Calcolo credito d’imposta beni ammortizzabili DL 178/2020
1 - Premessa
2 - Beni soggetti a credito d’imposta
3 - Entità e utilizzo del credito d'imposta
3.1 Credito d’imposta 2022 legge n. 178/2020 - commi da 1051 a 1063
4 - A chi si rivolge
5 - Decadenza se si cedono i beni
6 - Codici Tributo F24
7 - Il trattamento contabile del credito d’imposta e riporto su quadro RU
8 - Calcolo credito d’imposta nel software GB
8.1 Requisiti di accesso
8.2 Maschera del calcolo
8.2.1 Tipologia beni e relativo credito (Legge n.178/20)
8.2.2 Credito d’imposta (nuovo, calcolo, elimina, storicizza, riepilogo credito)
8.2.2.1 Nuovo
8.2.2.2 Calcola
8.2.2.3 Elimina
8.2.2.4 Storicizza
8.2.2.5 Riepilogo Credito (invio a F24)
8.2.3 Stampe
1 - Premessa
L’articolo 1, comma 44, L. 234/2021 ha prorogato il credito d’imposta per gli investimenti in beni materiali e immateriali “4.0” realizzati fino al 31 dicembre 2025, o entro il 30 giugno 2026, a condizione che entro la data del 31 dicembre 2025 il relativo ordine risulti accettato dal venditore e sia avvenuto il pagamento di acconti in misura almeno pari al 20% del costo di acquisizione, e ha modificato l’intensità di aiuto.
Il credito d’imposta è utilizzabile esclusivamente in compensazione in tre quote annuali di pari importo.
I dati del credito d’imposta vanno esposti nel quadro RU, sezione I del modello Redditi 2023, distintamente in relazione alle diverse tipologie di beni agevolabili.
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2 - Beni soggetti a credito d’imposta
Sono agevolabili gli investimenti in:
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Beni strumentali materiali tecnologicamente avanzati (allegato A, legge 11 dicembre 2016, n. 232 - ex Iper ammortamento). Si tratta, di quei beni elencanti nell’allagato A (art.1, comma 9) della legge n.232 del 11 dicembre 2016, che contiene la lista di “Beni funzionali alla trasformazione tecnologica e digitale delle imprese secondo il modello Industria 4.0”.
Questa lista fa riferimento a beni strumentali il cui funzionamento è controllato da sistemi computerizzati o gestito tramite opportuni sensori e azionamenti, dotati delle caratteristiche necessarie ad abilitare l’intelligenza che caratterizza la fabbrica 4.0.
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Beni strumentali immateriali tecnologicamente avanzati funzionali ai processi di trasformazione 4.0 (allegato B, legge 11 dicembre 2016, n. 232, come integrato dall'articolo 1, comma 32, della legge 27 dicembre 2017, n. 205). Ovvero includono software, sistemi e system integration, piattaforme e applicazioni connessi a investimenti in beni materiali industria 4.0. Si considerano agevolabili anche le spese per servizi sostenute mediante soluzioni di cloud computing pe la quota imputabile per competenza
Per i beni tecnologicamente avanzati materiali e immateriali, le imprese sono tenute a produrre una perizia tecnica asseverata rilasciata da un ingegnere o da un perito industriale iscritti nei rispettivi albi professionali o un attestato di conformità rilasciato da un ente di certificazione accreditato, da cui risulti che i beni possiedono caratteristiche tecniche tali da includerli rispettivamente negli elenchi di cui ai richiamati allegati A e B e sono interconnessi al sistema aziendale di gestione della produzione o alla rete di fornitura. Per i beni di costo unitario di acquisizione non superiore a 300.000 euro è sufficiente una dichiarazione resa dal legale rappresentante.
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3 - Entità e utilizzo del credito d'imposta
3.1 Credito d’imposta 2023
Dal 1° gennaio 2023 e fino al 31 dicembre 2025, ovvero fino al 30 giugno dell’anno successivo a condizione che entro la data del 31 dicembre dell’anno in corso il relativo ordine risulti accettato dal venditore e sia avvenuto il pagamento di acconti in misura almeno pari al 20 per cento del costo di acquisizione.
