SENTENCIA DEL TRIBUNAL GENERAL (Sala Primera)
de 6 de septiembre de 2023 (*)
«Dibujo o modelo comunitario — Procedimiento de nulidad — Dibujo o modelo comunitario registrado que representa una moto acuática o una embarcación — Dibujos o modelos comunitarios anteriores — Motivos de nulidad — Requisitos de protección — Carácter singular — Artículos 4, 6 y 25, apartado 1, letra b), del Reglamento (CE) n.º 6/2002 — Grado de libertad del autor — Impresión general — Procedimientos judiciales nacionales — Dictamen pericial»
En el asunto T‑377/22,
Cayago Tec GmbH, con domicilio social en Bad Salzuflen (Alemania), representada por los Sres. J. Güell Serra y S. J. Schröter, abogados,
parte recurrente,
contra
Oficina de Propiedad Intelectual de la Unión Europea (EUIPO), representada por el Sr. J. Ivanauskas, en calidad de agente,
parte recurrida,
en el que la otra parte en el procedimiento ante la Sala de Recurso de la EUIPO, que actúa como parte coadyuvante ante el Tribunal General, es:
iAqua (Shenzhen) Ltd, con domicilio social en Shenzhen (China), representada por el Sr. E. Edissonov Kirilov, abogado,
EL TRIBUNAL GENERAL (Sala Primera),
integrado por el Sr. D. Spielmann, Presidente, y el Sr. V. Valančius (Ponente) y la Sra. M. Brkan, Jueces;
Secretaria: Sra. A. Juhász-Tóth, administradora;
habiendo considerado los escritos obrantes en autos;
celebrada la vista el 23 de mayo de 2023;
dicta la siguiente
Sentencia
1 Mediante su recurso basado en el artículo 263 TFUE, la recurrente, Cayago Tec GmbH, solicita la anulación de la resolución de la Tercera Sala de Recurso de la Oficina de Propiedad Intelectual de la Unión Europea (EUIPO) de 19 de abril de 2022 (asunto R 951/2021‑3) (en lo sucesivo, «resolución impugnada»).
Antecedentes del litigio
2 El 22 de diciembre de 2019, la recurrente presentó ante la EUIPO una solicitud de nulidad del dibujo o modelo comunitario que había sido registrado con el número 6611570‑001 a raíz de una solicitud presentada el 3 de julio de 2019 por la parte coadyuvante, iAqua (Shenzhen) Ltd. El dibujo o modelo controvertido se representa en las siguientes perspectivas:
3 Los productos a los que está destinado a aplicarse el dibujo o modelo controvertido están comprendidos en la clase 12‑6 del Arreglo de Locarno, de 8 de octubre de 1968, que establece una Clasificación Internacional para los Dibujos y Modelos Industriales, en su versión modificada, y corresponden a la siguiente descripción: «Motos acuáticas; Embarcaciones a motor».
4 Los motivos invocados en apoyo de la solicitud de nulidad eran los contemplados en el artículo 25, apartado 1, letra b), del Reglamento (CE) n.º 6/2002 del Consejo, de 12 de diciembre de 2001, sobre los dibujos y modelos comunitarios (DO 2002, L 3, p. 1), en relación con los artículos 4, 6 y 25, apartado 1, letra d), del mismo Reglamento.
5 La solicitud de nulidad se basaba en la falta de carácter singular del dibujo o modelo controvertido respecto a dibujos o modelos comunitarios registrados y divulgados con anterioridad.
