanto dubitarsi del fatto che, indipendentemente dall'identificazione di profili di discrezionalità tecnica, è solo
con l'emissione del decreto di liquidazione che il credito per i contributi diviene certo e liquido, e che pertanto è solo
nel relativo esercizio di competenza che essi concorrono a formare la base imponibile. La Commissione, pur
affermando di condividere questo principio, al quale si era attenuto il giudice di primo grado, ha poi
contraddittoriamente annullato la ripresa fiscale operata dall'Ufficio nell'anno di competenza.
Per questa parte la sentenza deve essere quindi cassata, con rinvio ad altra sezione della Commissione regionale
della Campania, la quale nel decidere, anche ai fini delle spese del presente giudizio di legittimità, si atterrà al
seguente principio di diritto:
in tema di individuazione dell'esercizio di competenza per l'iscrizione dei componenti positivi del reddito d'impresa
a norma dell'art. 75 d.P.R. 22 dicembre 1986 n. 917, il credito per i contributi dell'Azienda Agricola per gli Interventi
sul Mercato Agricolo (AIMA) concorre a formare il reddito nell'esercizio in cui è emesso il relativo decreto di
liquidazione.
9.1 CREDITO D'IMPOSTA MEZZOGIORNO E SISMA (Agenzia delle entrate - Risposta nr.85 del 5 marzo 2020)
Il contributo è tassato perchè la legge non la esclude in modo esplicito
In relazione al quesito sub 1, relativo alla rilevanza fiscale dell'agevolazione, la
citata circolare n. 34/E del 2016 ha precisato, al paragrafo 6, che:"In assenza di
un'espressa esclusione normativa il credito d'imposta in esame è da considerarsi
rilevante ai fini fiscali. Ciò comporta, tra l'altro, che tale credito, ai fini IRPEF, IRES
ed IRAP, è da considerarsi come contributo tassabile.
Naturalmente, le quote di ammortamento calcolate sui beni strumentali
agevolabili sono deducibili dal reddito d'impresa".
E' un contributo in conto impianti
Sulla natura del contributo in esame, sulla base delle precisazioni fornite dalla
risoluzione n. 241/E del 19 luglio 2002 in merito all'analogo credito d'imposta per
investimenti nelle aree depresse introdotto dall'articolo 8 della legge n. 388 del 2000,
si ritiene che l'agevolazione in questione, generata dall'acquisto di beni strumentali
nuovi, rientri nella categoria dei contributi in conto impianti.
Tassazione secondo il principio di competenza
Chiarita la natura del contributo quale contributo in conto impianti, sulla base
della scelta tra le tecniche di contabilizzazione dello stesso previste dai principi
contabili nazionali, atteso che l'articolo 66, comma 2, del TUIR rinvia alle regole
recate dall'articolo 102 dello stesso testo unico, resta ferma la rilevanza fiscale dei
predetti contributi sulla base del principio di competenza.
9.2 LEGGE 488 -(Risoluzione Agenzia Entrate n.100 del 29.3.2002)
Natura e trattamento fiscale dei contributi percepiti dalle imprese in applicazione della legge 19 dicembre 1992, n. 488
Risoluzione Agenzia Entrate n. 100 del 29.03.2002
Il KZ ha chiesto alla scrivente un parere in merito alla natura ed al trattamento fiscale dei contributi percepiti dalle imprese in applicazione della legge 19 dicembre 1992, n. 488.
La questione assume particolare rilevanza in relazione ai contributi percepiti nel periodo d'imposta in corso al 1 gennaio 1998, a seguito delle modifiche apportate dall'art. 21, comma 4, lettera b), della legge 27 dicembre 1997, n. 449 all'art. 55, comma 3, lettera b) del testo unico delle imposte sui redditi, approvato con decreto del Presidente della Repubblica 22 dicembre 1986, n. 917.
La disciplina fiscale dei contributi contenuta nell'art. 55, citato, improntata al principio di cassa, prevede specifiche deroghe, in relazione ai contributi in "conto esercizio" di cui all'art. 53, comma 1, lettere e) ed f), del TUIR e a "quelli per l'acquisto di beni ammortizzabili".
Secondo la disciplina ordinaria dettata dalla norma citata, il contributo costituisce una sopravvenienza attiva che concorre al reddito nell'esercizio in cui è incassato, ovvero in quote costanti nell'esercizio predetto e nei successivi ma non oltre il quarto.
Nel caso, invece, in cui il contributo è erogato per l'acquisto di beni ammortizzabili, in deroga alla disciplina ordinaria, concorrerà al reddito secondo un principio di competenza economica: se il contributo è contabilizzato a diretta riduzione del costo di acquisto del bene, concorrerà al reddito sotto forma di minori quote di ammortamento deducibili; se, invece, il bene è stato iscritto al lordo del contributo, questo concorrerà al reddito, in correlazione al processo di ammortamento dell'impianto stesso, sotto forma di quote di risconto.
Tale differente disciplina riflette, in sostanza, la qualificazione economica del contributo in "conto capitale" o in "conto impianti", laddove si considerano contributi in conto capitale quelli finalizzati in modo generico ad incrementare i mezzi patrimoniali dell'impresa, senza che la loro erogazione sia collegata all'onere dell'effettuazione di uno specifico investimento; sono, invece, contributi in conto impianti quelli la cui erogazione è subordinata all'acquisizione o realizzazione di beni strumentali ammortizzabili.
Nel sistema dell'art. 55 del TUIR, sono contributi in conto impianti, quelli "per l'acquisto di beni ammortizzabili", tutti gli altri contributi devono essere considerati in conto capitale, salvo quelli da considerare in conto esercizio ai sensi dell'art. 53.
