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Documento DOUE-L-2025-81743

Reglamento Delegado (UE) 2025/1353 de la Comisión, de 1 de julio de 2025, por el que se modifica el Reglamento Delegado (UE) 2023/2534, relativo a las secadoras de tambor domésticas, en lo que respecta a la información sobre la reparabilidad y se aclaran algunos aspectos de los métodos de medición y cálculo, la ficha de información del producto, la documentación técnica y el procedimiento de verificación.

Publicado en:
«DOUE» núm. 1353, de 20 de noviembre de 2025, páginas 1 a 27 (27 págs.)
Departamento:
Unión Europea
Referencia:
DOUE-L-2025-81743

TEXTO ORIGINAL

REGLAMENTO DELEGADO (UE) 2025/1353 DE LA COMISIÓN

de 1 de julio de 2025

por el que se modifica el Reglamento Delegado (UE) 2023/2534, relativo a las secadoras de tambor domésticas, en lo que respecta a la información sobre la reparabilidad y se aclaran algunos aspectos de los métodos de medición y cálculo, la ficha de información del producto, la documentación técnica y el procedimiento de verificación

(Texto pertinente a efectos del EEE)

LA COMISIÓN EUROPEA,

Visto el Tratado de Funcionamiento de la Unión Europea,

Visto el Reglamento (UE) 2017/1369 del Parlamento Europeo y del Consejo, de 4 de julio de 2017, por el que se establece un marco para el etiquetado energético y se deroga la Directiva 2010/30/UE (1), y en particular su artículo 16, apartado 1,

Considerando lo siguiente:

(1)

El Reglamento Delegado (UE) 2023/2534 de la Comisión (2) establece requisitos armonizados para el etiquetado de las secadoras de tambor domésticas, de modo que los clientes puedan tomar decisiones de compra con conocimiento de causa sobre la base de la eficiencia energética e información complementaria sobre los aparatos. El artículo 3 de dicho Reglamento también especifica el contenido y el formato de la ficha de información del producto y de la documentación técnica y exige a los proveedores que introduzcan los parámetros pertinentes en el registro europeo de productos para el etiquetado energético (EPREL).

(2)

Es importante abordar la considerable disminución de la vida útil de las secadoras de tambor domésticas durante los últimos quince años, que ha provocado un aumento de la tasa de producción para compensar el acortamiento de la vida útil. Facilitar información sobre la reparabilidad de las secadoras de tambor por medio de un índice de reparabilidad podría suponer diversos beneficios medioambientales, sociales y económicos al animar a los consumidores a elegir productos más reparables. El índice de reparabilidad debe calcularse sobre la base de parámetros pertinentes para evaluar la facilidad de reparación de una secadora de tambor doméstica.

(3)

A partir del 1 de enero de 2027, cualquier secadora de tambor doméstica que se introduzca en el mercado debe ir acompañada de una etiqueta y una ficha de información del producto que contengan información sobre la reparabilidad. Con el fin de garantizar una introducción fluida del índice de reparabilidad, los proveedores pueden proporcionar etiquetas que incluyan información sobre la reparabilidad antes de la fecha límite obligatoria del 1 de enero de 2027, en lugar de etiquetas sin información sobre la reparabilidad.

(4)

Dado que la puesta en aplicación de un índice de reparabilidad no implica un reescalamiento de la etiqueta, debe permitirse que, después del 1 de enero de 2027, los distribuidores vendan sin límite de tiempo las secadoras de tambor domésticas que hayan introducido en el mercado antes de esa fecha y cuyas etiquetas no incluyan el índice de reparabilidad.

(5)

Con el fin de mejorar la reparabilidad de las secadoras de tambor domésticas, debe incluirse un elemento adicional en la revisión prevista en el artículo 7 del Reglamento (UE) 2023/2534, a saber, la evaluación de la posibilidad de incluir las bombas de calor entre las piezas prioritarias que se tienen en cuenta al calcular el índice de reparabilidad.

(6)

A fin de garantizar la seguridad jurídica, deben añadirse las definiciones pertinentes relativas al índice de reparabilidad y al contenido medio de humedad final.