Sono agevolabili gli investimenti in:
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beni materiali tecnologicamente avanzati (allegato A, legge 11 dicembre 2016, n. 232 - ex Iper ammortamento) per i quali sono riconosciute le aliquote agevolative pari a:
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20% del costo per la quota di investimenti fino a 2,5 milioni di euro;
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10% per la quota di investimenti oltre i 2,5 milioni di euro e fino a 2,5 milioni e fino a 10 milioni di euro;
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5% del costo, per la quota di investimenti superiori a 10 milioni di euro e fino al limite massimo di costi complessivamente ammissibili, pari a 20 milioni di euro.
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5% del costo per la quota di investimenti superiore a 10 milioni fino al limite massimo di costi complessivamente ammissibili pari a 50 milioni di euro degli investimenti inclusi nel PNRR, diretti alla realizzazione di obiettivi di transizione individuati con decreto del Ministro dello sviluppo economico, di concerto con il Ministro della transizione ecologica e con il Ministro dell’economia e delle finanze.
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beni strumentali immateriali tecnologicamente avanzati funzionali ai processi di trasformazione 4.0 (allegato B, legge 11 dicembre 2016, n. 232, come integrato dall'articolo 1, comma 32, della legge 27 dicembre 2017, n. 205), per i quali sono riconosciute le aliquote agevolative per anno pari a:
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2023: 20% del costo nel limite massimo dei costi ammissibili pari a 1 milione di Euro
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2024: 15% del costo nel limite massimo dei costi ammissibili pari a 1 milione di Euro
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2025: 10% del costo nel limite massimo dei costi ammissibili pari a 1 milione di Euro.
NB: si considerano agevolabili anche le spese per servizi sostenute mediante soluzioni di cloud computing per la quota imputabile per competenza.
Il comma 1059 chiarisce che il credito d’imposta in esame 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 dall’anno di avvenuta interconnessione dei beni per gli investimenti in beni materiali e immateriali Industria 4.0.
Se l’interconnessione di beni materiali avviene in un periodo d’imposta successivo a quello della loro consegna, è comunque possibile iniziare a fruire del credito d’imposta per la parte spettante.
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)
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4 - A chi si rivolge
Possono accedere al credito d’imposta tutte le imprese residenti in Italia, incluse le stabili organizzazioni di soggetti non residenti, indipendentemente dalla forma giuridica, dal settore economico di appartenenza, dalla dimensione e dal regime fiscale di determinazione del reddito.
La fruizione del beneficio è subordinata al rispetto delle normative sulla sicurezza nei luoghi di lavoro e al corretto versamento dei contributi previdenziali e assistenziali a favore dei lavoratori.
Sono escluse le imprese destinatarie di sanzioni interdittive (articolo 9, comma 2, Dlgs n. 231/2001) e quelle in stato di liquidazione volontaria, fallimento, liquidazione coatta amministrativa, concordato preventivo senza continuità aziendale o altra procedura concorsuale prevista dalla legge fallimentare (regio decreto n. 267/1942), dal Codice della crisi d’impresa e dell’insolvenza (Dlgs n. 14/2019) o da altre leggi speciali oppure che abbiano in corso un procedimento per la dichiarazione di una di queste situazioni.
Il credito d’imposta “Industria 4.0” non spetta agli esercenti arti e professioni.
Il comma 195 dell’articolo 1 della Legge 160/2019 (Legge di Bilancio 2020) prevede che:
“…le fatture e gli altri documenti relativi all’acquisizione dei beni agevolati devono contenere l’espresso riferimento alle disposizioni dei commi da 184 a 194. nel documento”.
In mancanza di tale dicitura l’Agenzia delle Entrate con la risposta all’interpello numero 438 del 5 ottobre 2020 ha chiarito che:
“la fattura sprovvista del riferimento all’articolo 1, commi da 184 a 197, della legge 27 dicembre 2019, n. 160, non è considerata documentazione idonea e determina, quindi, in sede di controllo la revoca della quota corrispondente di agevolazione”
Tuttavia, aziende e professionisti possono sanare l’eventuale assenza della dicitura di cui sopra, prima che inizino le attività di controllo dell’amministrazione finanziaria, attraverso le modalità che la stessa Agenzia delle Entrate ha indicato nell’interpello numero 438 ovvero:
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in caso di fattura elettronica:
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stampando il documento di spesa apponendo la predetta scritta indelebile e conservando il documento medesimo presso la sede aziendale;
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realizzando un’integrazione elettronica da unire all’originale e conservare insieme allo stesso.
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in caso di fattura cartacea:
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riportando la corretta dicitura da parte del soggetto acquirente sull’originale di ogni fattura, sia di acconto che di saldo, con scrittura indelebile, anche mediante l’utilizzo di un apposito timbro.