6 Los dibujos o modelos anteriores en los que se basaba la solicitud de nulidad son los siguientes:
– el dibujo o modelo comunitario que se reproduce en la perspectiva indicada a continuación, publicado el 10 de septiembre de 2012 con el número 2077206‑0001 para «aparatos de deporte» (en lo sucesivo, «modelo D 4»):
![Image not found](data:image/png;base64,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)
– el dibujo o modelo comunitario que se reproduce en las perspectivas indicadas a continuación, publicado el 10 de septiembre de 2012 con el número 2077206‑0002 para «aparatos de deporte» (en lo sucesivo, «modelo D 3»):
![Image not found](data:image/png;base64,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)
– el dibujo o modelo comunitario que se reproduce en la perspectiva indicada a continuación, publicado el 12 de septiembre de 2012 con el número 2077206‑0003 para «aparatos de deporte» (en lo sucesivo, «modelo D 2»):
![Image not found](data:image/png;base64,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)
– el dibujo o modelo comunitario que se reproduce en las perspectivas indicadas a continuación, publicado el 10 de septiembre de 2012 con el número 2077206‑0004 para «aparatos de deporte» (en lo sucesivo, «modelo D 1»):
![Image not found](data:image/png;base64,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)
7 En apoyo de su solicitud, la recurrente invocó, además, los procedimientos judiciales que la enfrentan a la coadyuvante en Alemania, en España y en Francia y la resolución de la Tercera Sala de Recurso de la EUIPO de 22 de noviembre de 2006 (asunto R 196/2006‑3).
8 El 17 de mayo de 2021, la División de Anulación desestimó la solicitud de nulidad.
9 El 25 de mayo de 2021, la recurrente interpuso un recurso ante la EUIPO contra la resolución de la División de Anulación.
10 Mediante la resolución impugnada, la Sala de Recurso desestimó el recurso.
11 En cuanto concierne, en particular, al carácter singular del dibujo o modelo controvertido, en primer término, la Sala de Recurso aplicó el criterio del usuario informado, tomando en consideración la naturaleza del producto y el nivel de atención prestado por tal usuario.
12 A raíz de ello, concluyó que tanto los dibujos o modelos anteriores como el dibujo o modelo controvertido representaban vehículos acuáticos unipersonales recreativos o profesionales y que el usuario informado era una persona que conocía los diferentes modelos de vehículos acuáticos recreativos o profesionales que existen en el mercado y los rasgos característicos que se atribuyen a los productos en cuestión, a saber, que deben ser aptos para el transporte de una persona mediante su propulsión por encima y por debajo del agua.
13 Seguidamente, la Sala de Recurso evaluó el grado de libertad del autor al desarrollar su dibujo o modelo y estimó que, en ese caso, tal grado de libertad, en el sentido del artículo 6, apartado 2, del Reglamento n.º 6/2002, era bastante amplio.
14 Por último, la Sala de Recurso apreció la impresión general producida sobre el usuario informado.
15 En primer lugar, la Sala de Recurso desestimó las alegaciones de la recurrente, basadas, esencialmente, en dibujos o modelos que habían sido objeto de otros procedimientos, en el supuesto carácter original de los dibujos o modelos anteriores invocados y en informes periciales presentados por la recurrente.
16 En segundo lugar, consideró que, entre los cuatro dibujos o modelos anteriores invocados, el modelo D 2 no era más que una de las siete representaciones del modelo D 1 y que el modelo D 4 no era sino una de las siete representaciones del modelo D 3, por lo que, al igual que la División de Anulación, se limitó a comparar el dibujo o modelo controvertido con los modelos D 1 y D 3.
17 En tercer lugar, señaló que la División de Anulación había apreciado similitudes entre los dibujos o modelos anteriores invocados y el dibujo o modelo controvertido, pero consideró que, a pesar de esas similitudes, existían importantes diferencias entre los dibujos o modelos de que se trata, en cuanto a las partes frontal y trasera, a la zona de apoyo y a la presencia de una quilla, diferencias que serían percibidas por un usuario informado, que conferían, por tanto, un carácter singular al dibujo o modelo controvertido.
18 La Sala de Recurso dedujo de ello que el usuario informado también podría percibir con claridad las marcadas diferencias en la parte inferior de los modelos en conflicto, en particular la presencia en el dibujo o modelo controvertido de una quilla del todo ausente en los modelos anteriores, habida cuenta además de que esta circunstancia es apreciable igualmente desde las perspectivas laterales, traseras y frontales de los dibujos o modelos.
19 Dado que, según la Sala de Recurso, existían notables diferencias en cuanto a la impresión producida por los modelos comparados en su conjunto, la impresión general producida por los dibujos o modelos anteriores no era de tal naturaleza que privara al dibujo o modelo controvertido de su carácter singular a pesar de que la libertad del autor fuera bastante amplia.