(7)

Para ayudar a los consumidores a elegir con conocimiento de causa el grado de reparación y de mantenimiento de las secadoras de tambor domésticas, debe incluirse la clase de reparabilidad correspondiente en las etiquetas energéticas tanto para las secadoras de tambor domésticas de condensación como para las que no son de condensación, desde la clase A hasta la E, donde la clase A, que es la más alta, corresponde a las secadoras de tambor domésticas con los mejores índices de reparabilidad y la clase E, que es la más baja, a las secadoras de tambor domésticas con los peores índices de reparabilidad.

(8)

El término «logotipo» debe sustituirse por «pictograma» en la descripción de la etiqueta que figura en el anexo III, en aras de la coherencia con otros actos delegados sobre etiquetado energético. Además, la referencia a la etiqueta ecológica de la UE ha de suprimirse del anexo III, puesto que esta etiqueta ya no se concede.

(9)

Ha de definirse un método para calcular el índice de reparabilidad de las secadoras de tambor domésticas que permita asignar una clase de reparabilidad a cada modelo de secadora de tambor doméstica.

(10)

El cálculo del índice de reparabilidad debe realizarse mediante una fórmula basada en parámetros de puntuación específicos que se hayan considerado pertinentes para determinar la facilidad de reparación de cada modelo de secadora de tambor doméstica. Esos parámetros de puntuación son la profundidad del desmontaje, el tipo de elementos de fijación, el tipo de herramientas y la información sobre reparación.

(11)

Excepto en el caso de la información sobre reparación, que debe evaluarse a nivel del producto, los otros tres parámetros de puntuación deben evaluarse a nivel de las piezas de la secadora de tambor doméstica que vayan a sustituirse. Por este motivo, se han seleccionado e incluido piezas prioritarias en la fórmula de cada parámetro de puntuación, con una media ponderada que refleja la importancia de cada pieza prioritaria en términos de tasas de ventas y de fallos.

(12)

La descripción de las fases de desmontaje utilizadas para calcular el parámetro de puntuación de la profundidad del desmontaje debe ser coherente con la información sobre reparación y mantenimiento que ha de facilitarse a los reparadores profesionales.

(13)

Procede suprimir de la información que debe facilitarse en la documentación técnica del producto los detalles del método de cálculo del contenido medio de humedad final del programa eco que se establecieron originalmente en el punto 1, letra g), del anexo IV del Reglamento Delegado (UE) 2023/2534. Se ha observado que la obtención de un valor del 0 % para el contenido medio de humedad final a menudo conlleva efectos secundarios negativos no deseados, en términos de daños térmicos de los tejidos debido a un secado excesivo y de un consumo excesivo de energía, que deben evitarse. En su lugar, este parámetro debe calcularse empleando los métodos de medición y cálculo que se establecen en las normas armonizadas, dado que prevén tolerancias adecuadas.

(14)

Para garantizar que los consumidores elijan con conocimiento de causa y fomentar el consumo sostenible, la ficha de información del producto debe incluir información sobre el índice de reparabilidad y las puntuaciones parciales de cada uno de los parámetros de puntuación. A fin de evitar cargas administrativas innecesarias para los proveedores, únicamente los cambios en la puntuación global del índice de reparabilidad de un producto deben considerarse pertinentes para la definición de un nuevo modelo. En cambio, no se consideran pertinentes los cambios en los cálculos parciales de los parámetros de puntuación que no alteren el índice de reparabilidad global.

(15)

Con el objetivo de evitar confusiones para los proveedores y las autoridades de vigilancia del mercado, debe aclararse el contenido de la documentación técnica, incluida la información pertinente sobre reparabilidad.

(16)

Procede, por tanto, modificar el Reglamento Delegado (UE) 2023/2534 en consecuencia.