Dal 2021: Beni agevolabili ai sensi dell’articolo 1, commi 1051 – 1063, Legge 178 del 30.12.2020
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5 - Decadenza se si cedono i beni
Il credito (sia quello 4.0 che quello per investimenti ex superammortizzabili) viene ricalcolato al ribasso, in modo proporzionale, in caso di cessione o di destinazione a strutture estere dei beni agevolati entro il 31 dicembre del secondo anno seguente a quello di acquisto. Non si decade in caso di effettuazione di investimenti sostituivi (legge 205/2017 commi 35 e 36). Il maggior credito di imposta eventualmente già compensato in F24 rispetto a quello ricalcolato deve essere versato entro il termine per il saldo delle imposte dell’esercizio in cui è avvenuta la cessione. Non si applicano sanzioni o interessi.
**
Il comma 1060 disciplina le conseguenze della cessione dei beni oggetto degli investimenti agevolati.
In particolare, se entro il 31 dicembre del secondo anno successivo a quello di entrata in funzione o di interconnessione i beni agevolati sono ceduti a titolo oneroso o sono destinati a strutture produttive ubicate all’estero, anche se appartenenti allo stesso soggetto, il credito d’imposta è corrispondentemente ridotto escludendo dall’originaria base di calcolo il relativo costo.
Il maggior credito d’imposta eventualmente già utilizzato in compensazione deve essere direttamente riversato dal soggetto entro il termine per il versamento a saldo dell’imposta sui redditi dovuta per il periodo d’imposta in cui si verifichino le suddette ipotesi, senza applicazione di sanzioni e interessi.
Il beneficio non venga meno per le residue quote, come determinate in origine, purché nel medesimo periodo d’imposta del realizzo l’impresa:
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sostituisca il bene originario con un bene materiale strumentale nuovo avente caratteristiche tecnologiche analoghe o superiori a quelle previste dall’allegato A alla legge 11 dicembre 2016, n. 232;
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attesti l’effettuazione dell’investimento sostitutivo, le caratteristiche del nuovo bene e il requisito dell’interconnessione.
Di conseguenza, la sostituzione non determina la revoca dell’agevolazione, a condizione che il bene nuovo abbia caratteristiche tecnologiche analoghe o superiori a quelle previste dall’allegato A alla legge n. 232 del 2016 e che siano soddisfatte le condizioni documentali richieste dalla legge per l’investimento originario. Ove l’investimento sostitutivo sia di costo inferiore a quello del bene originario, ferme restando le altre condizioni oggettive e documentali richieste, il beneficio calcolato in origine deve essere ridotto in corrispondenza del minor costo agevolabile.
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6 - Codici Tributo F24
Il credito è utilizzabile in compensazione con F24 a decorrere dall'anno di avvenuta interconnessione dei beni (per gli investimenti di cui ai commi 1056,1057,1058).
Per consentire l’utilizzo in compensazione di tali crediti tramite il modello F24, da presentare esclusivamente tramite i servizi telematici resi disponibili dall’Agenzia delle Entrate, sono istituiti i seguenti codici tributo:
-
“6936” denominato “Credito d’imposta investimenti in beni strumentali nuovi di cui all’allegato A alla legge n. 232/2016 - art. 1, commi 1056 e 1057, legge n. 178/2020”;
-
“6937” denominato “Credito d’imposta investimenti in beni strumentali nuovi di cui all’allegato B alla legge n. 232/2016 - art. 1, comma 1058, legge n. 178/2020”.
La risoluzione precisa che in sede di compilazione del modello di pagamento F24, i suddetti codici tributo sono esposti nella sezione “Erario”, in corrispondenza delle somme indicate nella colonna “importi a credito compensati”, ovvero, nei casi in cui il contribuente debba procedere al riversamento del credito, nella colonna “importi a debito versati”.
Il campo “anno di riferimento” è valorizzato con l’anno di entrata in funzione ovvero di interconnessione dei beni, nel formato “AAAA”.
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7- Il trattamento contabile del credito d’imposta e riporto su quadro RU
Il nuovo credito d’imposta, introdotto dalla legge 178/2020, deve essere considerato contabilmente come un contributo in conto impianti. A dirlo era stata in passato la stessa Agenzia, con la risoluzione 241/E/2002, con cui aveva fornito alcuni chiarimenti in merito all’applicazione del credito d’imposta per gli investimenti nelle aree depresse (articolo 8 della legge 388/2000).
