I chiarimenti contenuti nella circolare 5 dicembre 2023, n. 32/E circolare 5 dicembre 2023, n. 32/E
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Obbligo di fatturazione elettronica |
Solo per i contribuenti che, nell’anno 2021, hanno conseguito ricavi o compensi, ragguagliati ad anno, superiori a 25.000, è entrato in vigore dal 1° luglio 2022 l’obbligo di fatturazione elettronica. Per tutti gli altri soggetti forfetari l’obbligo decorrerà dal 1° gennaio 2024, indipendentemente dai ricavi/compensi conseguiti nel 2022.
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Per i soggetti in obbligo solo dal 2024, l’eventuale superamento della soglia di 100.000 euro nel 2023 comporta, come conseguenza dall’uscita dal regime, l’immediato sorgere dell’obbligo di fatturazione elettronica con l’indicazione dell’IVA. Con effetti a partire dall’operazione che fa superare la citata soglia.
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Obbligo di fatturazione elettronica e superamento della soglia di 100.000 euro |
Immediata cessazione del regime forfetario a partire dal momento stesso del superamento e, conseguentemente, possibilità di rettificare – nella dichiarazione IVA relativa all’anno del superamento – l’imposta non detratta in costanza di regime forfetario. |
Rettifica dell’IVA (periodo di monitoraggio) -superamento del limite di 85.000 euro
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L’eventuale rettifica dell’imposta non detratta, per le quote residue, è esposta nella dichiarazione IVA relativa all’anno successivo a quello di superamento del limite x+1 – da presentare nell’anno x+2. |
Rettifica dell’IVA -superamento del limite di 100.000 euro
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La rettifica dell’imposta non detratta è esposta nella dichiarazione relativa allo stesso anno di superamento (anno X), da presentare nell’anno x+1. |
Rettifica dell’IVA – In entrambi i casi |
L’IVA relativa a beni e servizi non ancora ceduti o non ancora utilizzati è “rettificata in un’unica soluzione, senza attendere il materiale impiego degli stessi, fatta eccezione per i beni ammortizzabili, compresi i beni immateriali, la cui rettifica va eseguita soltanto se non siano ancora trascorsi quattro anni da quello della loro entrata in funzione, ovvero dieci anni dalla data di acquisto o di ultimazione se trattasi di fabbricati o loro porzioni. Come già evidenziato con le circolari n. 73/E del 2007 e 17/E del 2012 (per coloro che applicavano il regime dei minimi o di vantaggio), ai fini della rettifica occorre predisporre un’apposita documentazione nella quale indicare, per categorie omogenee, la quantità e i valori dei beni facenti parte del patrimonio aziendale (secondo le modalità illustrate nella circolare n. 328/E del 24 dicembre 1997)”.
Per semplificare il calcolo delle rettifiche da indicare nel quadro VF della dichiarazione IVA, le istruzioni alla compilazione del modello riportano in appendice l’apposito prospetto.
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)
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Superamento del limite di 100.000 euro – verifica momento di uscita dal regime
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Per la fuoriuscita dal regime forfetario si fa riferimento al momento dell’incasso come criterio unico che rileva, quindi, ai fini sia dell’IVA sia dell’IRPEF, incluse le relative ritenute d’acconto. |
Superamento del limite di 100.000 euro – rettifica IVA e rivalsa
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La fattura che comporta il superamento del limite di 100.000 euro in corso d’anno, se emessa contestualmente all’incasso, deve esporre l’IVA a debito. Laddove, invece, l’incasso avvenga in un momento successivo all’emissione della fattura, in linea generale, gli obblighi ai fini IVA sono assolti a partire dal momento in cui è stato incassato il corrispettivo dell’anzidetta operazione e dovrà essere, altresì, integrata la fattura alla quale l’incasso si riferisce, ancorché emessa antecedentemente all’incasso medesimo. Nota di variazione in aumento (tramite SDI) a integrazione della fattura originaria, addebitando a titolo di rivalsa l’IVA dovuta. |
Adempimenti IVA – operazioni dal superamento della soglia |
A partire dall’incasso (successivo all’emissione della fattura) che comporta lo sforamento del limite di 100.000 euro, in particolare, rientrano nel regime ordinario e devono essere fatturate con IVA:
- l’operazione che ha generato l’incasso; il contribuente deve assoggettare a imposta il corrispettivo, integrando con l’IVA il documento originariamente emesso in costanza di regime forfetario, ai sensi dell’art. 21, comma 1, decreto IVA;
- tutte le altre cessioni di beni e le prestazioni di servizi effettuate,ma non ancora fatturate al momento del suddetto incasso;
- tutte le altre cessioni di beni e le prestazioni di servizi effettuate successivamente al medesimo incasso e non ancora fatturate.