HA ADOPTADO EL PRESENTE REGLAMENTO:

Artículo 1

Disposiciones modificadoras

El Reglamento Delegado (UE) 2023/2534 se modifica como sigue:

1)

El artículo 3 se modifica como sigue:

a)

el apartado 1 se sustituye por el texto siguiente:

«1.   Los proveedores deberán garantizar que:

a)

del 1 de marzo de 2025 al 31 de diciembre de 2026:

i)

cada secadora de tambor doméstica se suministre con una etiqueta impresa con el formato y la información que figuran en el anexo III y, en el caso de las secadoras domésticas con más de un tambor, según lo indicado en el anexo X,

ii)

los valores de los parámetros de la ficha de información del producto, como se indica en el anexo V, se consignen en la parte pública de la base de datos de los productos;

b)

del 1 de julio de 2025 al 31 de diciembre de 2026:

i)

el contenido de la documentación técnica, establecido en el anexo VI, se consigne en la base de datos de los productos,

ii)

se facilite a los distribuidores una etiqueta electrónica con el formato y la información que figuran en el anexo III para cada modelo de secadora de tambor doméstica,

iii)

se facilite a los distribuidores una ficha electrónica de información del producto, como la que figura en el anexo V, para cada modelo de secadora de tambor doméstica,

iv)

si así lo solicita expresamente el distribuidor, la ficha de información del producto, como la que figura en el anexo V, esté disponible en formato impreso;

c)

a partir del 1 de enero de 2027:

i)

cada secadora de tambor doméstica se suministre con una etiqueta impresa con el formato y la información que figuran en el anexo III bis y, en el caso de las secadoras domésticas con más de un tambor, según lo indicado en el anexo X,

ii)

los valores de los parámetros de la ficha de información del producto, que figura en el anexo V bis, se consignen en la parte pública de la base de datos de los productos,

iii)

el contenido de la documentación técnica que figura en el anexo VI bis, excepto la información establecida en el punto 1, letras h) e i), de dicho anexo, se introduzca en la base de datos de los productos,

iv)

se facilite a los distribuidores una etiqueta electrónica con el formato y la información que figuran en el anexo III bis para cada modelo de secadora de tambor doméstica,

v)

se facilite a los distribuidores una ficha electrónica de información del producto, como la que figura en el anexo V bis, para cada modelo de secadora de tambor doméstica,

vi)

si así lo solicita expresamente el distribuidor, la ficha de información del producto, como la que figura en el anexo V bis, esté disponible en formato impreso;

d)

a partir del 1 de julio de 2025:

i)

toda publicidad visual de un modelo específico de secadora de tambor doméstica indique la clase de eficiencia energética y el intervalo de clases de eficiencia energética disponibles en la etiqueta, de conformidad con los anexos VII y VIII,

ii)

todo material técnico de promoción relativo a un modelo específico de secadora de tambor doméstica, incluido el material técnico de promoción en internet, que describa sus parámetros técnicos específicos indique la clase de eficiencia energética de dicho modelo y el intervalo de clases de eficiencia energética disponibles en la etiqueta, de conformidad con el anexo VII.»

;

b)

se inserta el apartado 1 bis siguiente:

«1 bis.   No obstante lo dispuesto en el apartado 1, letras a) y b), durante el período comprendido entre el 24 de noviembre de 2025 y el 31 de diciembre de 2026, los proveedores podrán cumplir las obligaciones establecidas en el apartado 1, letras a) y b), de la forma establecida en el apartado 1, letra c).»

.

2)

En el artículo 4, la letra a) se sustituye por el texto siguiente:

«a)

cada secadora de tambor doméstica vaya provista, en el punto de venta (incluidas las ferias comerciales), de la etiqueta facilitada por los proveedores de acuerdo con el artículo 3, apartado 1, letra a), inciso i), o letra c), inciso i), y que esta se presente en los aparatos encastrables de manera que sea claramente visible y, en todos los demás aparatos, de manera que sea claramente visible desde su parte frontal o superior;».

3)

El artículo 7 se modifica como sigue:

a)

el apartado 1 se sustituye por el texto siguiente:

«La Comisión revisará el presente Reglamento a la luz del progreso tecnológico y presentará al Foro de Diseño Ecológico los resultados de esa revisión, incluido, en su caso, un proyecto de propuesta, a más tardar el 1 de enero de 2030.

