Acconto Iva Dicembre
La gestione “Acconto Iva Dicembre” permette di determinare l’importo dell’acconto dovuto da versare entro il 27 dicembre.
L’acconto Iva è dovuto da tutti i soggetti obbligati agli adempimenti di liquidazione e versamento periodici; la gestione non è quindi attiva per i soggetti che beneficiano dei regimi agevolati per le nuove iniziative di cui all’art.14 L.388/2000 (tenuti al solo versamento dell’Iva annuale) che corrispondono ai regimi contabili 5 e 25 nella nostra procedura e per i soggetti che rientrano ed hanno adottato il regime dei “Minimi”, introdotti dalla Legge finanziaria del 2008 esonerati da tutti gli obblighi Iva, con alcune eccezioni, che corrispondono al regime contabile 7 nella nostra procedura.
Per determinare l’acconto Iva dovuto sono previsti i seguenti metodi calcolo:
1. Metodo storico
2. Metodo previsionale
3. Metodo delle operazioni effettuate
Per le contabilità separate si deve procedere con la compilazione della maschera “ACCONTO IVA” di tutti i codici attività in base al metodo Previsionale, Operazioni Effettuate e Contribuenti Mensili. Non è possibile procedere alla conferma del dato, in quanto si effettua nel codice attività principale.
Il metodo storico deve essere compilato solo nel codice attività principale.
Nell’ attività principale, all’interno della maschera Acconto Iva, è presente il check “Riepilogo mensili” o “Riepilogo trimestrali” per effettuare il calcolo definitivo e definire il risultato da confermare.
![](data:image/png;base64,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)
- Metodo storico:
l’acconto dovuto è pari all’88% dell’importo a debito:
- della liquidazione Iva del mese di dicembre dell'anno precedente per i contribuenti mensili
- della liquidazione Iva del quarto trimestre dell'anno precedente per i contribuenti trimestrali speciali
![](data:image/png;base64,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)
- della liquidazione Iva annuale dell'anno precedente (corrispondente all'importo risultante dalla Dichiarazione Iva) per i contribuenti trimestrali su opzione.
N.B. Gli importi devono essere determinati al lordo dell'acconto Iva versato e per i trimestrali per opzione al netto degli interessi dell'1% dovuti a titolo d'interesse.
Funzionamento: i dati che occorrono per il calcolo dell'acconto Iva di dicembre con il metodo storico vengono riportati in automatico dal programma in base alle risultanze della liquidazione dell'anno precedente. Dalla somma algebrica degli importi dell'acconto e del saldo dell'anno precedente si determina il "Totale", inteso come versamento dovuto per l'ultimo mese o trimestre dell'anno precedente, su cui applicare la percentuale dell'88%.
In caso di contabilità separate il valore del credito annuale viene riportato solamente nel codice attività principale.
In caso di variazione della periodicità di liquidazione da un anno all’altro è necessario rideterminare la base di calcolo che non risulta coerente con la periodicità di liquidazione e versamento dell'anno in corso. Se il contribuente si trova in questa situazione la procedura, in automatico, crea la scritta "Visualizza dettagli", che permette di visualizzare i calcoli che determinano l'importo della base di calcolo dell'acconto dovuto:
- contribuenti trimestrali divenuti mensili nell'esercizio in corso: l'acconto si calcola applicando la percentuale dell'88% ad 1/3 dell'importo risultante dalla liquidazione del quarto trimestre dell'anno precedente.
![](data:image/png;base64,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)
- contribuenti mensili divenuti trimestrali nell'esercizio in corso: l'acconto si calcola sulla somma dei saldi risultanti dalle liquidazioni mensili di ottobre, novembre e dicembre. Questo non è vero in senso assoluto, ma solo se tutti e tre i mesi sono stati chiusi con un debito oppure se solo dicembre è stato chiuso con un credito. Questo in conseguenza del meccanismo di "compensazione" che avviene durante il periodo d'imposta con il riporto del credito del periodo precedente a quello successivo.
![](data:image/png;base64,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)
Facendo doppio click nei campi di colore celeste è possibile visualizzare la liquidazione dell'anno precedente che è la base di calcolo per l'acconto Iva del periodo d'imposta corrente.
Se l'anno in corso è il primo in cui si utilizza il programma Gb gli importi relativi alla liquidazione del precedente periodo d'imposta devono essere imputati a mano nei campi di colore giallo e la scritta "Visualizza dettagli", che permette di gestire le situazioni di variazione della periodicità di liquidazione e versamento Iva rispetto all'anno precedente, è sempre visibile.
2. Metodo Previsionale:
l'acconto dovuto è pari all'88% dell'Iva che si prevede di dover versare:
- per il mese di dicembre dell'anno in corso per i contribuenti mensili;
- per il quarto trimestre dell'anno in corso per i contribuenti trimestrali speciali;
- per la liquidazione Iva annuale dell'anno in corso per i contribuenti trimestrali per opzione.
![](data:image/png;base64,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)
Funzionamento: imputare nei rispettivi campi il debito e il credito previsti per il mese di dicembre in caso di contribuenti mensili e dell'ultimo trimestre in caso di contribuenti trimestrali; dalla somma algebrica si determina l'importo dell'Iva che si prevede di dover versare, su cui viene applicata la percentuale dell'88%.
In caso di calcolo dell'acconto con tale metodo non è più prevista la tolleranza del 5% tra l'importo versato e quello dovuto per evitare la sanzione amministrativa del 30%.
3. Metodo delle operazioni effettuate:
- operazioni attive registrate o da registrare e operazioni passive registrate dal 01/10 al 20/12 per i contribuenti trimestrali
Funzionamento: in automatico vengono riportati il debito e il credito fino alla data del 20/12 (per le operazioni che sono state registrate). Dalla somma algebrica tra importo a debito e importo a credito si determina l'acconto Iva dovuto.
Individuato l'importo da versare come acconto tra le risultanze dei vari metodi cliccare sul tasto
relativo e ceccare la casella
.
Pagamento F24: una volta inviato il debito all'F24 spostarsi nell'applicazione F24 nel mese di dicembre;
![](data:image/png;base64,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)
prenotare il modello, compensando con eventuali crediti;
![](data:image/png;base64,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)
ed indicare la data di pagamento.
![](data:image/png;base64,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)
La data di versamento dell'acconto viene riportata nella maschera "Riepilogo liquidazioni".
Indicando la data di pagamento in F24 l'importo dell'acconto viene riportato nel quadro VL della dichiarazione Iva dove devono essere indicati i versamenti periodici effettuati.