La dichiarazione IVA relativa all’anno nel quale è stata superata l’anzidetta soglia, pertanto, evidenzierà, oltre all’operazione il cui incasso ha comportato la fuoriuscita dal regime forfetario, tutte le operazioni (attive e passive) fatturate (pur essendo state effettuate in costanza di regime forfetario) successivamente all’incasso citato e tutte le operazioni (attive e passive) effettuate (e fatturate) successivamente all’incasso che ha comportato la fuoriuscita dal regime agevolato.
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Adempimenti IVA – operazioni prima del superamento della soglia
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Le operazioni fatturate anteriormente all’incasso che ha comportato il superamento dei 100.000 euro non devono, quindi, essere evidenziate nella dichiarazione annuale (relativa alla frazione di anno in cui il contribuente transita nel regime ordinario), neppure nell’ipotesi in cui il corrispettivo di tali operazioni sia incassato successivamente a quello che ha comportato il superamento del limite di 100.000 euro. |
Superamento limite di 100.000 euro ed effetti sulle imposte dirette |
La verifica va sempre fatta sull’incassato. Al superamento della soglia di 100.000 euro il reddito sarà determinato con le modalità ordinarie per l’intera annualità in cui si è superata la soglia citata e sarà assoggettato a Irpef e relative addizionali. Il costo dei beni che concorre alla determinazione del reddito d’impresa o di lavoro autonomo deve essere assunto al netto dell’IVA inizialmente non detratta (in costanza di regime forfetario) e ora rettificabile, per effetto del superamento del limite di 100.000 euro in corso d’anno, nella dichiarazione IVA relativa all’anno del superamento, in applicazione dell’art. 19-bis2, comma 3, del decreto IVA. L’eventuale mancata rettifica dell’IVA non può avere riflessi ai fini della determinazione del reddito, atteso che in tale ipotesi l’indetraibilità dell’IVA non deriverebbe da cause oggettive che precludono l’esercizio del relativo diritto, bensì da una valutazione discrezionale del contribuente.
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Ritenuta alla fonte-operazioni attive |
I compensi percepiti dal professionista ex forfetario, una volta divenuto ordinario, sono assoggettati alla ritenuta d’acconto di cui all’art. 25 del D.P.R. n. 600/1973 da parte del sostituto d’imposta e, sui compensi erogati per prestazioni professionali ricevute, il medesimo professionista è tenuto a sua volta a operare le ritenute di cui al predetto articolo 25. Qualora l’operazione sia stata fatturata anticipatamente (rispetto all’incasso) – in costanza di regime forfetario – l’incasso che comporta il superamento della soglia di 100.000 euro deve essere assoggettato a ritenuta. Su tutti i compensi percepiti successivamente all’incasso che comporta il superamento della soglia di 100.000 euro devono essere operate le ritenute, indipendentemente dalla data di fatturazione delle stesse.
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Operazioni passive
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Il professionista assume il ruolo di sostituto d’imposta solo a decorrere dal primo pagamento da effettuarsi successivamente al superamento del predetto limite (anche laddove l’eventuale fattura già ricevuta non indichi l’importo della ritenuta). |
Fatturazione operazioni oltre soglia
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Non è possibile “scindere” il corrispettivo oggetto di fatturazione, non assoggettando ad IVA l’operazione fino all’importo che concorre al raggiungimento della soglia di 100.000 euro. La fattura che determina il superamento è emessa con IVA. |
Rientro nel regime forfetario
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Il contribuente che, nel 2024, consegue ricavi o percepisce compensi entro la soglia di cui al comma 54 della L. n. 190/2014 può, sussistendone gli ulteriori presupposti, rientrare nel regime forfetario a partire dal 2025, ancorché nel 2023 abbia superato il limite di 100.000 euro. |
Verifica soglia di 100.000 euro ed eventuale ragguaglio
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Il superamento dei 100.000 euro di ricavi o compensi percepiti rappresenta una fattispecie “speciale” di cessazione del regime forfetario, da intendersi in termini assoluti, considerando, a tal fine, i ricavi o i compensi concretamente percepiti. Il limite non deve essere ragguagliato ad anno, la norma nulla prevede espressamente a riguardo. |
Acquisti in reverse-charge in costanza di regime forfetario
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Nella “Comunicazione liquidazioni periodiche” IVA, da presentare in relazione al periodo (mese/trimestre) nel corso del quale si fuoriesce dal regime forfetario, non deve essere compresa l’IVA a debito derivante dalle operazioni in reverse-charge effettuate in costanza di regime forfetario. |