La revisión deberá evaluar, en particular, los siguientes elementos:

a)

el potencial de mejora en lo que se refiere al consumo de energía y al rendimiento funcional y medioambiental de las secadoras de tambor domésticas;

b)

la eficacia de las medidas existentes para incitar a los usuarios finales a comprar aparatos más eficientes en energía y recursos y utilizar programas más eficientes en energía y recursos;

c)

la posibilidad de abordar los objetivos de la economía circular;

d)

la pertinencia de incluir la bomba de calor en la lista de piezas prioritarias a efectos del cálculo del índice de reparabilidad.»;

b)

se suprime el apartado 2.

4)

En el artículo 10, el párrafo segundo se sustituye por el texto siguiente:

«Será aplicable a partir del 1 de julio de 2025. No obstante, el artículo 9 será aplicable a partir del 1 de enero de 2024, y el artículo 3, apartados 1 y 1 bis, según lo que en ellos se establezca.».

5)

Los anexos I, II y III se modifican con arreglo al anexo I del presente Reglamento.

6)

Se inserta como anexo III bis el texto establecido en el anexo II del presente Reglamento.

7)

Los anexos IV y V se modifican de conformidad con el anexo III del presente Reglamento.

8)

Se inserta como anexo V bis el texto establecido en el anexo IV del presente Reglamento.

9)

El anexo VI se modifica con arreglo a lo dispuesto en el anexo V del presente Reglamento.

10)

Se inserta como anexo VI bis el texto establecido en el anexo VI del presente Reglamento.

11)

Los anexos VII, VIII, IX y X se modifican de conformidad con el anexo VII del presente Reglamento.

Artículo 2

Entrada en vigor y aplicación

El presente Reglamento entrará en vigor a los cuatro días de su publicación en el Diario Oficial de la Unión Europea.

El presente Reglamento será obligatorio en todos sus elementos y directamente aplicable en cada Estado miembro.

Hecho en Bruselas, el 1 de julio de 2025.

Por la Comisión

La Presidenta

Ursula VON DER LEYEN

(1)   DO L 198 de 28.7.2017, p. 1, ELI: http://data.europa.eu/eli/reg/2017/1369/oj.

(2)  Reglamento Delegado (UE) 2023/2534 de la Comisión, de 13 de julio de 2023, por el que se completa el Reglamento (UE) 2017/1369 del Parlamento Europeo y del Consejo en lo relativo al etiquetado energético de las secadoras de tambor domésticas y se deroga el Reglamento Delegado (UE) n.o 392/2012 de la Comisión (DO L, 2023/2534, 22.11.2023, ELI: http://data.europa.eu/eli/reg_del/2023/2534/oj).

ANEXO I

Los anexos I, II y III del Reglamento Delegado (UE) 2023/2534 se modifican como sigue:

1)

En el anexo I, se añaden los puntos siguientes:

«27)

“contenido medio de humedad final”: la media del contenido de humedad final para el programa eco con carga completa y a media carga;

28)

“pieza de recambio”: una pieza independiente que puede sustituir a otra que cumple la misma función o una función similar en una secadora de tambor doméstica;

29)

“pieza prioritaria”: pieza de recambio utilizada en los cálculos del índice de reparabilidad establecido en el punto 5 del anexo IV;

30)

“placa de circuito impreso principal”: placa que gestiona directa o indirectamente los componentes eléctricos y electrónicos integrados en el aparato;

31)

“desmontaje”: proceso mediante el cual se separan las piezas o componentes de un producto de tal manera que este podría montarse de nuevo posteriormente y ser operativo;

32)

“elemento de fijación”: dispositivo metálico o sustancia que conecta o fija dos o más objetos, partes o piezas por medios mecánicos, magnéticos u otros, incluidos los dispositivos metálicos que, además, dispongan de una función eléctrica;

33)

“elemento de fijación reutilizable”: elemento de fijación que puede reutilizarse completamente con el mismo fin durante el remontaje y que no causa daños ni al producto ni al propio elemento de fijación durante el proceso de desmontaje o remontaje de tal manera que resulte imposible su reutilización múltiple;