20 Así pues, la Sala de Recurso concluyó que la División de Anulación no había cometido ningún error al desestimar la solicitud de nulidad, en la medida en que el dibujo o modelo controvertido no producía en el usuario informado la misma impresión general que los dibujos o modelos anteriores invocados por la recurrente.
21 En cuarto lugar, en relación con los procedimientos judiciales nacionales invocados por la recurrente, la Sala de Recurso recordó que las resoluciones de los órganos jurisdiccionales nacionales no tienen efecto vinculante para la EUIPO y, en esencia, consideró que la resolución de la Tercera Sala de Recurso de 22 de noviembre de 2006 (asunto R 196/2006‑3), también invocada por la recurrente, no era en absoluto equiparable, al tratarse de dibujos o modelos muy diferentes de los examinados en el caso de autos.
22 Por tanto, la Sala de Recurso estimó que la solicitud de nulidad basada en el artículo 25, apartado 1, letra b), del Reglamento n.º 6/2002 era infundada y decidió desestimar el recurso.
Pretensiones de las partes
23 La recurrente solicita al Tribunal General que:
– Anule la resolución impugnada.
– Condene en costas a la EUIPO y a la coadyuvante.
24 La EUIPO solicita al Tribunal General que:
– Desestime el recurso.
– Condene a la recurrente al pago de las costas en caso de que se convoque una vista oral.
25 La coadyuvante solicita al Tribunal General que:
– Desestime el recurso.
– Condene en costas a la recurrente.
Fundamentos de Derecho
Sobre la admisibilidad del elemento de prueba presentado por primera vez ante el Tribunal General
26 La recurrente presentó la resolución de la Tercera Sala de Recurso de la EUIPO de 8 de agosto de 2022 (asunto R 952/2021‑3), en un asunto que la enfrenta a la parte coadyuvante y cuya tramitación se ha suspendido a la espera de la resolución que ponga fin al litigio en el presente asunto.
27 Mediante escrito de 22 de noviembre de 2022, el Tribunal General instó a la EUIPO y a la coadyuvante a que presentaran sus observaciones sobre este nuevo elemento de prueba.
28 En sus respuestas, la EUIPO y la coadyuvante no cuestionan la admisibilidad de tal prueba, pero consideran que carece de pertinencia.
29 Dicho elemento probatorio debe considerarse admisible, al haber sido dictada la resolución de la Sala de Recurso de que se trata con posterioridad a la presentación de la demanda [véase, en ese sentido, la sentencia de 24 de marzo de 2021, Lego/EUIPO — Delta Sport Handelskontor (Elemento de construcción perteneciente a un juego de construcciones), T‑515/19, no publicada, EU:T:2021:155].
Sobre el fondo
30 En cuanto al fondo, la recurrente invoca, en esencia, tres motivos, basados, el primero de ellos, en que los procedimientos judiciales nacionales entre las partes forman parte de las circunstancias que deben tenerse en cuenta; el segundo, en que el análisis del carácter singular del dibujo o modelo controvertido atendiendo a la libertad del autor es erróneo, y, el tercero, en que no se tuvo en cuenta un dictamen pericial.
Primer motivo, basado en que no se tuvieron en cuenta procedimientos judiciales nacionales entre la recurrente y la coadyuvante
31 En el primer motivo, la recurrente alega que la resolución impugnada adolece de ilegalidad, por cuanto, al apreciar el carácter singular de un dibujo o modelo, la Sala de Recurso no tuvo en cuenta todos los factores pertinentes. A este respecto, censura a la Sala de Recurso que no tuviera en cuenta que los productos de la coadyuvante habían sido objeto de una prohibición provisional de comercialización en un procedimiento de medidas cautelares en Alemania y de embargos preventivos en los salones náuticos de Cannes (Francia), en septiembre de 2019, y de Barcelona, en octubre de 2019, lo que, a su entender, confirma la existencia de infracciones.
