Novità anno 2022.
Per l'anno di imposta in questione sono state previste due colonne al fine di distinguere
1. I mutui ipotecari stipulati entro il 31/12/2021 ( col. 1)
2. I mutui ipotecari stipulati dal 1/1/2022 ( col.2 )
La ratio di tale distinzione è dovuta dal calcolo del trattamento integrativo per i redditi compresi tra 15001 e 28000 euro; i contratti di mutuo di col.1 concorrono infatti a determinare la spettanza o meno del trattamento integrativo.
Nella gestione devono essere indicati gli intessi passivi, oneri accessori e quote di rivalutazione, pagati nell’anno d’imposta, da riportare nel rigo RP7 di Redditi PF o nel rigo E7 del Modello 730.
Il calcolo degli interessi detraibili deve essere proporzionato alle spese sostenute per l’acquisto dell’abitazione, non dando quindi per scontato che tutto il mutuo eventualmente contratto sia stato utilizzato interamente per l’acquisto della casa.
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)
Struttura e funzioni della gestione
Gli interessi detraibili sono esclusivamente quelli riferibili al costo di acquisto dell’immobile; nella gestione, quindi, prima di indicare gli interessi versati, devono essere indicati una serie di dati per determinare il costo di acquisto dell’immobile:
· Valore dell’immobile indicato nel rogito (A);
· Totale degli oneri accessori (B);
· Importo del mutuo erogato.
Pertanto, se l’ammontare del mutuo supera il prezzo di acquisto dell’immobile, sarà determinata la parte di interessi sulla quale calcolare la detrazione.
![](data:image/png;base64,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)
Nel caso in cui non si hanno a disposizione i dati relativi al Valore dell’immobile indicato nel rogito (A), Totale degli oneri accessori (B) e Importo del mutuo erogato, questi ultimi possono essere non indicati in quanto non obbligatori nella gestione.