34)

“elemento de fijación extraíble”: elemento de fijación que no es un elemento de fijación reutilizable, pero cuya extracción no daña el producto ni deja residuos que impidan su remontaje;

35)

“elemento de fijación resuministrado”: elemento de fijación extraíble que se suministra con la pieza de recambio que se pretende conectar o fijar; los adhesivos se considerarán elementos de fijación resuministrados si se suministran con la pieza de recambio en una cantidad suficiente para el remontaje;

36)

“fase”: operación que finaliza con la extracción de una pieza (o un conjunto de piezas) o con un cambio de herramienta, incluida cualquier colocación de una pieza en un lugar distinto de su ubicación inicial cuando la extracción implique una desconexión o un desenchufe parcial;

37)

“herramienta disponible en el mercado”: herramienta disponible para su compra por el público general y que no es ni una herramienta básica ni una herramienta protegida por derechos;

38)

“herramienta básica”: destornillador para tornillos de cabeza ranurada, con muesca cruciforme o de hueco hexalobular, llave para tornillos de cabeza hueca hexagonal, llave combinada, alicates universales, alicates universales para decapar y engastar terminales, alicates de punta redonda, alicates de corte diagonal, tenazas de abertura múltiple, alicates de bloqueo, palanca, pinzas, lupa, palanca tipo spudger o púa;

39)

“herramienta protegida por derechos”: herramienta que no está disponible para la compra por el público general o con relación a la cual no existe ninguna patente aplicable para la que se pueda obtener una licencia en condiciones justas, razonables y no discriminatorias;

40)

“reparador profesional”: operario o empresa que ofrece servicios de reparación y mantenimiento profesional de secadoras de tambor domésticas.».

2)

En el anexo II, se añade el punto 4 siguiente:

«4.   CLASE DE REPARABILIDAD

La clase de reparabilidad de una secadora de tambor doméstica se determinará sobre la base del índice de reparabilidad, tal como se indica en el cuadro 3a. El índice de reparabilidad se determinará con arreglo al punto 5 del anexo IV.

Cuadro 3a

Clase de reparabilidad

 

Clase de reparabilidad

 

Índice de reparabilidad (R)

 

A (máxima reparabilidad)

 

R > 9,00

 

B

 

7,00 ≤ R ≤ 9,00

 

C

 

5,00 ≤ R < 7,00

 

D

 

3,00 ≤ R < 5,00

 

E (mínima reparabilidad)

 

R < 3,00».

3)

El anexo III se modifica como sigue:

a)

en la sección A, el punto 1.1 se modifica como sigue:

i)

el punto V se sustituye por el texto siguiente:

«V

la clase de eficiencia energética determinada de conformidad con el anexo II;»,

ii)

los puntos VII y VIII se sustituyen por el texto siguiente:

«VII

la clase de eficiencia de la condensación determinada de conformidad con el anexo II, con el pictograma pertinente y el valor redondeado al número entero más próximo y calculado de conformidad con el anexo IV;

VIII

la clase de ruido acústico aéreo emitido del ciclo de secado del programa eco, con el pictograma pertinente y el valor en dB(A), determinado de conformidad con el punto 4 del anexo IV;»,

iii)

se suprime el punto 1.2;

b)

en la sección B, el punto 1.1 se modifica como sigue:

i)

el punto V se sustituye por el texto siguiente:

«V

la clase de eficiencia energética determinada de conformidad con el anexo II;»,

ii)

el punto VII se sustituye por el texto siguiente:

«VII

la clase de ruido acústico aéreo emitido del ciclo de secado del programa eco, con el pictograma pertinente y el valor en dB(A), determinado de conformidad con el punto 4 del anexo IV;»,

iii)

se suprime el punto 1.2.

