JUDGMENT OF THE GENERAL COURT (Third Chamber)
28 February 2024 (*)
(EU trade mark – Opposition proceedings – Application for the EU figurative mark smål – Earlier EU figurative mark and earlier national word mark SUMOL – Relative ground for refusal – No likelihood of confusion – Identity of the goods – Enhanced distinctiveness of the earlier marks through use – Article 8(1)(b) of Regulation (EU) 2017/1001)
In Case T‑279/23,
Sumol + Compal Marcas SA, established in Carnaxide (Portugal), represented by R. Milhões, lawyer,
applicant,
v
European Union Intellectual Property Office (EUIPO), represented by M. Eberl, acting as Agent,
defendant,
the other party to the proceedings before the Board of Appeal of EUIPO being
Kåska Oy, established in Helsinki (Finland),
THE GENERAL COURT (Third Chamber),
composed of F. Schalin, President, P. Škvařilová‑Pelzl and I. Nõmm (Rapporteur), Judges,
Registrar: V. Di Bucci,
having regard to the written part of the procedure,
having regard to the fact that no request for a hearing was submitted by the parties within three weeks after service of notification of the close of the written part of the procedure, and having decided to rule on the action without an oral part of the procedure, pursuant to Article 106(3) of the Rules of Procedure of the General Court,
gives the following
Judgment
1 By its action under Article 263 TFEU, the applicant, Sumol + Compal Marcas SA, seeks the annulment and the alteration of the decision of the Fifth Board of Appeal of the European Union Intellectual Property Office (EUIPO) of 1 March 2023 (Case R 2295/2022-5) (‘the contested decision’).
Background to the dispute
2 On 24 March 2021, Kåska Oy filed an application for registration of an EU trade mark with EUIPO in respect of the following figurative sign:
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)
3 The mark applied for covers goods in Classes 32 and 33 of the Nice Agreement Concerning the International Classification of Goods and Services for the Purposes of the Registration of Marks of 15 June 1957, as revised and amended, corresponding, for each of those classes, to the following description:
– Class 32: ‘Alcohol free beverages’;
– Class 33: ‘Beverages (alcoholic -), except beer; alcoholic beverages (except beer); alcoholic beverages (except beers); alcoholic beverages [except beers]; alcoholic beverages except beers; alcoholic beverages, except beer’.
4 On 12 July 2021, the applicant filed a notice of opposition to registration of the mark applied for in respect of all of the goods referred to in paragraph 3 above.
5 The opposition was based on the following earlier marks:
– the Portuguese word mark SUMOL, which was registered under the number 142201 and covers, inter alia, ‘soft drinks and fruit juices’ in Class 32;
– the EU figurative mark registered under the number 18289973, which covers, inter alia, ‘non-alcoholic beverages’ in Class 32 and ‘alcoholic beverages (except beer)’ in Class 33 and is reproduced below:
![Image not found](data:image/png;base64,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)
6 The ground relied on in support of the opposition was that set out in Article 8(1)(b) of Regulation (EU) 2017/1001 of the European Parliament and of the Council of 14 June 2017 on the European Union trade mark (OJ 2017 L 154, p. 1).
7 On 23 September 2022, the Opposition Division rejected the opposition.
8 On 23 November 2022, the applicant filed a notice of appeal with EUIPO against the decision of the Opposition Division.
9 By the contested decision, the Board of Appeal dismissed the appeal. It found that:
– the relevant public was both that of Portugal as regards the earlier Portuguese word mark and that of the European Union as regards the earlier EU figurative mark and consisted of the general public, which was deemed to have an average level of attention;
– the goods in Class 32 covered by the mark applied for were identical to those in the same class covered both by the earlier Portuguese word mark and the earlier EU figurative mark and those in Class 33 were identical to those in the same class covered by the earlier EU figurative mark;
– the term ‘sumol’, which constitutes both the earlier Portuguese word mark and the word element of the earlier EU figurative mark, first, had only a low degree of inherent distinctiveness with regard to the Portuguese-speaking public, which would see in it an allusion to the term ‘sumo’ (juice) both with regard to the goods in Class 32 and those in Class 33 and, secondly, had an average degree of distinctiveness for the rest of the relevant public;
– in essence, even though the figurative elements of the earlier EU figurative mark occupied an important position in the overall impression created by that mark, the word element of that mark constituted its most dominant and distinctive element;
– the word and figurative elements of the mark applied for were equally distinctive and dominant;
– there was a low degree of visual and phonetic similarity and no conceptual similarity between the earlier Portuguese word mark and the mark applied for;
– the same reasoning applied to the comparison of the earlier EU figurative mark and the mark applied for, the degree of visual similarity being even lower on account of the figurative elements;
– it was not necessary to examine the evidence which the applicant had put forward for the purposes of establishing enhanced distinctiveness through use of the earlier marks as regards the goods in Class 32 and it was sufficient to proceed on the basis of the premiss that that was the case;
– in essence, in the light of the low degree of similarity between the signs at issue, notwithstanding the identity of the goods at issue, even if the earlier marks had enhanced distinctiveness with regard to the goods in Class 32, no likelihood of confusion on the part of the relevant public, for the purposes of Article 8(1)(b) of Regulation 2017/1001, could be found to exist.