32 En la resolución impugnada, la Sala de Recurso consideró, en cuanto atañe a los procedimientos nacionales invocados, que las resoluciones de los órganos jurisdiccionales nacionales carecían de efecto vinculante para la EUIPO y en ningún caso podían cuestionar la legalidad de la resolución impugnada.
33 La Sala de Recurso indicó que, pese a ello, había examinado el razonamiento y el resultado de las resoluciones en cuestión y estimó que, al no referirse tales resoluciones al dibujo o modelo objeto de controversia, no podían desvirtuar sus apreciaciones en lo referente al carácter singular del dibujo o modelo controvertido.
34 La EUIPO y la coadyuvante rebaten esta argumentación.
35 A este respecto, basta con recordar que el régimen de dibujos y modelos de la Unión Europea es un sistema autónomo, constituido por un conjunto de normas y que persigue objetivos que le son específicos, y su aplicación es independiente de todo sistema nacional [véanse las sentencias de 9 de febrero de 2017, Mast-Jägermeister/EUIPO (Vasos altos), T‑16/16, EU:T:2017:68, apartado 53 y jurisprudencia citada; de 31 de enero de 2019, Thun/EUIPO (Pez), T‑604/17, no publicada, EU:T:2019:42, apartado 36, y de 28 de marzo de 2019, dm-drogerie markt/EUIPO — Albea Services (ALBÉA), T‑562/17, no publicada, EU:T:2019:204, apartado 44].
36 En consecuencia, los procedimientos judiciales nacionales invocados por la recurrente no pueden poner en cuestión la apreciación de la Sala de Recurso realizada en la resolución impugnada y, por tanto, afectar en cualquier caso a su legalidad (véase, en este sentido, la sentencia de 9 de febrero de 2017, Vasos altos, T‑16/16, EU:T:2017:68, apartado 53 y jurisprudencia citada; véase, asimismo, por analogía, la sentencia de 28 de marzo de 2019, ALBÉA, T‑562/17, non publicada, EU:T:2019:204, apartado 44).
37 Por consiguiente, procede desestimar el primer motivo.
Segundo motivo, basado en una apreciación errónea del carácter singular del dibujo o modelo controvertido atendiendo al grado de libertad del autor
38 En el segundo motivo, la recurrente alega que, en la resolución impugnada, la Sala de Recurso efectuó una apreciación errónea del carácter singular del dibujo o modelo controvertido atendiendo al grado de libertad del autor.
39 En la resolución impugnada, la Sala de Recurso consideró, esencialmente, que, aun cuando hubiera similitudes entre los dibujos o modelos anteriores invocados y el dibujo o modelo objeto de controversia, existían, pese a ser bastante amplia la libertad del autor, diferencias importantes entre los dibujos o modelos en cuestión que serían percibidas por un usuario informado. Así, la Sala de Recurso decidió que el dibujo o modelo controvertido no producía en el usuario informado la misma impresión general que los dibujos o modelos anteriores invocados por la recurrente.
40 Según la recurrente, la resolución impugnada adolece de ilegalidad en la medida en que, en primer término, si bien la Sala de Recurso consideró que, en ese caso concreto, el autor gozaba de un margen de libertad bastante amplio, tras recordar la regla de proporcionalidad inversa, según la cual, cuanto mayor sea la libertad del autor en el desarrollo de un dibujo o modelo, menor será la posibilidad de que las diferencias secundarias que existan entre los dibujos o modelos en conflicto causen impresiones generales distintas en los usuarios informados, estimó que el dibujo o modelo objeto de controversia y los dibujos o modelos anteriores invocados ofrecían una impresión general distinta. La recurrente sostiene que un amplio grado de libertad del autor respalda la conclusión de que los dibujos o modelos sin diferencias significativas producen la misma impresión general en el usuario informado y que, por tanto, el dibujo o modelo controvertido no tiene carácter singular.
41 A continuación, la recurrente hace valer un dictamen pericial del Sr. E. Boldú Montoro (en lo sucesivo, «dictamen pericial») que, en su opinión, acredita que los dibujos o modelos anteriores invocados y el dibujo o modelo objeto de controversia son claramente idénticos, mientras que la mayoría de los modelos de scooters acuáticos existentes en el mercado son muy diferentes de los dibujos o modelos anteriores invocados.