Sulla base delle indicazioni fornite dall’Agenzia delle Entrate è possibile quindi utilizzare una delle due seguenti modalità alternative di registrazione del contributo:
-
come ricavo anticipato, da imputare per quote di competenza al conto economico, in relazione alla durata degli ammortamenti dei beni agevolati, secondo la tecnica dei risconti;
-
rettificando il costo di ciascun bene agevolato per la quota di credito d’imposta maturato corrispondente al rapporto tra il costo sostenuto per l’acquisizione del bene stesso e il totale degli investimenti lordi, con conseguente calcolo degli ammortamenti sul costo al netto del contributo.
In altre parole, l’agenzia delle Entrate ipotizza, quindi, due tecniche contabili alternative:
1) la prima prevede il calcolo dell’ammortamento sul costo d’acquisto lordo (cioè non ridotto del credito d’imposta) e l’imputazione a ricavo non imponibile della quota parte del credito d’imposta imputabile all’esercizio, quest’ultima accompagnata da una corrispondente variazione in diminuzione in dichiarazione dei redditi che la sterilizza;
2) la seconda prevede il calcolo dell’ammortamento sul costo d’acquisto netto (cioè ridotto del credito d’imposta), cui va ad aggiungersi una variazione in diminuzione in dichiarazione dei redditi corrispondente alla quota parte del credito d’imposta imputabile all’esercizio o, più precisamente, una variazione in diminuzione determinata come differenza tra l’ammortamento calcolato sul costo al lordo e quello calcolato sul costo al netto del credito d’imposta.
In entrambi i casi, quindi, l’effetto fiscale è il medesimo. Qualora si adotti la modalità di determinazione dell’ammortamento civilistico sulla base sul costo d’acquisto lordo (cioè non ridotto del credito d’imposta) e l’imputazione a ricavo non imponibile della quota parte del credito d’imposta imputabile per competenza all’esercizio, sulla base del medesimo piano di ammortamento civilistico, dal punto di vista meramente operativo avremo:
-
modalità operative invariate per quanto riguarda la registrazione contabile dell’acquisto del bene;
-
modalità operative invariate per l’inserimento e il trattamento del bene a libro cespiti, compreso quindi il calcolo degli ammortamenti civilistici e fiscali.
GBsoftware, consiglia di utilizzare la prima tecnica contabile e per la rilevazione ai fini del conto economico di creare un apposito conto alla voce A0005C – Altri ricavi al ramo 7054 - Quote contrib.in c/capitale utilizz.
Irrilevanza fiscale
Il credito d’imposta investimenti in beni strumentali, per espressa previsione dell’articolo 1, comma 192, L. 160/2019, è fiscalmente irrilevante ovvero:
-
non concorre alla formazione della base imponibile ai fini delle imposte sui redditi
-
non concorre alla determinazione del valore della produzione ai fini IRAP
-
non rileva ai fini della determinazione della quota di interessi passivi deducibili ai sensi dell’articolo 61 del Tuir;
-
non rileva ai fini del rapporto di deducibilità dei componenti negativi di cui all’articolo 109, comma 5 del Tuir.
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8 - Calcolo credito d’imposta nel software GB
8.1 Requisiti di accesso
8.2 Maschera del calcolo
8.2.1 Tipologia beni e relativo credito (Legge n.178/20)
8.2.2 Credito d’imposta (calcolo, elimina, storicizza, riepilogo credito)
8.2.2.1 Nuovo
8.2.2.2 Calcola
8.2.2.3 Elimina
8.2.2.4 Storicizza
8.2.2.5 Riepilogo Credito (invio a F24)
8.2.3 Stampe
8.1 Requisiti di accesso
Per procedere al calcolo del nuovo credito d’imposta dal 2023 accedere al nuovo pulsante nella gestione cespiti, sezione dati per altre applicazioni, “Calcolo credito d’Imposta”.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.1/8.1.1.jpg)
Cliccando su
è possibile effettuare una verifica dei requisiti dei beni che rientrano nel calcolo del credito d'imposta dei beni strumentali per tutte le ditte presenti nel software.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.1/8.1.2.jpg)
La procedura può richiedere del tempo, alla fine, restituirà l’elenco delle ditte con i beni aventi i requisiti per eseguire il calcolo del credito d’imposta. E’ possibile stampare l’intero elenco oppure solo la lista delle ditte (check su visualizza solo codici ditta).
