Il Tribunale UE con la sentenza 3 dicembre 2019 T-658/18,Hästens Sängar AB, c. EUIPO, impartisce alcuni insegnamenti in materia di marchi di forma, anche se bidimensionali. E’ noto che nella disciplina dei marchi di forma ci rientrano anche quelli bidimensionali, come precisa il Tribunale stesso.
Il marchio chiesto in registrazione era quello qui sotto riprodotto e per le classi indicate al § 3 : arredi tessuti vestiti e simili (classi 20 24 25 35)
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)
L’esaminatore e anche la Commissione di Appello (Board of Appeal, BoA) rigettano la domanda per mancanza di distintività ex articolo 7 comma 1 lettera B del regolamento 1001 del 2017 secondo cui <<Sono esclusi dalla registrazione: …; b) i marchi privi di carattere distintivo;>>
A parte altre due censure sulla motivazione , che qui non verranno considerate, il T. si sofferma su quella relativa alla violazione della regola sulla distintività
La Corte inizia ricordando alcuni principi noti e cioè che:
– è sufficiente un grado minimo di distintività, paragrafo 16;
-la distintività non ha nulla a che fare con la creatività, paragrafo 17
– marchi tridimensionali sono sottoposti alla stessa disciplina degli altri Marchi paragrafo 19.
Su quest’ultimo punto però il T. precisa che la percezione del consumatore medio non è necessariamente la stessa quando il marchio tridimensionale e consiste nell’ apparenza del prodotto stesso , § 20.
Infatt il consumatore medio non ha l’abitudine <<of making assumptions about the origin of products on the basis of their shape or the shape of their packaging in the absence of any graphic or word element, and it could therefore prove more difficult to establish distinctiveness in relation to such a three-dimensional mark than in relation to a word or figurative mark>>, § 21
Inoltre quanto più vicino la forma chiesta in registrazione ricorda la forma più usuale dei prodotti, tanto maggiore è il rischio che il marchio sia privo di ogni distintività, § 22. Infatti in tali casi <<only a mark which departs significantly from the norm or customs of the sector and thereby fulfils its essential function of indicating origin is not devoid of any distinctive character for the purposes of Article 7(1)(b) of Regulation 2017/1001>>, § 22.
Poi ricorda che la disciplina dei marchi bidimensionali si applica anche ai tridimensionali, § 23. Il che vale pure per il caso di un marchio figurativo che consiste in una parte della forma del prodotto che designa, poiché <<the relevant public will immediately and without further thought perceive it as a representation of a particularly interesting or attractive detail of the product in question, rather than as an indication of its commercial origin (judgment of 21 April 2015, Representation of a grey chequerboard pattern, T‑360/12, not published, EU:T:2015:214, paragraph 25)>> § 24 (la sentenza citata viene citata in moltri altri passi della sentenza).
Applicando queste regole al caso sub iudice, il T. trova che correttamente il BoA <<found that the mark applied for consisted of a representation of a fabric pattern, in other words the representation of the possible outward appearance of the goods covered by the application for registration, which are fabrics, are made from fabrics or have fabric surfaces>> § 33
Bisogna poi accertare se la domanda di marchio richiesto differisca significativamente dagli usi del settore, § 40.
E sul punto il BoA aveva deciso che <<the chequered pattern is a basic and commonplace style for fabric, since it is composed of a regular succession of squares of the same size which are differentiated by alternating different colours, in this case grey-blue and white. It deduced from this that the pattern did not contain any notable variation in relation to the conventional representation of a chequered design found everywhere in the field of textiles>>, § 41.
Il T. non ha motivo di censurare questa statuoizione, § 42
In fatti in primo luogo <<43. … the colours used in the pattern will be perceived by the relevant public as being used for aesthetic purposes or to display the goods and services in question and will not be sufficient, on their own, to distinguish the goods and services of the applicant from those of other undertakings (judgment of 19 September 2012, Fraas v OHIM (Tartan pattern in dark grey, light grey, black, beige, dark red and light red), T‑50/11, not published, EU:T:2012:442, paragraph 66)>>.
In secondo luogo <<44. … graphically, the representation of squares at issue does not contain any notable variation in relation to the conventional representation of such patterns and that, as a result, the relevant public will in fact only perceive a commonplace and everyday pattern (judgment of 19 September 2012, Tartan pattern in dark grey, light grey, black, beige, dark red and light red, T‑50/11, not published, EU:T:2012:442, paragraph 68)>>.
Di conseguenza, tenendo dei beni e servizi richiesti e il modo in cjui son percepiti dal pubblico rielvante, <<the mark applied for will not be understood and remembered as an indicator of the commercial origin of those goods and services>>., § 45