42 Por último, la recurrente censura a la Sala de Recurso que desestimara, por considerar que no era pertinente, la resolución de la Tercera Sala de Recurso de la EUIPO de 22 de noviembre de 2006 (asunto R 196/2006‑3), a pesar de que dicha resolución también se refería a scooters acuáticos con una forma similar, que presentaban diferencias y similitudes, pero cuyas pequeñas diferencias se consideraron contrarrestadas por la clara impresión general similar del dibujo o modelo controvertido.
43 La EUIPO y la coadyuvante rebaten esta argumentación.
44 A este respecto, procede subrayar, de entrada, que, en la demanda, y como confirmó en la vista, la recurrente circunscribe sus alegaciones a la aplicación por la Sala de Recurso del criterio del grado de libertad del autor, en el sentido del artículo 6, apartado 2, del Reglamento n.º 6/2002, sin rebatir las apreciaciones de la Sala de Recurso sobre el carácter novedoso del dibujo o modelo controvertido, en el sentido del artículo 4, apartado 1, del Reglamento n.º 6/2002, ni sobre el usuario informado, en el sentido del artículo 6, apartado 1, del Reglamento n.º 6/2002.
45 En esencia, la recurrente reprocha a la Sala de Recurso que considerara que, en ese caso concreto, el grado de libertad del autor era bastante amplio y concluyese que los dibujos o modelos ofrecían una impresión general distinta y que el dibujo o modelo controvertido tenía carácter singular.
46 Pues bien, procede recordar que el grado de libertad del autor al desarrollar su dibujo o modelo se define sobre la base, concretamente, de los imperativos vinculados a las características impuestas por la función técnica del producto, o de un elemento del producto, o incluso de las prescripciones legales aplicables al producto. Tales imperativos llevan a una normalización de determinadas características que entonces pasan a ser comunes a los dibujos o modelos aplicados al producto de que se trate [véase la sentencia de 10 de noviembre de 2021, Eternit/EUIPO — Eternit Österreich (Panel de construcción), T‑193/20, EU:T:2021:782, apartado 58 y jurisprudencia citada].
47 En este contexto, la libertad del autor es un factor que más bien permite matizar la apreciación del carácter singular del dibujo o modelo impugnado, y no un factor autónomo que defina la distancia requerida entre dos dibujos o modelos para que uno de ellos pueda invocar un carácter singular. Dicho de otro modo, el factor relativo al grado de libertad del autor puede apoyar o, al contrario, matizar la conclusión en cuanto a la impresión general que produce en el usuario informado cada dibujo o modelo controvertido (véase la sentencia de 10 de noviembre de 2021, Panel de construcción, T‑193/20, EU:T:2021:782, apartado 59 y jurisprudencia citada).
48 La influencia del factor relativo al grado de libertad del autor sobre el carácter singular varía en función de una regla de proporcionalidad inversa. En consecuencia, cuanto mayor sea el grado de libertad del autor al desarrollar un dibujo o modelo, menor será la posibilidad de que las diferencias secundarias que existan entre los dibujos o modelos en conflicto causen impresiones generales distintas en los usuarios informados. Por el contrario, cuanto menor sea la libertad del autor al desarrollar un dibujo o modelo, mayor será la posibilidad de que las diferencias secundarias que existan entre los dibujos o modelos en conflicto causen impresiones generales distintas en los usuarios informados. Dicho de otro modo, un amplio grado de libertad del autor apoya la conclusión de que los dibujos o modelos sin diferencias significativas producen la misma impresión general en el usuario informado y de que, por lo tanto, el dibujo o modelo controvertido no tiene carácter singular. Por el contrario, un grado reducido de libertad del autor favorece la conclusión de que las diferencias suficientemente marcadas entre los dibujos o modelos producen una impresión general distinta en el usuario informado y de que, por lo tanto, el dibujo o modelo controvertido tiene carácter singular (véase la sentencia de 10 de noviembre de 2021, Panel de construcción, T‑193/20, EU:T:2021:782, apartado 60 y jurisprudencia citada).