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.1/8.1.3.jpg)
Per accedere al calcolo del credito d’imposta è necessario aver impostato il gruppo/specie appartenente alla ditta previsti dalla “Tabella dei coefficienti di ammortamento” contenuta nel D.M. del Ministero delle Finanze del 31/12/19, altrimenti:
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.1/8.1.4.jpg)
Il calcolo del credito d’imposta previsto dalla legge di bilancio 2020, in base all’art.1 comma 186, è escluso per le imprese in stato di liquidazione volontaria, fallimento, liquidazione coatta amministrativa, concordato preventivo senza continuazione aziendale e per le imprese destinatario.
Pertanto, non sarà possibile accedervi:
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.1/8.1.5.jpg)
In tutti gli altri casi, anche per i professionisti, minimi o forfetari, accedendo si aprirà la maschera del calcolo del credito d’imposta che sarà suddivisa in due (professionisti – forfettari - minimi) o quattro tab (imprese) in base al regime contabile della ditta.
NB: in presenza di più codici attività, all’interno della gestione, saranno presenti tutti i beni dei codici attività con i requisiti del credito d'imposta. Il calcolo e l’invio dei crediti in F24 sarà unico.
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8.2 Maschera del calcolo
La maschera che viene visualizzata è composta dalla parte in alto della barra in due sezioni:
-
credito d’imposta (nuovo, calcolo, elimina, storicizza, riepilogo credito)
-
Informazioni: necessario effettuare il calcolo, beni storicizzati, è necessario inviare il credito d’imposta al F24 oppure i crediti d’imposta sono stati inviati al F24
e nella parte sottostante da 2 tab per il Calcolo del credito d'imposta legge n. 178/2020:
-
Beni materiali industria 4.0
-
Beni immateriali industria 4.0
Per ogni tab è presente la riga di ricerca e le seguenti colonne:
-
Escludi: permette di escludere i beni dal calcolo del credito d’imposta dei beni strumentali;
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Numero scheda: il numero di riferimento del bene nella gestione cespiti;
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Descrizione del bene: la descrizione presente nella scheda della gestione cespiti;
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Ord.Acc.to: check nel caso in cui per il bene sia stato accettato l’ordine e versato l’acconto del 20% entro il 31/12/2023;
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Data consegna: la data presente nella scheda della gestione cespiti;
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Data entrata in funzione: la data presente nella scheda della gestione cespiti;
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Data interconnessione: la data inserita nella scheda della gestione cespiti;
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Gruppo Allegato A: tabella contenente le tipologie di beni appartenenti all’allagato A della legge;
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PNRR: permette di indicare che il bene è incluso nel PNRR (Piano Nazionale di Ripresa e Resilienza)
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Importo del bene: il valore fiscale del bene presente nella scheda della gestione cespiti;
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Ru130/140: campo del qudro RU in cui viene riportato il valore del bene; Se i beni sono stati consegnati nell'anno del calcolo, allora sarà presente RU130, se consegnati nell'anno successivo ma è stato indicato il check 'ordine acc.to e acc.to pagato del 20% entro il 31/12/2023', allora sarà presente RU140;
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% del credito: la percentuale di credito dalla Legge n.178/20.
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Importo credito: il valore calcolato tra importo del bene e la % del credito;
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Numero quote: le quote in cui l’importo del credito in base al volume d’affari dovrà essere suddiviso;
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Quota annuale: il valore calcolato tra importo credito / il numero delle quote;
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Codice tributo: il codice da utilizzare in F24 per le varie tipologie di credito.
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Ru5_1/Ru5_2: campo del quadro RU in cui viene riportato il credito. Se i beni sono stati consegnati nell'anno del calcolo, allora sarà presente RU5_1, se consegnati nell'anno successivo ma è stato indicato il check 'ordine acc.to e acc.to pagato del 20% entro il 31/12/2023', allora sarà presente RU5_2;
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Riferimento Normativo: check valorizzato che identifica la presenza in fattura della dicitura del riferimento normativo previsto dalla legge. Questo permette di effettuare il calcolo del credito per tale bene e utilizzarlo in compensazione. In assenza di tale dicitura nella fattura il check dovrà essere tolto. Togliendo il check, il software avverte l’utente che in mancanza di tale dicitura in fattura, il bene dovrà essere escluso dal calcolo oppure, si provvede a sanare l’eventuale assenza della dicitura prima che le attività di controllo dell’amministrazione finanziaria iniziano i controlli.
