FAQs

What is the contact of Duty Remission office?

You can contact through email vide Dutyremissionscheme@kra.go.ke

Or call vide

0709013857

Or Visit our office at

Times Tower Building at Haile Selassie Avenue, 1st Floor, Remissions office.

What is the contact of Duty Remission office?

You can contact through email vide Dutyremissionscheme@kra.go.ke

Or call vide

0709013857

Or Visit our office at

Times Tower Building at Haile Selassie Avenue, 1st Floor, Remissions office.

What is the Inclusive Framework?

In 2015, OECD and G20 set up an international framework, dubbed the OECD/G20 BEPS Project (the Inclusive Framework), to combat tax avoidance by multinational enterprises (MNEs) using base erosion and profit shifting tools.  The aim of the project is to mitigate tax loopholes so that corporations cannot shift profits from a country with a high corporate tax rate to countries with a low tax rate.  

The project is now in its implementation phase, 141 countries and jurisdictions are involved including a majority of developing countries. Kenya joined the Inclusive Framework in 2017 and has been an active participant since.  Participating countries of the project set up 15 Action Plans (The BEPS action plan) to tackle tax avoidance, improve the coherence of international tax rules and ensure a more transparent tax environment.

Base Erosion and Profit Shifting (BEPS) refers to tax planning strategies that exploit gaps and mismatches in tax rules to artificially shift profits to locations with no/low tax rates and no/little economic activity.  This results in little or no corporate tax being paid, as well as annual revenue losses for governments. OECD estimates that globally, governments lose at least 100 – 240 billion USD, equivalent to 4 – 10% of global corporate income tax revenue.

Implementation of the 15 Actions of the BEPS package is underway. Action 1 of the BEPS package addresses the digital economy.  Participating members of the project have been working on consensus-based, long-term solutions to the tax challenges arising from the digitalization of the economy. The consultations resulted in the Statement on the Two-Pillar Solution to Address the Tax Challenges Arising from the Digitalization of the Economy that was published on 8th October 2021.

The deal offers a common approach to taxation of the digital economy globally. Interested countries and jurisdictions can participate by joining the Statement. In terms of consensus, 137 out of the 141 OECD IF countries and jurisdictions have joined the Statement.

What is the Two-Pillar Approach?

Pillar One aims to ensure a fairer distribution of profits and taxing rights among countries with respect to the largest MNEs, which are the winners of globalization. It seeks to tax the largest MNEs (those with at least 20 billion euros in revenue) and the most profitable (profit before tax of 100) where 25% of the residual profit above the 10% is re-allocated to market jurisdictions.

Pillar Two puts a floor on tax competition on corporate income tax through the introduction of a global minimum corporate tax at a rate of 15% that countries can use to protect their tax bases. It seeks to strengthen tax avoidance and harmful tax practices.

KEY ELEMENTS OF THE TWO-PILLAR SOLUTION

Pillar One

Pillar Two

Taxing rights on 25% of the residual profit of the largest and most profitable MNEs. This  would be re-allocated to the jurisdictions where the customers and users of those MNEs are located

A global minimum tax of 15% on all MNEs with annual revenue over 750 million euros

Tax certainty through mandatory and binding dispute resolution, with an elective regime to accommodate certain low-capacity countries

Requirement for all jurisdictions that apply a nominal corporate income tax rate below 9% to interest, royalties, and a defined set of other payments to implement the “Subject to Tax Rule” into their bilateral treaties with developing Inclusive Framework members when requested to, so that their tax treaties cannot be abused.

Removal and standstill of Digital Services Taxes and other relevant, similar measures upon joining the Two Pillar approach

The establishment of a simplified and streamlined approach to the application of the arm’s length principle in specific circumstances, with a particular focus on the needs of low-capacity countries.

Carve-out to accommodate tax incentives for substantial business activities

Has Kenya joined the Statement on the Two-Pillar approach to Address the Tax Challenges Arising from the Digitalization of the Economy

No. Kenya did not join the Two-Pillar Solution and has maintained her national position against it based on several technical grounds and fears of possible national loss of revenue.

Does Kenya stop being a member of the Inclusive Framework if it does not join the Statement?

No. Kenya is a member of the OECD/G20 Inclusive Framework on BEPS and actively participates and engages with the OECD on the tax challenges of the digital economy and global dialogue on fiscal affairs.

KRA for instance participates in the Forum on Tax Administration (FTA), the Global Forum on transparency and Exchange of Information for tax purposes, and the Inclusive Framework on BEPS - particularly on the BEPS package on transfer pricing aspects, among others.

Who are the other countries that have not joined the Statement?

The other countries that have not signed up are Nigeria, Pakistan, and Sri Lanka.

When does the deal come into effect?

The deal is expected to come into effect on 1st January 2024.

What are the next steps for Kenya?

Kenya believes in the spirit of the Inclusive Framework and the opportunities presented especially to low and middle-income economies. Kenya has continued to engage with the OECD and African Tax Administration Forum (ATAF) to ensure that a mutually beneficial solution is adopted. Kenya reaffirms her commitment to continue contributing to the global tax policy dialogue, negotiations, and processes to develop options suitable to developing economies on a multilateral basis.

What is Harmonised System ?

The Harmonized Commodity Description and Coding System, commonly referred to as the Harmonised System (HS), is a multipurpose international product nomenclature developed by the World Customs Organization (WCO). This system of commodity coding entered into force on the 1st January, 1988.