Forms of order sought
10 The applicant claims that the Court should:
– annul the contested decision;
– annul the Opposition Division’s decision;
– order EUIPO to pay the costs.
11 EUIPO contends that the Court should:
– dismiss the action in its entirety;
– order the applicant to pay the costs incurred by EUIPO in the event that a hearing is convened.
Law
12 In support of its action, the applicant relies on a single plea in law alleging infringement of Article 8(1)(b) of Regulation 2017/1001. It submits that the Board of Appeal made a number of errors in assessing the likelihood of confusion by underestimating the degree of similarity between the signs at issue, by not taking into account the principle of interdependence between the degrees of similarity of the goods and of the signs, even though the goods at issue are identical, and by not taking into account the high and enhanced degree of distinctiveness of the earlier marks by virtue of their use.
13 EUIPO, which disputes the applicant’s arguments, contends that the plea must be rejected.
14 Article 8(1)(b) of Regulation 2017/1001 provides that, upon opposition by the proprietor of an earlier trade mark, the trade mark applied for must not be registered if, because of its identity with, or similarity to, the earlier trade mark and the identity or similarity of the goods or services covered by the trade marks, there exists a likelihood of confusion on the part of the public in the territory in which the earlier trade mark is protected. The likelihood of confusion includes the likelihood of association with the earlier trade mark. Furthermore, under Article 8(2)(a)(ii) of Regulation 2017/1001, ‘earlier trade marks’ means trade marks registered in a Member State with a date of application for registration which is earlier than the date of application for registration of the EU trade mark.
15 The risk that the public may believe that the goods or services in question come from the same undertaking or from economically linked undertakings constitutes a likelihood of confusion. The likelihood of confusion must be assessed globally, according to the relevant public’s perception of the signs and goods or services in question and taking into account all factors relevant to the circumstances of the case, in particular the interdependence between the similarity of the signs and that of the goods or services covered (see judgment of 9 July 2003, Laboratorios RTB v OHIM – Giorgio Beverly Hills (GIORGIO BEVERLY HILLS), T‑162/01, EU:T:2003:199, paragraphs 30 to 33 and the case-law cited).
16 Where the protection of the earlier trade mark extends to the entirety of the European Union, it is necessary to take into account the perception of the marks at issue by the consumer of the goods in question in that territory. However, it must be borne in mind that, for an EU trade mark to be refused registration, it is sufficient that a relative ground for refusal for the purposes of Article 8(1)(b) of Regulation 2017/1001 exists in part of the European Union (see, to that effect, judgment of 14 December 2006, Mast-Jägermeister v OHIM – Licorera Zacapaneca (VENADO with frame and others), T‑81/03, T‑82/03 and T‑103/03, EU:T:2006:397, paragraph 76 and the case-law cited).
17 In the first place, it must be pointed out that the Board of Appeal’s assessments relating to the definition of the relevant public and the identity of the goods at issue, which are not disputed by the applicant, are not incorrect and must therefore be endorsed.
18 Thus, the Board of Appeal could validly define, in paragraphs 17 to 22 of the contested decision, the relevant public as consisting of the general public – in Portugal as regards the earlier Portuguese word mark and in the European Union as regards the earlier EU figurative mark – with an average level of attention.
19 Likewise, the Board of Appeal was right in finding, in paragraphs 24 to 27 of the contested decision, first, that the goods in Class 32 covered by the mark applied for were identical to some of the goods in that class covered by the earlier marks and, secondly, that the goods in Class 33 covered by the mark applied for were identical to some of the goods in that class covered by the earlier EU figurative mark.
20 In the second place, as regards the examination of the merits of the Board of Appeal’s finding that there would be no likelihood of confusion if the mark applied for were registered in respect of ‘alcohol free beverages’ in Class 32, it must be pointed out that, in response to the claim that the earlier marks had enhanced distinctiveness through use as regards the goods in Class 32, the Board of Appeal found that, even if that were the case, the registration of the mark applied for would not give rise to such a likelihood of confusion.
