On November 21, 2022 the China Advance Pricing Arrangement Annual Report 2021 (2021 Annual Report) was issued by the PRC State Taxation Administration (STA). This is the 13th APA annual report released by the PRC STA to explain on the latest mechanism, procedure, and implementation of the APA program in China This report contains data pertaining to period between January 1, 2005 and December 31, 2021. This report is intended to provide guidance to enterprises interested in entering into APAs with the Chinese tax authority, and to serve as a reference for competent authorities of other countries (regions) and the general public to better understand China’s APA program.
Data Summary
Since 2009, the number of APAs approved by the STA has increased gradually over the years, as shown in the table below.
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)
By December 31, 2021, the cumulative signed APAs by the STA is 226.
Total APAs signed
|
Unilateral
|
Bilateral
|
226
|
125
|
101
|
In 2021, a total of 20 APAs were signed, including 9 unilateral and 11 bilateral APAs.
Region
|
Asian
|
North American
|
European
|
Total
|
Bilateral
|
8
|
2
|
1
|
11
|
Transaction types of APAs concluded by December 31, 2021.
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)
A significant number of the APAs signed in 2021 involve taxpayers from the manufacturing industry, comprising 78.76% of the total APAs. The high number of APAs demonstrates the importance of having certainty in the transfer pricing treatment for inter-company transactions.
It is noted that the transactional net margin method (TNMM) is the most commonly used transfer pricing method, with 81.82% of the APAs adopted TNMM.
APA Procedure Optimization
To further implement BEPS action plan, the STA has gradually issued several statements.
- The Public Notice of the State Taxation Administration on Issuing the Administrative Measures for Special Tax Adjustment and Investigation and Mutual Agreement Procedures (Public Notice of the State Taxation Administration [2017] No. 6) and Public Notice on Matters Regarding Enhancing the Administration of Advance Pricing Arrangements (Public Notice of the State Taxation Administration [2016] No. 64) jointly provide regulatory basis and process guidance for APA matters.
- Public Notice of the State Taxation Administration on Matters Regarding the Application of the Simplified Procedure for Unilateral Advance Pricing Arrangements (Public Notice of the State Taxation Administration [2021] No. 24) is released in order to optimize business environment and make the process of unilateral APA more efficiently.
It is expected that the number of application for APAs will continue to rise against the backdrop of tax uncertainty drawn out by the universal implementation more stringent tax measures introduced under the Base Erosion and Profit Shifting (“BEPS”) Action Plans, and the increased transfer pricing scrutiny by tax administrations.
In 2022, Shenzhen Tax Service and Shenzhen Customs jointly released the Notice on Related Issues Concerning the Coordinated Management of Transfer Pricing of Importing Goods from Related Parties (Shen Guan Shui [2022] No. 62). Through this beneficial practice in Unilateral APA domain, the Shenzhen Tax Service and Shenzhen Customs explored the way of joint administration, synergetic law enforcement and extend the shared governance in the taxation field.
Insights
- Demand and approved APAs tend to increase. From the statistics of PRC APAs signed from 2005 to 2021, we could clearly see the trend that the number of APAs signed in China is increasing. This trend shows the need for APAs to be in place to eliminate any economic uncertainty for multinational enterprises operating in China.
- PRC SAT has been releasing more regulations from time to time to optimize the APA application. The implementation procedure for unilateral APAs has been simplified. At the same time, PRC SAT is also trying on system innovation, for instance, by exploring inter- departmental collaboration mechanism.
- Small and medium enterprises still need to find alternative methods instead of APAs which are only available to larger enterprises, to manage their potential transfer pricing risks.
How Crowe China can help you:
For entities that meet the APA application requirement, especially unilateral APAs, Crowe China could assist with the APAs application procedure. The requirement is as below:
- Access to APA is available to enterprises with annual related party transaction amount exceeding RMB 40 million for the three years prior to the year in which the Notice on Tax Matters is issued by the in-charge tax administration(s) notifying the acceptance of enterprise's intent for the APA.
The tax administration(s) may prioritize APA requests from the enterprise that meets one of the following conditions:
- The enterprise's annual reporting forms for related party dealings and contemporaneous transfer pricing documentation are well completed with adequate disclosures;
- The enterprise's tax compliance rating is "A";
- The enterprise was once under special tax adjustment investigation and the investigation was closed;
- The enterprise is applying for a renewal of an existing APA that is about to expire provided that there has been no substantial changes to the facts and operating environment specified in the existing APA;
- For the APA request, the enterprise has provided complete and adequate information including but not limited to clear and thorough value chain/supply chain analysis taking into account of location specific advantages such as cost savings and market premium, and appropriate pricing methodologies and calculation process;
- The enterprise has been cooperative with the tax administration(s) during the APA process;
- For a bilateral/multilateral APA, the competent authority(ies) of the other contracting state(s) of treaty(ies) have displayed strong intention to move forward with the APA negotiation or attached a high importance to the APA;
- Any other factors facilitating the APA process is present.
For entities that DO NOT meet the APA application requirement, Crowe China could also provide TP compliance and advices to reduce the potential TP risk for enterprises.
- Tax advisory for TP defense;
- Transfer pricing planning and benchmarking analysis;
- Contemporaneous documentation service; and
- Review of transfer pricing policy and risk control.