Kenya is a party to the Harmonized Systems Convention that governs the implementation and enforcement of the Harmonised Commodity Description and Coding System.

Under the Harmonized System, goods of international trade are categorized into groups of Chapters, Headings and Subheadings which are identified by specific codes.

It is reviewed every five years in order to reflect changes in technology and international trade patterns.

What is the East African Community Common External Tariff (EAC- CET?

This is the Common External Tariff for the East African Community partner states established under the Article 12 of the Protocol on the Establishment of the East African Community Customs Union (EAC, CU).

It allows partner States to review the Structure/ rates of the EAC-CET

The EAC Partner States apart from South Sudan are contracting parties to the HS Convention and apply the Harmonized System as a coding system for goods internationally traded’

The Partner States have customized the Harmonized System by creating the East African Community, Common External Tariff (EAC- CET).

What is HS 2022 & EAC CET 2022?

The HS 2022 and the EAC CET 2022 are the latest editions of the HS and EAC CET that are coming into force on 1st of July 2022.

These edition’ are a result of amendments to the existing editions viz. HS 2017 and the EAC CET 2017 edition

What are the Reasons for The Amendments to HS & EAC CET?

  • Public Health and Safety
  • Protection of Society and Fight Against Terrorism
  • Goods Specially Controlled under Various Conventions
  • Food Security and Environment Protection
  • Technological Progress
  • Trade Patterns
  • Clarification of the HS Texts

How many Amendments Have been made In 2022?

351 sets of amendments were made divided as follows:

 

Agricultural, food and tobacco sector

77

Chemical sector       

58

Wood sector

31

Textile sector

21

Base metal sector

27

Machinery sector

63

Transport sector

22

Other sectors

52

 

How many Chapters of the HS have been Affected?

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

What are the Top 10 Change Areas for Noting?

1

There is an Amendment to the HS to facilitate the monitoring and control of transfers of certain products considered by the WCO enforcement experts as strategic dual use goods that could be diverted for unauthorized uses. For Example.. Radioactive materials (28.44 and 28.45)

2

Creation of new heading 84.85

 The changes to the Nomenclature, HS 2022, create a new heading for machines for additive manufacturing (3D printing).  The current HS codes do not adequately reflect the technological developments in 3D printing.

3

There is a new subheading 8543.40 created for electronic cigarettes and similar personal electric vaporising devices

4

Heading 38.22 has been amended to cover all types of diagnostic test kits with a view to facilitating the classification and cross-border transportation of such priority medical goods.

5

For a better picture of trade patterns, Food and Agriculture Organization (FAO) requested that coffins be specifically provided for under the HS 2022.

6

There is an insertion in the Nomenclature of “Smartphones “, showing the importance of Smartphones in trade, as well as the society as a whole.

 

Amendments to heading 85.17

 

Creation of new Note 5 to Chapter 85 to define the scope of Smartphones

7

One-dash subheadings 8704.2 and 8704.3 have been amended and new subheadings 8704.4 to 8704.60 have been created to provide separately for certain electric vehicles

8

There are changes to the Nomenclature, and their consequential amendment changes, to clarify the classification of Drones (Unmanned Aircraft (UA)).

 

New Note 1 to Ch. 88 defines the scope of UA

New heading 88.06 for UA

New subheading Note 2 to Ch. 88 to clarify the scope of subheadings under new heading 88.06  

New heading 88.07 (Parts of headings 88.01, 88.02 and 88.06)

9

Under HS 2022 there is a Clarification of the scope of “napkins and napkin liners” to include all napkins and napkin lines.

 

Sanitary towels (pads) and tampons, napkins and napkin liners for babies and similar articles, of any material.

10

New subheading 9404.40 has been created to provide separately for quilts, bedspreads, eiderdowns and duvets (comforters) to simplify their classification.

 

9404.40

-   Quilts, bedspreads, eiderdowns and duvets (comforters)

What are The Uses of The HS EAC CET?

  • Levying Customs duty on imports and exports

 

  • Provide reliable statistics on international trade

 

  • Determination of the origin of goods

 

  • Classifying goods for international Trade in a uniform and consistent manner eliminating the need to reclassify the goods
    as they are moved from one country to another

 

  • Levying Customs duty on imports and exports

 

  • Monitor trade in controlled goods (i.e. narcotics, ozone layer depleting chemicals,
    endangered species, etc.)

 

  • Remove trade barriers and facilitating the international trade

 

Who Are The Users of The HS?

  • Customs Administrations
  • Consultants
  • Governments
  • International Organizations
  • Importers and Exporters
  • Manufacturers
  • Traders
  • Shipping agents
  • Transporters
  • Port Authorities
  • Statisticians, etc.

How Many New Headings Have Been Introduced In The HS 2022?

  • Eight (8)
  • 09 (Fish meals and flours)
  • 04 (Novel tobacco)
  • 27 (Mixtures of HFCs)
  • 85 (3D-Printers)
  • 24 (Flat Panel Displays)
  • 49 (e-Waste and scrap)
  • 06 (Drones)
  • 07 (Parts of aircrafts)

How Many Headings Have Been Deleted?

  • Two (2) i.e. 07 (Cadmium) and 88.03 (Parts of aircrafts)