Per sanare, come indicando dalla stessa Agenzia dell’Entrate nell’interpello n. 438, ci sono due modi, ovvero:
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In caso di fattura elettronica:
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stampando il documento di spesa apponendo la predetta scritta indelebile e conservando il documento medesimo presso la sede aziendale;
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realizzando un’integrazione elettronica da unire all'originale e conservare insieme allo stesso.
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In caso di fattura cartacea:
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riportando la corretta dicitura da parte del soggetto acquirente sull'originale di ogni fattura, con scrittura indelebile, anche mediante l’utilizzo di un apposito timbro.
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Nota: campo da input abilitato nel caso in cui viene tolto il check “Riferimento Normativo”, così da poter indicare la motivazione dell’esclusione del bene dal calcolo.
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Elimina: permette di eliminare il bene dal calcolo
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Aggiungi: permette di aggiungere nella sottospecie in cui siamo posizionati, i beni non gestiti nella gestione “cespiti”. Una volta aggiunto il rigo sarà possibile compilare tutti i campi gialli;
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.0.jpg)
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8.2.1 Tipologia beni e relativo credito (Legge n.178/20)
Nella maschera del calcolo del credito d’imposta beni strumentali, in base al regime contabile troviamo la seguente suddivisione dei beni:
1 Tab - Beni Materiali Industria 4.0
Sono presenti i beni materiali che nella relativa scheda hanno il check su “Beni Industria 4.0” e la data di consegna sia riferita all’anno di calcolo del credito.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.3.jpg)
Quindi i “Beni materiali Industria 4.0”:
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con check su “Beni Industria 4.0” e la data consegna tra il 01 gennaio 2023 al 31 dicembre 2023
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i beni con check su “Beni Industria 4.0” e la data consegna entro il 30/06/2024, ma nella scheda è stato indicato il check “Ordine accettato e acconto pagato del 20% entro il 31/12/2023”;
Per tali beni la % del calcolo credito viene suddivisa in base a 3 soglie di investimenti:
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20% fino ad un totale di investimenti pari a 2,5 milioni;
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10% per la quota di investimenti > 2,5 milioni fino ad un massimo di 10 milioni €;
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5% oltre i 10 fino a 20 milioni €;
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5% per investimenti superiore a 10 milioni fino al limite massimo di costi complessivamente ammissibili pari a 50 milioni di euro degli investimenti inclusi nel PNRR.
La parte eccedente, la quota del credito non sarà calcolata;
Il credito calcolato verrà suddiviso in 3 quote annuali, utilizzabile dall’anno di avvenuta interconnessione dei beni 2023 fino al 2025;
Il codice tributo da utilizzare è il 6936.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.1.jpg)
NB: se la data interconnessione è presente, il credito potrà essere utilizzato in compensazione dall’anno di tale data. Se non presente, è possibile effettuare il calcolo ma le quote non saranno inviate in F24. Questo sarà possibile dopo aver inserito la data interconnessione all’interno della scheda del bene.
2 Tab - Beni Immateriali Industria 4.0
Sono presenti i beni immateriali che nella relativa scheda hanno il check su “Beni immateriale Industria 4.0” e la data consegna è relativa all’anno del calcolo 2023.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.4.jpg)
Nella 2 tab “Beni immateriali Industria 4.0” sono presenti:
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i beni immateriali con check “Bene immateriale Industria 4.0” con data consegna dal 01 gennaio 2023 al 31 dicembre 2023;
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i beni con check “Bene immateriale Industria 4.0” con data consegna entro il 30/06/2024, ma nella scheda è stato indicato il check “Ordine accettato e acconto pagato del 20% entro il 31/12/2023”.
La % del calcolo credito è del 20% fino ad un massimo di investimenti pari a 1 milione di € (per la parte eccedente, la quota del credito non sarà calcolata);
Il credito calcolato verrà suddiviso in 3 quote annuali, utilizzabile dall’anno di entrata in funzione dei beni;
Il codice tributo da utilizzare è il 6937.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.5.jpg)
NB: in presenza di più codici attività, all’interno della gestione, saranno presenti tutti i beni dei codici attività con i requisiti del credito d'imposta. Il calcolo e l’invio dei crediti in F24 sarà unico.