21 According to settled case-law, a global assessment of the likelihood of confusion implies some interdependence between the factors taken into account and, in particular, between the similarity of the trade marks and that of the goods or services covered. Accordingly, a low degree of similarity between those goods or services may be offset by a high degree of similarity between the marks, and vice versa (judgments of 29 September 1998, Canon, C‑39/97, EU:C:1998:442, paragraph 17, and of 14 December 2006, VENADO with frame and others, T‑81/03, T‑82/03 and T‑103/03, EU:T:2006:397, paragraph 74).
22 Furthermore, the distinctive character of the earlier trade mark is also one of the relevant factors which may be taken into account in the global assessment of the likelihood of confusion. The examination of the distinctive character of the earlier trade mark is particularly relevant in cases where there is only a low degree of similarity between the signs at issue and where it is necessary to determine whether that low degree of similarity may be offset by a high degree of similarity between the goods at issue (judgment of 28 September 2016, The Art Company B & S v EUIPO – G-Star Raw (THE ART OF RAW), T‑593/15, not published, EU:T:2016:572, paragraph 39).
23 As is stated in recital 11 of Regulation 2017/1001, the assessment of the likelihood of confusion depends, in particular, on the public’s recognition of the earlier mark on the market in question. The more distinctive the earlier mark, the greater will be the likelihood of confusion, and therefore marks with a highly distinctive character, either per se or because of their recognition by the public, enjoy broader protection than marks with less distinctive character (see, by analogy, judgments of 11 November 1997, SABEL, C‑251/95, EU:C:1997:528, paragraph 24; of 29 September 1998, Canon, C‑39/97, EU:C:1998:442, paragraph 18; and of 22 June 1999, Lloyd Schuhfabrik Meyer, C‑342/97, EU:C:1999:323, paragraph 20).
24 As a result, the examination of the present plea depends on the merits of the Board of Appeal’s assessment relating to the degree of similarity between the signs at issue, which must be sufficiently low to make it possible to rule out any likelihood of confusion, notwithstanding the identity of the goods at issue and any enhanced distinctiveness of the earlier marks as a result of their use in connection with those goods.
25 The global assessment of the likelihood of confusion must, so far as concerns the visual, phonetic or conceptual similarity of the signs at issue, be based on the overall impression given by the signs, bearing in mind, in particular, their distinctive and dominant elements. The perception of the marks by the average consumer of the goods or services in question plays a decisive role in the global assessment of that likelihood of confusion. In this regard, the average consumer normally perceives a mark as a whole and does not engage in an analysis of its various details (see judgment of 12 June 2007, OHIM v Shaker, C‑334/05 P, EU:C:2007:333, paragraph 35 and the case-law cited).
26 For the purposes of assessing the distinctive character of an element of a mark, an assessment must be made of the greater or lesser capacity of that element to identify the goods or services for which the mark was registered as coming from a particular undertaking, and thus to distinguish those goods or services from those of other undertakings. In making that assessment, it is necessary to take into account, in particular, the inherent characteristics of that element and to ask whether it is at all descriptive of the goods or services for which the mark has been registered (judgments of 13 June 2006, Inex v OHIM – Wiseman (Representation of a cowhide), T‑153/03, EU:T:2006:157, paragraph 35, and of 13 December 2007, Cabrera Sánchez v OHIM – Industrias Cárnicas Valle (el charcutero artesano), T‑242/06, not published, EU:T:2007:391, paragraph 51).
27 Furthermore, a ssessment of the similarity between two marks means more than taking just one component of a composite trade mark and comparing it with another mark. On the contrary, the comparison must be made by examining each of the marks in question as a whole, which does not mean that the overall impression conveyed to the relevant public by a composite trade mark may not, in certain circumstances, be dominated by one or more of its components (see judgment of 12 June 2007, OHIM v Shaker, C‑334/05 P, EU:C:2007:333, paragraph 41 and the case-law cited). It is only if all the other components of the mark are negligible that the assessment of the similarity can be carried out solely on the basis of the dominant element (judgment of 12 June 2007, OHIM v Shaker, C‑334/05 P, EU:C:2007:333, paragraph 42). That could be the case, in particular, where that component is capable on its own of dominating the image of that mark which members of the relevant public retain, with the result that all the other components are negligible in the overall impression created by that mark (judgment of 20 September 2007, Nestlé v OHIM, C‑193/06 P, not published, EU:C:2007:539, paragraph 43).