ANEXO II

«ANEXO III BIS

ETIQUETA CON INFORMACIÓN SOBRE LA REPARABILIDAD

A.   Etiqueta de las secadoras de tambor de condensación con pictograma de la clase de reparabilidad

1.   ETIQUETA DE LAS SECADORAS DE TAMBOR DE CONDENSACIÓN CON PICTOGRAMA DE LA CLASE DE REPARABILIDAD

Figura 4a

Imagen: 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En la etiqueta figurará la siguiente información:

I

un código QR;

II

la marca comercial;

III

el identificador del modelo;

IV

la escala de clases de eficiencia energética, de la A a la G;

V

la clase de eficiencia energética determinada de conformidad con el anexo II;

VI

el consumo medio de energía ponderado por 100 ciclos de secado, en kWh, redondeado al número entero más próximo y calculado de conformidad con el anexo IV; en el caso de secadoras de tambor alimentadas con gas, el consumo medio de energía ponderado (gas y electricidad) por 100 ciclos de secado, en kWh, redondeado al número entero más próximo y calculado de conformidad con el anexo IV;

VII

la clase de reparabilidad determinada de conformidad con el anexo II, calculada con arreglo al anexo IV;

VIII

la clase de eficiencia de la condensación determinada de conformidad con el anexo II, con el pictograma pertinente y el valor redondeado al número entero más próximo y calculado de conformidad con el anexo IV;

IX

la clase de ruido acústico aéreo emitido del ciclo de secado del programa eco, con el pictograma pertinente y el valor en dB(A), determinado de conformidad con el punto 4 del anexo IV;

X

la capacidad asignada, en kg, para el programa eco con carga completa;

XI

la duración del programa eco con carga completa, en horas y minutos [h:min], redondeada al minuto más próximo;

XII

el número del presente Reglamento, es decir, “2023/2534”.

2.   DISEÑO DE LA ETIQUETA DE LAS SECADORAS DE TAMBOR DE CONDENSACIÓN CON PICTOGRAMA DE LA CLASE DE REPARABILIDAD

Figura 4b

Imagen: 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

Se tendrán en cuenta las siguientes precisiones:

a)

La etiqueta medirá al menos 96 mm de ancho y 192 mm de alto. Cuando se imprima en un formato mayor, su contenido deberá mantener las proporciones de las especificaciones de la figura 4b.

b)

El fondo será de color 100 % blanco.

c)

El tipo de letra será Verdana.

d)

Las dimensiones y especificaciones de los elementos que constituyan la etiqueta serán las indicadas en los diseños de las etiquetas del presente anexo.

e)

Los colores serán CMAN (cian, magenta, amarillo y negro), según el siguiente ejemplo: 0,70,100,0: cian 0 %, magenta 70 %, amarillo 100 %, negro 0 %.

f)

La etiqueta cumplirá todos los requisitos siguientes (los números se refieren a la figura 4b):