49 En el presente asunto, procede observar que, como señaló la Sala de Recurso, en primer lugar, la principal diferencia entre los dibujos o modelos en conflicto se encuentra en su parte frontal, pues el modelo o dibujo controvertido presenta un morro angulado con dos toberas laterales que proporcionan un aspecto más deportivo, mientras que los dibujos o modelos anteriores invocados por la recurrente presentan un morro suave y redondeado.
50 Además, el dibujo o modelo controvertido presenta una apariencia muy angulada también en su parte trasera, lo que constituye una diferencia adicional con los dibujos o modelos anteriores invocados por la recurrente, que presentan unas líneas más suaves y redondeadas.
51 Asimismo, el dibujo o modelo controvertido presenta una zona de apoyo del torso con un área específica en forma de trapecio de esquinas redondeadas que delimita la zona de apoyo, mientras que los dibujos o modelos anteriores invocados por la recurrente son completamente lisos en la zona de apoyo del torso.
52 Por último, existen marcadas diferencias en la parte inferior de los modelos en cuestión, que se reflejan también en las perspectivas laterales, traseras y frontales, debidas principalmente (aunque no únicamente) a la circunstancia de que el dibujo o modelo controvertido presenta una quilla en la parte inferior del casco, mientras que los dibujos o modelos anteriores invocados por la recurrente no la tienen.
53 Contrariamente a lo que sostiene la recurrente, en el presente asunto no se trata de detalles accesorios que no confieran al dibujo o modelo controvertido una impresión general distinta de la producida por los modelos anteriores.
54 Como pudo considerar de manera justificada la Sala de Recurso, un usuario informado, que presta un grado de atención relativamente elevado, notará inmediatamente esas importantes diferencias, que prevalecerán sobre los elementos coincidentes de los modelos en conflicto, habida cuenta además de que algunas de esas diferencias afectan no solo al aspecto de los productos, sino también a su comodidad, como es el caso de la forma de la zona de apoyo del torso.
55 En consecuencia, la Sala de Recurso consideró fundadamente que el dibujo o modelo controvertido producía una impresión general distinta de la producida por los dibujos o modelos anteriores invocados por la recurrente, de modo que el dibujo o modelo controvertido tenía carácter singular y, por tanto, debía desestimarse la solicitud de nulidad.
56 Las demás alegaciones formuladas por la recurrente no invalidan esta constatación.
57 En efecto, en primer lugar, el dictamen pericial presentado por la recurrente ante la Sala de Recurso no puede desvirtuar tal apreciación, como se desprende de las consideraciones que figuran en los apartados 71 a 78 de la presente sentencia en relación con el tercer motivo.
58 En segundo lugar, la resolución de la Tercera Sala de Recurso de la EUIPO de 22 de noviembre de 2006 (asunto R 196/2006‑3), invocada por la recurrente, tampoco puede desvirtuar dicha apreciación, en la medida en que la EUIPO no puede quedar vinculada por su práctica decisoria anterior, máxime cuando se trata, como ocurre en ese caso, de dibujos o modelos muy diferentes de los que son objeto del presente asunto. Además, la recurrente sostiene que las diferencias entre los scooters controvertidos en dicho asunto eran pequeñas y pudieron ser contrarrestadas por la impresión general similar producida. Esta alegación debe rechazarse, ya que, en el presente asunto, las diferencias entre los dibujos o modelos de que se trata no son de escasa entidad.
59 En tercer lugar, no cabe invocar la resolución de la Tercera Sala de Recurso de la EUIPO de 8 de agosto de 2022 (asunto R 952/2021‑3), dictada en un asunto que enfrentaba a la recurrente y a la coadyuvante, ya que mediante dicha resolución la EUIPO suspendió precisamente la tramitación de ese asunto a la espera de la resolución del Tribunal General que ponga fin al litigio en el presente asunto.
60 En consecuencia, debe desestimarse el segundo motivo.
Tercer motivo, basado en que no se tuvo en cuenta el dictamen pericial
61 En el tercer motivo, la recurrente sostiene que, en la resolución impugnada, la Sala de Recurso no valoró debidamente el dictamen pericial que había presentado.
