Per inserire un articolo omaggio in fattura addebitando l'iva al destinatario seguire questo procedimento:
- Inserire in fattura l'articolo ceduto, valorizzando la quantità, il prezzo e l'iva.
- Inserire nuovamente (nella riga successiva) lo stesso articolo, con un'aliquota Iva dello 0% (codice iva "OM") e con il segno negativo ("-") davanti al prezzo unitario.
- A questo punto noterete che il totale del documento sarà uguale al solo valore dell'iva dell'articolo ceduto.
Esempio nel Documento:
![](data:image/png;base64,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)
Tabella della aliquota per il Codice "OM":
![](data:image/png;base64,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)