28 The Court takes the view that it is appropriate to begin by analysing the possibility of a likelihood of confusion on the basis of the earlier Portuguese word mark.
29 With regard to that mark, the Board of Appeal, first, found, in essence, in paragraphs 36 and 37 of the contested decision, that, as the earlier mark was a Portuguese trade mark, the term constituting that mark was likely to be weakly distinctive since it would be understood as a reference to the term ‘sumo’, which meant ‘juice’ in Portuguese. As regards the mark applied for, the Board of Appeal pointed out, in paragraphs 43 and 44 of the contested decision, that the word element and the figurative elements of the mark applied for were equally distinctive and dominant.
30 The Board of Appeal’s assessments as regards the overall impression created by the mark applied for and by the earlier Portuguese word mark appear to be well founded and must therefore be endorsed.
31 Secondly, the assessments, in paragraphs 45 to 48 of the contested decision, regarding the low degree of similarity between the signs at issue are not vitiated by any error.
32 The Board of Appeal based its finding that there was a low degree of visual similarity between the signs on the fact that they coincided only in the presence of the letters ‘s’ ‘m’ and ‘l’, which were placed in the same order, although those letters were partially in a different position, and differed in their other two letters. It also highlighted the fact that the signs consisted of a different number of letters, that the stylisation of the mark applied for played a significant role in the overall impression created by that mark and that the public would also take into account the diacritical mark which was present above the vowel only in that mark. In paragraphs 49 and 50 of the contested decision, it found, in essence, that the mark applied for contained only one syllable, whereas the earlier mark contained two syllables, in particular for the Portuguese-speaking public, and concluded that the signs at issue were also phonetically similar to a low degree. Lastly, in paragraph 53 of the contested decision, it found that the signs at issue were conceptually dissimilar, since the mark applied for had no meaning.
33 In that regard, to begin with, as regards the visual comparison of the signs, it must be stated that, in view of the significance of the differences between the signs at issue – the partially different positioning of the letters in common, the presence of the letters ‘u’ and ‘o’ only in the earlier mark and the presence of the letter ‘a’ only in the mark applied for and the use of a diacritical mark above the latter – the fact that the signs at issue have only the letters ‘s’, ‘m’ and ‘l’ in common and in the same order can mean only that there is a low degree of similarity.
34 Consequently, the finding in paragraph 48 of the contested decision must be endorsed, even though the Board of Appeal erred in taking into account, in paragraph 46 of the contested decision, the ‘eye-catching stylisation’ of the mark applied for as a differentiating factor between the signs at issue. Since the earlier mark is a word mark, its proprietor is entitled to use it in different scripts, for example, in a form comparable to that of the mark applied for (see, to that effect, judgment of 26 March 2020, Alcar Aktiebolag v EUIPO – Alcar Holding (alcar.se), T‑77/19, not published, EU:T:2020:126, paragraph 65 and the case-law cited).
35 Next, as regards the phonetic comparison of the signs, the Board of Appeal was right in finding that the different number of syllables was a differentiating factor. Consequently, the applicant’s claim that the pronunciations of the marks at issue have in common the pronunciation of the letter ‘s’ at the beginning of the marks and of the letter ‘m’ in the middle of the words and are brought closer together by the pronunciation of the two elements ‘mol’ and ‘mal’ at the end of those marks can give rise only to a low degree of similarity.
36 Lastly, the conceptual comparison of the signs at issue must be held to be neutral in the circumstances of the present case. First, it is common ground that the mark applied for does not have any conceptual content. Secondly, although the word of which the earlier mark consists may be understood by the relevant public as a reference to the term ‘sumo’, meaning ‘juice’ in Portuguese, it must be pointed out that such a concept is descriptive of the goods in question and will not, in the context of those goods, give rise to associations that could make it easier for that sign to be remembered (see, to that effect, judgment of 20 October 2021, Yadex International v EUIPO – Sütas Süt Ürünleri (PINAR Süzme Peynir), T‑559/20, not published, EU:T:2021:713, paragraph 103 and the case-law cited).
37 In view of the foregoing, it must be held that the degree of similarity between the signs at issue is sufficiently low to rule out any likelihood of confusion, notwithstanding the identity of the goods in Class 32 covered by the earlier Portuguese word mark and by the mark applied for, even if the earlier mark has enhanced distinctiveness through use with regard to those goods, as the Board of Appeal correctly found in paragraphs 68 and 69 of the contested decision.
38 The Court also takes the view that the examination of the possibility of a likelihood of confusion on the basis of the earlier EU figurative mark leads to the same conclusion.
