DGFT simplifies the process of levying Composition Fee for Export Obligation Extension - (01 Mar 2023)
Customs
The Directorate General of Foreign Trade (DGFT) has notified amended rules for implementing all PRC (Policy Relaxation Committee) decisions regarding the levy of Composition Fee. DGFT is extending the benefit of reduced Composition Fee for cases where it has allowed an extension in EOP (Export Obligation Period) and/or regularization of exports already made. This was notified vide Public Notice No. 59/2015-20 on February 28, 2023 by amending Para 4.42 of Handbook of Procedures (2015-20).
The rationalization of Composition Fee calculations aids in automation and accelerated delivery of services by attempting to make the procedure simpler and more understandable. The revised Composition Fee model, which is based on a specific rate for different levels of the 'CIF value of Authorisation,' is less complicated and simpler to calculate. This will assist in streamlining the compliance process with minimal human intervention, reducing the risk of discrepancies and confusions.
Automating the process will result in faster service delivery by reducing the need for manual calculations and paperwork. This initiative aims to integrate a uniform and transparent system for implementing all PRC decisions, including past decisions related to levying Composition Fee in the case of extending Export Obligation Period (EOP) and/or regularization of exports made under the Advance Authorization Scheme. The goal is to make doing business easier and reduce transaction costs. Calculation simplification also contributes to the "Ease of Doing Business" mission by reducing complexity and making the procedures relatively easy for exporters. DGFT is working towards this goal by making the Composition Fee calculation procedure smoother and easier to understand for exporters.
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)
Tags : COMPOSITION FEE PROCEDURE SIMPLIFICATION
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