62 En dicha resolución, la Sala de Recurso recordó que, según la jurisprudencia, no le corresponde a un perito realizar apreciaciones jurídicas, en particular, por lo que se refiere al carácter singular del dibujo o modelo controvertido. La Sala de Recurso estimó que las consideraciones del autor del dictamen pericial presentado por la recurrente, en su condición de profesor titular del Departamento de Diseño e Imagen de la Universidad de Barcelona, no podían considerarse asimilables a la perspectiva del usuario informado de los productos en cuestión, que no es ni un diseñador ni un experto técnico.
63 Ahora bien, según la recurrente, el autor del dictamen pericial no realizó ninguna apreciación jurídica, sino que simplemente expresó consideraciones en su ámbito de especialización reconocido en materia de propiedad intelectual e industrial. Según la recurrente, dado que los dictámenes periciales están expresamente permitidos por el artículo 65, apartado 1, del Reglamento n.º 6/2002, la Sala de Recurso debería haber concluido, como hace el perito en su dictamen, que la impresión general que el dibujo o modelo objeto de controversia producía en los usuarios informados no difería de la impresión general producida por los dibujos o modelos anteriores invocados por la recurrente.
64 La EUIPO y la parte coadyuvante rebaten esta argumentación.
65 A este respecto, procede recordar, de entrada, que, ciertamente, a tenor del artículo 65, apartado 1, letra e), del Reglamento n.º 6/2002, «en cualquier procedimiento entablado ante la [EUIPO], podrán utilizarse […] medios de prueba», como el «dictamen pericial».
66 No obstante, en relación con las consideraciones referidas al supuesto carácter singular de un dibujo o modelo objeto de controversia, cabe precisar que, según la jurisprudencia, no corresponde a un perito realizar apreciaciones jurídicas, en particular, por lo que se refiere al carácter singular del dibujo o modelo controvertido [véase la sentencia de 29 de octubre de 2015, Roca Sanitario/OAMI — Villeroy & Boch (Grifo monomando), T‑334/14, no publicada, EU:T:2015:817, apartado 80 y jurisprudencia citada].
67 En el presente asunto, en la resolución impugnada, la Sala de Recurso tuvo en cuenta el dictamen pericial presentado por la recurrente.
68 No obstante, la Sala de Recurso se apartó de las conclusiones del dictamen pericial relativas al carácter singular del dibujo o modelo controvertido, por cuanto su autor no podía ser considerado un usuario informado, en el sentido del artículo 6, apartado 1, del Reglamento n.º 6/2002.
69 Así pues, con independencia de que el dictamen pericial contenga apreciaciones no desprovistas de efectos jurídicos, la alegación de la recurrente no puede prosperar en la medida en que, como resulta del examen del segundo motivo antes expuesto, la Sala de Recurso pudo considerar fundadamente que el dibujo o modelo controvertido tenía carácter singular a fin de desestimar la solicitud de nulidad.
70 A este respecto, como observó correctamente la coadyuvante, el hecho de que el artículo 65, apartado 1, del Reglamento n.º 6/2002 enumere el dictamen pericial entre los medios de prueba admisibles no significa que todo dictamen pericial deba ser acogido en cuanto al fondo.
71 En consecuencia, el tercer motivo no puede prosperar.
72 Por tanto, debe desestimarse el recurso en su totalidad.
Costas
73 A tenor del artículo 134, apartado 1, del Reglamento de Procedimiento del Tribunal General, la parte que haya visto desestimadas sus pretensiones será condenada en costas, si así lo hubiera solicitado la otra parte.
74 Al haber sido desestimadas las pretensiones de la recurrente, procede condenarla en costas, conforme a lo solicitado por la EUIPO y la coadyuvante.
En virtud de todo lo expuesto,
EL TRIBUNAL GENERAL (Sala Primera)
decide:
1) Desestimar el recurso.
2) Condenar en costas a Cayago Tec GmbH.
Pronunciada en audiencia pública en Luxemburgo, a 6 de septiembre de 2023.
El Secretario | | El Presidente |
V. Di Bucci | | M. van der Woude |