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8.2.2Credito d’imposta (nuovo, calcolo, elimina, storicizza, riepilogo credito)
8.2.2.1 Nuovo
Permette di inserire da input nelle varie TAB i beni non presenti nella gestione “Cespiti”.
Cliccando su “Nuovo”, in automatico viene creata la sezione “Altri Beni” dove l’utente potrà inserire i beni da assoggettare al calcolo.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.6.jpg)
8.2.2.2 Calcola
Permette di calcolare il credito d’imposta legge n. 178/2020 per i beni presenti nella maschera con le percentuali previsti dalla legge.
Se non sono presenti beni nella maschera, sarà presente la scritta in alto:
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.7.jpg)
Se invece sono presenti dei beni ed è necessario eseguire il calcolo, sarà presente la scritta in alto e il
in corrispondenza della tipologia di beni per cui il calcolo deve essere effettuato:
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.8.jpg)
Cliccando “Calcola”, in automatico per ogni bene, sarà calcolato l’importo del credito da poter utilizzare in compensazione.
Importo credito = importo del bene * % credito
NB: il calcolo del credito viene eseguito finché il limite del valore dei beni per la tipologia di credito non viene superato. Se supera, il calcolo viene effettuato fino a capienza del limite e con le relative %.
Quota annuale = importo credito / numero quote
Cliccando “Calcola”, il calcolo viene eseguito e la colonna “Importo credito” e “Quota annuale” saranno valorizzate.
Nella maschera è possibile visualizzare il totale del credito calcolato relativo alle diverse sottospecie di beni o all’intera tipologia di credito calcolato con la parte di credito fruibile dall’anno 2023.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.9.jpg)
In caso di superamento del limite dei beni massimo consentito, il calcolo non sarà eseguito e a fianco della % del credito sarà presente *
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.10.jpg)
Il simbolo * sarà presente anche se per un bene sono state applicate diverse % di credito in caso di superamento delle soglie.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.11.jpg)
Nel caso in cui il valore dei beni presenti supera i 20.000.000,00 viene restituito un messaggio che il calcolo viene eseguito fino al limite dei 20 milioni. Per i beni superiori ai 20 milioni inclusi nel PNRR, attendiamo il parere del MIMIT su come calcolare il plafond di spesa, ovvero unico nella fascia da 0 a 10 milioni oppure distinto in base alla tipologia di investimento adottato.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.11.1.jpg)
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8.2.2.3 Elimina
Permette l’eliminazione del calcolo se non storicizzato, altrimenti è disabilitato.
Al click su “Elimina”, per eliminare il calcolo è necessario confermare il messaggio:
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.12.jpg)
Confermando, i valori nella colonna importo credito saranno eliminati e il software avverte l’utente la presenza di beni per cui è necessario effettuare il calcolo.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.13.jpg)
Prima di effettuare il calcolo, l’utente potrà effettuare delle variazioni (esclusioni di beni o cambi di %) e poi di nuovo eseguire il calcolo.
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8.2.2.4 Storicizza
Cliccando il pulsante, permette di rendere immodificabile il calcolo effettuato e di inviare i crediti all’F24.
Se il calcolo del credito d’imposta dei beni strumentali non è presente, non è possibile procedere a storicizzare la maschera.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.14.0.jpg)
Dopo aver eseguito il calcolo per proceder all'invio del creidto in F24 è necessario effettuare la storicizzazione.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.14.jpg)
Confermando, i dati calcolati saranno bloccati.
Ora è possibile accedere al “Riepilogo Credito d’imposta” ed inviare i crediti al F24.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.15.jpg)
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8.2.2.5 Riepilogo Credito d’imposta (invio a F24)
Nella maschera sono presenti l’elenco dei crediti calcolati raggruppati per tipologia credito e tipologia beni con le relative quote in base ai vari anni di utilizzo. È possibile effettuare delle ricerche nel rigo giallo.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.16.jpg)
Se il calcolo non è stato eseguito non sarà possibile accedervi.
