Tag: Reliable data

§ 1.482-6(c)(3)(iii) Example

Application of Residual Profit Split. (i) XYZ is a U.S. corporation that develops, manufactures and markets a line of products for police use in the United States. XYZ’s research unit developed a bulletproof material for use in protective clothing and headgear (Nulon). XYZ obtains patent protection for the chemical formula for Nulon. Since its introduction in the U.S., Nulon has captured a substantial share of the U.S. market for bulletproof material. (ii) XYZ licensed its European subsidiary, XYZ-Europe, to manufacture and market Nulon in Europe. XYZ-Europe is a well- established company that manufactures and markets XYZ products in Europe. XYZ-Europe has a research unit that adapts XYZ products for the defense market, as well as a well-developed marketing network that employs brand names that it developed. (iii) XYZ-Europe’s research unit alters Nulon to adapt it to military specifications and develops a high-intensity marketing campaign directed at the defense industry in several European countries. Beginning with the 1995 taxable year, XYZ-Europe manufactures and sells Nulon in Europe through its marketing network under one of its brand names. (iv) For the 1995 taxable year, XYZ has no direct expenses associated with the license of Nulon to XYZ-Europe and incurs no expenses related to the marketing of Nulon in Europe. For the 1995 taxable year, XYZ-Europe’s Nulon sales and pre-royalty expenses are $500 million and $300 million, respectively, resulting in net pre-royalty profit of $200 million related to the Nulon business. The operating assets employed in XYZ-Europe’s Nulon business are $200 million. Given the facts and circumstances, the district director determines under the best method rule that a residual profit split will provide the most reliable measure of an arm’s length result. Based on an examination of a sample of European companies performing functions similar to those of XYZ-Europe, the district director determines that an average market return on XYZ-Europe’s operating assets in the Nulon business is 10 percent, resulting in a market return of $20 million (10% × $200 million) for XYZ- Europe’s Nulon business, and a residual profit of $180 million. (v) Since the first stage of the residual profit split allocated profits to XYZ-Europe’s contributions other than those attributable to highly valuable intangible property, it is assumed that the residual profit of $180 million is attributable to the valuable intangibles related to Nulon, i.e., the European brand name for Nulon and the Nulon formula (including XYZ-Europe’s modifications). To estimate the relative values of these intangibles, the district director compares the ratios of the capitalized value of expenditures as of 1995 on Nulon-related research and development and marketing over the 1995 sales related to such expenditures. (vi) Because XYZ’s protective product research and development expenses support the worldwide protective product sales of the XYZ group, it is necessary to allocate such expenses among the worldwide business activities to which they relate. The district director determines that it is reasonable to allocate the value of these expenses based on worldwide protective product sales. Using information on the average useful life of its investments in protective product research and development, the district director capitalizes and amortizes XYZ’s protective product research and development expenses. This analysis indicates that the capitalized research and development expenditures have a value of $0.20 per dollar of global protective product sales in 1995. (vii) XYZ-Europe’s expenditures on Nulon research and development and marketing support only its sales in Europe. Using information on the average useful life of XYZ-Europe’s investments in marketing and research and development, the district director capitalizes and amortizes XYZ-Europe’s expenditures and determines that they have a value in 1995 of $0.40 per dollar of XYZ-Europe’s Nulon sales. (viii) Thus, XYZ and XYZ-Europe together contributed $0.60 in capitalized intangible development expenses for each dollar of XYZ-Europe’s protective product sales for 1995, of which XYZ contributed one-third (or $0.20 per dollar of sales). Accordingly, the district director determines that an arm’s length royalty for the Nulon license for the 1995 taxable year is $60 million, i.e., one-third of XYZ-Europe’s $180 million in residual Nulon profit ...

§ 1.482-6(c)(3)(ii)(D) Other factors affecting reliability.

Like the methods described in §§ 1.482-3, 1.482-4, 1.482-5, and 1.482-9, the first step of the residual profit split relies exclusively on external market benchmarks. As indicated in § 1.482-1(c)(2)(i), as the degree of comparability between the controlled and uncontrolled transactions increases, the relative weight accorded the analysis under this method will increase. In addition, to the extent the allocation of profits in the second step is not based on external market benchmarks, the reliability of the analysis will be decreased in relation to an analysis under a method that relies on market benchmarks. Finally, the reliability of the analysis under this method may be enhanced by the fact that all parties to the controlled transaction are evaluated under the residual profit split. However, the reliability of the results of an analysis based on information from all parties to a transaction is affected by the reliability of the data and the assumptions pertaining to each party to the controlled transaction. Thus, if the data and assumptions are significantly more reliable with respect to one of the parties than with respect to the others, a different method, focusing solely on the results of that party, may yield more reliable results ...