39 The figurative elements of the marks at issue – which are not negligible in the overall impression created by those marks – contribute towards decreasing the degree of visual similarity between them even more.
40 As regards the phonetic and conceptual comparison of the signs, the same findings as those made in paragraphs 35 and 36 above are applicable to the relevant Portuguese-speaking public and to any part of the relevant public which will not pronounce the letter ‘å’ in the mark applied for in the same way as the letter ‘o’ in the word element of the earlier mark. By contrast, for the part of the relevant public, in particular that which speaks Swedish, for which the letters ‘å’ and ‘o’ will have the same pronunciation, the marks at issue are phonetically similar to an average degree, and not a low degree, as is stated in paragraph 50 of the contested decision. That degree of similarity, which is higher than that which the Board of Appeal found to exist, does not, however, affect the merits of its finding that there is no likelihood of confusion. First, the applicant made no claim of enhanced distinctiveness by virtue of use as regards the non-Portuguese-speaking part of the relevant public. Secondly, it must be pointed out that, since the goods at issue are above all sold in self-service shops, the phonetic aspect of the marks at issue is generally of less importance than the visual aspect of those marks (see, to that effect, judgments of 11 December 2013, Eckes-Granini v OHIM – Panini (PANINI), T‑487/12, not published, EU:T:2013:637, paragraphs 65 to 67, and of 25 January 2017, Anton Riemerschmid Weinbrennerei und Likörfabrik v EUIPO – Viña y Bodega Botalcura (LITU), T‑187/16, not published, EU:T:2017:30, paragraph 35). It necessarily follows that the very low degree of visual similarity plays a preponderant role in the present case.
41 From a conceptual standpoint, it must be observed that the whole of the relevant public, including the non-Portuguese-speaking public, will perceive the figurative elements of the earlier EU figurative mark – namely the representation of a cut orange and bubbling in the form of small bubbles – as meaning that the goods marketed are sparkling orange-juice-based or orange-flavoured beverages. However, such a meaning must be regarded as not being capable of attracting the attention of the relevant public for reasons similar to those set out in paragraph 36 above.
42 Consequently, as regards the registration of the mark applied for in respect of ‘alcohol free beverages’ in Class 32, the Board of Appeal validly ruled out the possibility of a likelihood of confusion within the meaning of Article 8(1)(b) of Regulation 2017/1001.
43 In the third place, as regards the Board of Appeal’s assessment that the registration of the mark applied for in respect of ‘beverages (alcoholic -), except beer; alcoholic beverages (except beer); alcoholic beverages (except beers); alcoholic beverages [except beers]; alcoholic beverages except beers; alcoholic beverages, except beer’ in Class 33 would not give rise to any likelihood of confusion for the relevant public, it is necessary to take into account the earlier EU figurative mark, since that mark covers identical goods. The applicant does not claim, in its written pleadings, that there could be a likelihood of confusion between the earlier Portuguese word mark and the mark applied for if the latter were registered in respect of goods which are not identical to those which are covered by the earlier Portuguese word mark.
44 For reasons which are similar to those set out in paragraphs 39 to 41 above, it must be held that the Board of Appeal was right in finding, in the contested decision, that there was no likelihood of confusion, notwithstanding the fact that the goods at issue were identical, in view of the particularly low degree of similarity between the signs at issue and of the fact that, since the applicant had not claimed enhanced distinctiveness acquired through use of its earlier figurative mark in respect of the goods in Class 33, that mark had, in principle, to be recognised as having only a degree of inherent distinctiveness which varied from low to average, depending on the part of the relevant public concerned.
45 In the light of the foregoing, the applicant’s single plea must be rejected and, as a result, the action must be dismissed.
Costs
46 Under Article 134(1) of the Rules of Procedure of the General Court, the unsuccessful party is to be ordered to pay the costs if they have been applied for in the successful party’s pleadings.
47 Although the applicant has been unsuccessful, EUIPO has applied for the applicant to be ordered to pay the costs only in the event that the parties are summoned to attend a hearing. As no hearing has taken place, it is appropriate to order each party to bear its own costs.
On those grounds,
THE GENERAL COURT (Third Chamber)
hereby:
1. Dismisses the action;
2. Orders Sumol + Compal Marcas SA and the European Union Intellectual Property Office (EUIPO) each to bear their own costs.
Schalin | Škvařilová‑Pelzl | Nõmm |
Delivered in open court in Luxembourg on 28 February 2024.
V. Di Bucci | | M. van der Woude |