Se è stato eseguito, ma non è stato storicizzato, è possibile accedere ma non sarà possibile inviare i crediti al F24.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.17.jpg)
Se invece il calcolo del credito d’imposta è stato storicizzato, accedendo al riepilogo, oltre a visionare i vari codici tributo e al relativo credito calcolato diviso nelle varie quote, è possibile inviare i crediti al F24.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.18.jpg)
Nella maschera troviamo:
A. Tipologia del credito: DL 178/2020
B. Codice tributo:
-
6936 – Beni materiali Industria 4.0 DL 178/2020
-
6937 – Beni immateriali Industria 4.0 DL 178/2020
C. Codice credito (quadro RU):
D. Anno calcolo: 2023;
E. Anno Fruizione: è l'anno in cui il credito è divenuto fruibile in base alla data entrata in funzione o interconnessione;
F. Anno utilizzo: è l’anno in cui il credito in base al DL 178/2020 e al tipo di bene potrà essere utilizzato in compensazione in F24;
G. RU5_1/RU5_2: campo del quadro RU in cui il credito verrà riportato;
H. Importo calcolato: valore del credito calcolato dalla procedura da poter utilizzare in compensazione in base all’anno utilizzo;
I. Importo inserito da input in F24: valore del credito inserito dall’utente direttamente in F24 prima di aver effettuato ed inviato il credito calcolato dalla procedura
J. Importo inviato in F24: è l’importo inviato in automatico dalla procedura al F24. Viene determinato dalla differenza tra l’importo calcolato – il credito inserito in F24 da input.
K. Differenza tra importo calcolato e F24: evidenzia se vi sono differenze tra i valori dei crediti dei beni strumentali in F24 e quelli presenti nella maschera del calcolo. La differenza è presente se:
i crediti calcolati non sono stati inviati in F24;
i crediti inviati in F24 sono diversi da quelli calcolati dalla procedura per modifica o aggiunta/eliminazione dei beni.
In tal caso, occorre distinguere se i crediti presenti in F24 sono stati utilizzati in compensazione oppure no. Se non sono stati utilizzati, basterà rinviare i crediti calcolati al F24 dal pulsante “Invia F24”.
Se invece sono stati utilizzati, l’importo presente su differenza, dovrà essere gestito in diminuzione/aumento direttamente in F24.
L. Inviato a F24: inviato il credito il campo assumerà la spunta verde
M. Data: data in cui il credito è stato inviato
N. Utente: il nome dell’utente che ha inviato il credito al F24
O. Elimina: permette di eliminare dal F24 il singolo credito del rigo che si sta cliccando, oppure tutte le quote del relativo codice tributo se questo non è già stato utilizzato in F24.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.19.jpg)
In alto nella barra è presente il pulsante:
Invia F24: cliccando è possibile inviare i crediti d’imposta calcolati al F24 così da poterli utilizzare in compensazione. Questi dal F24 non potranno essere eliminati.
Una volta inviati, in contabilità sarà necessario rilevarli creando un apposito conto alla voce A0005C – Altri ricavi nel ramo principale 7054 – Quote contrib. in c/capitale.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.20.jpg)
Elimina crediti inviati: se i crediti non sono stati utilizzati in compensazione, cliccando sarà possibile eliminarli dall’applicazione F24.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.21.jpg)
Se invece, qualche credito è già stato utilizzato in compensazione in F24, cliccando “Elimina crediti inviati”, l’utente viene avvisato che qualche credito è già stato usato e pertanto saranno eliminati solo i crediti non utilizzati.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.22.jpg)
Confermando il messaggio, i dati presenti nella maschera dell’invio, data, utente saranno presenti solo nei righi dei codici tributo utilizzati in compensazione in F24.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.23.jpg)
Questi anche se cliccando nella
presente nel rigo non saranno eliminabili.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.24.jpg)
Una volta eliminati i crediti, cliccando su
, potranno essere di nuovo rinviati al F24. I crediti già presenti in F24 perché utilizzati, non saranno inviati.
Vai a F24: cliccando
, si accedere direttamente al F24.
In F24, pulsante “Compensazioni”, saranno visibili solo i crediti utilizzabili nell’anno in cui siamo posizionati.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.25.jpg)
torna su ![]( /Img_Guide_KCF/image/freccia su.JPG)
8.2.3 Stampe
È possibile eseguire la stampa del calcolo del credito e l’estrapolazione in Excel cliccando su
.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.27.jpg)
Confermando, si avrà il pdf con tutti i dati presenti nel calcolo suddivisi per le varie tipologie di beni.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.28.jpg)
La stessa procedura dovrà essere eseguita per stampare il “Riepilogo credito d’imposta”.
![](/Img_Guide_KCF/image/2023/Credito beni strumentali/8.2/8.2.29.jpg)
torna su ![]( /Img_Guide_KCF/image/freccia su.JPG)