§ 1.482-6(c)(3)(ii)(C) Data and assumptions.

The reliability of the results derived from the residual profit split is affected by the quality of the data and assumptions used to apply this method. In particular, the following factors must be considered – (1) The reliability of the allocation of costs, income, and assets as described in paragraph (c)(2)(ii)(C)(1) of this section; (2) Accounting consistency as described in paragraph (c)(2)(ii)(C)(2) of this section; (3) The reliability of the data used and the assumptions made in valuing the intangible property contributed by the participants. In particular, if capitalized costs of development are used to estimate the value of intangible property, the reliability of the results is reduced relative to the reliability of other methods that do not require such an estimate, for the following reasons. First, in any given case, the costs of developing the intangible may not be related to its market value. Second, the calculation of the capitalized costs of development may require the allocation of indirect costs between the relevant business activity and the controlled taxpayer’s other activities, which may affect the reliability of the analysis. Finally, the calculation of costs may require assumptions regarding the useful life of the intangible property ...

§ 1.482-6(c)(3)(ii)(B) Comparability.

The first step of the residual profit split relies on market benchmarks of profitability. Thus, the comparability considerations that are relevant for the first step of the residual profit split are those that are relevant for the methods that are used to determine market returns for the routine contributions. The second step of the residual profit split, however, may not rely so directly on market benchmarks. Thus, the reliability of the results under this method is reduced to the extent that the allocation of profits in the second step does not rely on market benchmarks ...

§ 1.482-6(c)(3)(ii)(A) In general.

Whether results derived from this method are the most reliable measure of the arm’s length result is determined using the factors described under the best method rule in § 1.482-1(c). Thus, comparability and the quality of data and assumptions must be considered in determining whether this method provides the most reliable measure of an arm’s length result. The application of these factors to the residual profit split is discussed in paragraph (c)(3)(ii)(B), (C), and (D) of this section ...

§ 1.482-5(c)(3)(i) In general.

The reliability of the results derived from the comparable profits method is affected by the quality of the data and assumptions used to apply this method ...

§ 1.482-5(c)(1) In general.

Whether results derived from application of this method are the most reliable measure of the arm’s length result must be determined using the factors described under the best method rule in § 1.482-1(c) ...

§ 1.482-3(d)(4) Example 4.

(i) FS, a foreign corporation, produces apparel for USP, its U.S. parent corporation. FS purchases its materials from unrelated suppliers and produces the apparel according to designs provided by USP. The district director identifies 10 uncontrolled foreign apparel producers that operate in the same geographic market and are similar in many respect to FS. (ii) Relatively complete data is available regarding the functions performed and risks borne by the uncontrolled producers. In addition, data is sufficiently detailed to permit adjustments for differences in accounting practices. However, sufficient data is not available to determine whether it is likely that all material differences in contractual terms have been identified. For example, it is not possible to determine which parties in the uncontrolled transactions bear currency risks. Because differences in these contractual terms could materially affect price or profits, the inability to determine whether differences exist between the controlled and uncontrolled transactions will diminish the reliability of these results. Therefore, the reliability of the results of the uncontrolled transactions must be enhanced by the application of a statistical method in establishing an arm’s length range pursuant to § 1.482-1(e)(2)(iii)(B) ...

§ 1.482-3(d)(4) Example 1.

(i) USP, a domestic manufacturer of computer components, sells its products to FS, its foreign distributor. UT1, UT2, and UT3 are domestic computer component manufacturers that sell to uncontrolled foreign purchasers. (ii) Relatively complete data is available regarding the functions performed and risks borne by UT1, UT2, and UT3, and the contractual terms in the uncontrolled transactions. In addition, data is available to ensure accounting consistency between all of the uncontrolled manufacturers and USP. Because the available data is sufficiently complete to conclude that it is likely that all material differences between the controlled and uncontrolled transactions have been identified, the effect of the differences are definite and reasonably ascertainable, and reliable adjustments are made to account for the differences, an arm’s length range can be established pursuant to § 1.482-1(e)(2)(iii)(A) ...