Con riferimento ai contributi erogati ai sensi della legge n. 488/92, l'art. 4 del decreto del Ministro dell'Industria 20 ottobre 1995, n. 527 recante "modalità e procedure per la concessione ed erogazione delle agevolazioni in favore delle attività produttive nelle aree depresse del Paese", indica, in linea generale, che essi sono direttamente finalizzati all'acquisizione o alla realizzazione di "immobilizzazioni, come definite dagli articoli 2423 e seguenti del codice civile", specificando poi in dettaglio le spese ammissibili che possono essere ricondotte alle seguenti ipotesi:
a) progettazione, studi e oneri accessori alla realizzazione dell'investimento;
b) suolo aziendale;
c) opere murarie e assimilate;
d) macchinari, impianti e attrezzature;
e) programmi informatici;
f) brevetti.
Se si escludono le spese di cui ai punti a) e b), le altre spese si riferiscono, dal punto di vista fiscale, all'acquisizione o realizzazione di beni strumentali materiali e immateriali, ammortizzabili ai sensi degli articoli 67 e 68 del TUIR. Pertanto, i contributi che si riferiscono a tali spese, proprio in quanto direttamente finalizzate all'acquisto o alla realizzazione di beni strumentali ammortizzabili, materiali o immateriali, costituiscono sicuramente contributi in conto impianti.
Al riguardo, già nelle istruzioni al modello UNICO 99 - Società di Capitali (cfr. Appendice - pagina 99) si era affermato la natura di contributi in conto impianti in relazione a "contributi la cui concessione sia specificamente condizionata dalla legge all'acquisizione di beni strumentali ammortizzabili, quale che sia la modalità di erogazione degli stessi (attribuzione di somme in denaro, riconoscimento di crediti d'imposta, ecc.)."
Nelle stesse istruzioni si affermava, senza riferimento ad una specifica legge di agevolazione, che "nelle ipotesi di contributi accordati in relazione a piani di investimento complessi che comprendono sia spese di acquisizione di beni strumentali ammortizzabili, sia spese di diversa natura (spese per consulenze, studi di fattibilità, indagini di mercato, ecc.) semprechè non siano inquadrabili tra i contributi in conto esercizio, si ritiene che, se il contributo non è determinato come percentuale delle spese ammesse al beneficio o in base ad altri criteri obiettivi che ne consentano la ripartizione tra l'una e l'altra categoria di spesa, l'intero importo del contributo stesso va assoggettato alla disciplina della lett. b) del comma 3 dell'art. 55 del TUIR."
Per quanto riguarda specificamente i finanziamenti erogati ai sensi della legge n. 488/92, a parere della scrivente è possibile individuare il contributo proporzionalmente riferibile alle diverse tipologie di spese ammissibili.
Infatti, nella Scheda Tecnica da allegare alla richiesta di agevolazioni (cfr. allegato n. 12 alla circolare del Ministero delle Attività Produttive n. 900315 del 14 luglio 2000) al punto "B10 - Spese del programma (al netto dell'IVA) a fronte delle quali si richiedono le agevolazioni" è necessario indicare le spese programmate raggruppandole in diverse tipologie, tra cui le spese di progettazione, studio e assimilabili.
Il regime fiscale di tali spese dipenderà, in concreto, dalle modalità con le quali le stesse sono iscritte in bilancio, in relazione a scelte e valutazioni di carattere civilistico. Secondo corretti principi contabili tali spese, se ritenute oneri accessori all'acquisto del bene strumentale, come ad esempio le spese di progettazione, sono iscritti in bilancio unitamente al costo stesso del bene. Di conseguenza l'intero costo iscritto costituisce costo relativo ad un bene fiscalmente ammortizzabile e il relativo contributo deve essere considerato in conto impianti.
Diversamente tali spese, se non sono ritenute accessorie al costo di acquisto del bene, possono essere capitalizzate tra le immobilizzazioni immateriali, ad esempio le spese relative a studi di fattibilità e indagini di mercato possono essere iscritte in bilancio tra i "Costi di ricerca, di Sviluppo e di pubblicità", ovvero dedotte interamente nell'esercizio sulla base di differenti valutazioni. Nel primo caso, tali spese rientrano nella previsione dell'art. 74 del TUIR, come "Spese relative a più esercizi"; nel secondo caso, saranno oneri dell'esercizio deducibili sulla base del generale principio di competenza ed inerenza.
In entrambi i casi, i contributi ad esse riferibili concorreranno al reddito, secondo l'ordinario principio di cassa, non potendosi applicare le deroghe previste nella lettera b) del comma 3, dell'art. 55 del TUIR. Nel primo caso in quanto non costituiscono contributi "per l'acquisto di beni ammortizzabili"; nel secondo caso in quanto, la previsione dell'art. 53, comma 1, lettera f), si rende applicabile solo ai "contributi spettanti esclusivamente in conto esercizio" e non nell'ambito di un più ampio programma d'investimento, come quelli finanziati dalla legge n. 488/92.
Per quanto riguarda, infine, i contributi riferibili all'acquisto del suolo aziendale, considerato che i terreni non sono generalmente beni ammortizzabili, i contributi ad essi relativi potranno essere considerati in conto impianti, solo se l'acquisto del terreno è finalizzato, nell'ambito del medesimo progetto di investimento agevolato, alla costruzione di fabbricati industriali (edifici, strade, piazzali, ecc) ammortizzabili ai sensi del decreto ministeriale 31 dicembre 1988 concernente i coefficienti di ammortamento.