RS 12 - RS 13 - Perdite non compensate nell'anno
La gestione è presente all’interno dei quadri RF (rigo RF100), RG (rigo RG35), RD (rigo RD17), RH (rigo RH12), LM (rigo LM9 e LM37) e RS (rigo RS9 e RS12-13).
La gestione appare già compilata tramite il riporto automatico dei dati dal modello Redditi PF - anno imposta precedente e delle eventuali perdite del periodo corrente, permettendo così di calcolare gli importi delle perdite utilizzabili in compensazione in misura limitata o illimitata del reddito.
Il dato può comunque essere inserito da input nei campi di colore giallo.
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)
Nel quadro/i abilitato/i (quadro RF, RG, RD, RH o LM), il prospetto mostra solo la sezione di quadro/i interessata in cui l'utente deve imputare manualmente (nei campi di colore giallo) gli importi delle perdite da utilizzare in compensazione nei limiti del reddito compensabile e delle perdite utilizzabili.
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)
Qualora l’importo inserito ecceda il reddito compensabile e/o il totale delle perdite utilizzabili, all’utente viene segnalato che il prospetto non è stato compilato correttamente.
I dati inseriti, alla chiusura della maschera, vengono riportati nel relativo quadro contabile.
Gli importi delle perdite che residuano vengono riportati nella sezione “Perdite pregresse non compensate nell’anno” nel rigo RS12 e RS13.
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)
RS 9 - Perdite pregresse fuoriuscita dal Regime dei Minimi non compensate nell'anno
La gestione riporta in automatico i dati indicati nel rigo RS12 – RS13 o nel rigo LM50 – LM51 del modello Redditi PF - anno imposta precedente.
Il dato può comunque essere inserito da input nei campi di colore giallo.
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)
Il prospetto determina l’utilizzo delle perdite nei limiti dell’80% del reddito oppure utilizzabili in misura illimitata.
L’utente deve compilare i campi di colore giallo indicando la perdita nel limite del reddito compensabile.
Qualora l’importo indicato sia superiore al reddito compensabile e al totale delle perdite utilizzabili, il prospetto risulta non compilato correttamente.
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)
Nell’esempio, l’importo corretto da indicare nel rigo RG35 col.2 sarebbe stato 1.720.
![](data:image/png;base64,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)
Alla chiusura della maschera, i dati vengono riportati nel relativo quadro contabile e l’eventuale importo delle perdite residue viene automaticamente indicato nel rigo RS9.