Easy way to enhance SAP
We are providing add-ons to make your SAP system legally compliant with the electronic regulations. We support both SAP ERP (ECC, SAP R/3) and S/4Hana.
Romania SAF-T
Romania has introduced SAF-T as mandatory by the 1st of January 2022.
Grace period is until end of April 2022, but it is better start now as SAF-T has complex requirements.
S4FN offers an add-on to hasten the implementation. You can check out our related posts about Romania SAF-T and SAP add-on from the Recent Updates section for more detailed information.
HUNGARY SAP Add-On For Real Time Invoice Registration
Version 3.0 will be mandatory by the 1st of July 2021.
Create and send invoices to Hungary Tax Authority (NTCA) in SAP without need any other tool with the legal XML format.
UK MTD SAP Add-On to Make Tax Digital
Mandatory phase postponed to the 1st of April 2021 because of Covid-19
Connect your SAP to HMRC and submit your VAT record with built-in OAuth 2.0 authentication inside SAP.
Italy E-Invoice
Version 2.0 will be mandatory by the 1st of January 2021.
Manage FatturaPa invoices directly in Italy without any third party integration.
Poland Whitelist Checker Add-On in SAP
VIES VAT number validation in SAP
SPAIN SII SAP ADD-ON FOR VAT REPORTING
Built in connector
Designed to implement easily
Developed in own namespace
What a Divine Calculus – Power of The Triangle! Witnessing such a Ptolemaic view of the Universe – Finance World – Money & Power! A masterfully combined design of Geometry, Light, and Cosmology! Understanding at once that it is not by any human power or skill, but by the influence of Divine Calculus that S4FN does things Wonderfully!
Picture with us the side of the so-called pyramid shape and mentally imagine this triangle cut into four equal triangles, you will find the intersection of the triangle, which is at the first level on each of the four sides, forms a diamond in a plane which is horizontal.
The middle of this plane is the appropriate place for the intersection of the energies streaming from the infinite dimensions and intelligent infinity. That’s How Powerful We Are!
