qVDXXXgKmVXSZcYTTurbbg==;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;^
- Setting the default Tax GL account
-
OData API connection performance settings
- Default Dimension Format
- Dimensions at Header Level for Non-PO Invoices
- Invoice number maximum length
- Non-PO only
- Non-PO invoice tax calculation by D365F&O
- Pull vendor bank accounts
- PO and GRN last run timestamps
- Payment last run timestamp