Imagen: data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAyADIAAD/4gogSUNDX1BST0ZJTEUAAQEAAAoQAAAAAAIQAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwQVBQTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApkZXNjAAAA/AAAAHxjcHJ0AAABeAAAACh3dHB0AAABoAAAABRia3B0AAABtAAAABRyWFlaAAAByAAAABRnWFlaAAAB3AAAABRiWFlaAAAB8AAAABRyVFJDAAACBAAACAxnVFJDAAACBAAACAxiVFJDAAACBAAACAxkZXNjAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdGV4dAAAAABDb3B5cmlnaHQgQXJ0aWZleCBTb2Z0d2FyZSAyMDExAFhZWiAAAAAAAADzUQABAAAAARbMWFlaIAAAAAAAAAAAAAAAAAAAAABYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9jdXJ2AAAAAAAABAAAAAAFAAoADwAUABkAHgAjACgALQAyADcAOwBAAEUASgBPAFQAWQBeAGMAaABtAHIAdwB8AIEAhgCLAJAAlQCaAJ8ApACpAK4AsgC3ALwAwQDGAMsA0ADVANsA4ADlAOsA8AD2APsBAQEHAQ0BEwEZAR8BJQErATIBOAE+AUUBTAFSAVkBYAFnAW4BdQF8AYMBiwGSAZoBoQGpAbEBuQHBAckB0QHZAeEB6QHyAfoCAwIMAhQCHQImAi8COAJBAksCVAJdAmcCcQJ6AoQCjgKYAqICrAK2AsECywLVAuAC6wL1AwADCwMWAyEDLQM4A0MDTwNaA2YDcgN+A4oDlgOiA64DugPHA9MD4APsA/kEBgQTBCAELQQ7BEgEVQRjBHEEfgSMBJoEqAS2BMQE0wThBPAE/gUNBRwFKwU6BUkFWAVnBXcFhgWWBaYFtQXFBdUF5QX2BgYGFgYnBjcGSAZZBmoGewaMBp0GrwbABtEG4wb1BwcHGQcrBz0HTwdhB3QHhgeZB6wHvwfSB+UH+AgLCB8IMghGCFoIbgiCCJYIqgi+CNII5wj7CRAJJQk6CU8JZAl5CY8JpAm6Cc8J5Qn7ChEKJwo9ClQKagqBCpgKrgrFCtwK8wsLCyILOQtRC2kLgAuYC7ALyAvhC/kMEgwqDEMMXAx1DI4MpwzADNkM8w0NDSYNQA1aDXQNjg2pDcMN3g34DhMOLg5JDmQOfw6bDrYO0g7uDwkPJQ9BD14Peg+WD7MPzw/sEAkQJhBDEGEQfhCbELkQ1xD1ERMRMRFPEW0RjBGqEckR6BIHEiYSRRJkEoQSoxLDEuMTAxMjE0MTYxODE6QTxRPlFAYUJxRJFGoUixStFM4U8BUSFTQVVhV4FZsVvRXgFgMWJhZJFmwWjxayFtYW+hcdF0EXZReJF64X0hf3GBsYQBhlGIoYrxjVGPoZIBlFGWsZkRm3Gd0aBBoqGlEadxqeGsUa7BsUGzsbYxuKG7Ib2hwCHCocUhx7HKMczBz1HR4dRx1wHZkdwx3sHhYeQB5qHpQevh7pHxMfPh9pH5Qfvx/qIBUgQSBsIJggxCDwIRwhSCF1IaEhziH7IiciVSKCIq8i3SMKIzgjZiOUI8Ij8CQfJE0kfCSrJNolCSU4JWgllyXHJfcmJyZXJocmtyboJxgnSSd6J6sn3CgNKD8ocSiiKNQpBik4KWspnSnQKgIqNSpoKpsqzysCKzYraSudK9EsBSw5LG4soizXLQwtQS12Last4S4WLkwugi63Lu4vJC9aL5Evxy/+MDUwbDCkMNsxEjFKMYIxujHyMioyYzKbMtQzDTNGM38zuDPxNCs0ZTSeNNg1EzVNNYc1wjX9Njc2cjauNuk3JDdgN5w31zgUOFA4jDjIOQU5Qjl/Obw5+To2OnQ6sjrvOy07azuqO+g8JzxlPKQ84z0iPWE9oT3gPiA+YD6gPuA/IT9hP6I/4kAjQGRApkDnQSlBakGsQe5CMEJyQrVC90M6Q31DwEQDREdEikTORRJFVUWaRd5GIkZnRqtG8Ec1R3tHwEgFSEtIkUjXSR1JY0mpSfBKN0p9SsRLDEtTS5pL4kwqTHJMuk0CTUpNk03cTiVObk63TwBPSU+TT91QJ1BxULtRBlFQUZtR5lIxUnxSx1MTU19TqlP2VEJUj1TbVShVdVXCVg9WXFapVvdXRFeSV+BYL1h9WMtZGllpWbhaB1pWWqZa9VtFW5Vb5Vw1XIZc1l0nXXhdyV4aXmxevV8PX2Ffs2AFYFdgqmD8YU9homH1YklinGLwY0Njl2PrZEBklGTpZT1lkmXnZj1mkmboZz1nk2fpaD9olmjsaUNpmmnxakhqn2r3a09rp2v/bFdsr20IbWBtuW4SbmtuxG8eb3hv0XArcIZw4HE6cZVx8HJLcqZzAXNdc7h0FHRwdMx1KHWFdeF2Pnabdvh3VnezeBF4bnjMeSp5iXnnekZ6pXsEe2N7wnwhfIF84X1BfaF+AX5ifsJ/I3+Ef+WAR4CogQqBa4HNgjCCkoL0g1eDuoQdhICE44VHhauGDoZyhteHO4efiASIaYjOiTOJmYn+imSKyoswi5aL/IxjjMqNMY2Yjf+OZo7OjzaPnpAGkG6Q1pE/kaiSEZJ6kuOTTZO2lCCUipT0lV+VyZY0lp+XCpd1l+CYTJi4mSSZkJn8mmia1ZtCm6+cHJyJnPedZJ3SnkCerp8dn4uf+qBpoNihR6G2oiailqMGo3aj5qRWpMelOKWpphqmi6b9p26n4KhSqMSpN6mpqhyqj6sCq3Wr6axcrNCtRK24ri2uoa8Wr4uwALB1sOqxYLHWskuywrM4s660JbSctRO1irYBtnm28Ldot+C4WbjRuUq5wro7urW7LrunvCG8m70VvY++Cr6Evv+/er/1wHDA7MFnwePCX8Lbw1jD1MRRxM7FS8XIxkbGw8dBx7/IPci8yTrJuco4yrfLNsu2zDXMtc01zbXONs62zzfPuNA50LrRPNG+0j/SwdNE08bUSdTL1U7V0dZV1tjXXNfg2GTY6Nls2fHadtr724DcBdyK3RDdlt4c3qLfKd+v4DbgveFE4cziU+Lb42Pj6+Rz5PzlhOYN5pbnH+ep6DLovOlG6dDqW+rl63Dr++yG7RHtnO4o7rTvQO/M8Fjw5fFy8f/yjPMZ86f0NPTC9VD13vZt9vv3ivgZ+Kj5OPnH+lf65/t3/Af8mP0p/br+S/7c/23////bAEMABQMEBAQDBQQEBAUFBQYHDAgHBwcHDwsLCQwRDxISEQ8RERMWHBcTFBoVEREYIRgaHR0fHx8TFyIkIh4kHB4fHv/bAEMBBQUFBwYHDggIDh4UERQeHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHv/AABEIAB0AHgMBIgACEQEDEQH/xAAYAAADAQEAAAAAAAAAAAAAAAAFBwgJBP/EAC4QAAEDAgUCBQMFAQAAAAAAAAECAwUEBgAHERIhCDEUIkFRYRMygSNkkbPR4f/EABQBAQAAAAAAAAAAAAAAAAAAAAD/xAAUEQEAAAAAAAAAAAAAAAAAAAAA/9oADAMBAAIRAxEAPwBp9VOfDeV9G1BwKGKu5qxsrSHOUUjfYOKHqSddE/GpxDNwXJe+Yk+gyklKT0g8o/RZKivQ6akIQOEjQdgMFeoWcqbhzruyQqXFL2ybrDWvo22rYgfHlSMNPopuKBbzEi4BFmx5lnWKjdNLdWp8AJUdEpJ2p40HA1wCsy2zXv7LaQ2wUzUNU7bn60fUedhRB5BQftPfkaHGhWROaERmpZTc5QIFNWNENV9GVaqp3dO2vqk9wf8ADjMu7ebrmD+/f/sVhu9IF+19k3fMhhrxFNWR4+oyddN6XE7VcewUofnAcvWBYchZ2cUrIOUqkxc7ULraN8fYtSvM4n4KVE8exGA3TDdMFZucMbP3HW+CjmGX0uPfTUvaVNkDhIJ7/GNC81cu7ZzJtowdy0hdbSrew82drtOvTTchXp8jscQhnjkfT5czPg6e5HpFtQCklykCFAEA6HRRB7+wwCkuGoaq5+RqmFlbT1W642rTTVKlkg/wcVH0FZavSFTMXpNxu6KcpvBUReSNry94UtSR38uwDXtyfY4D9PfTdDXyyJmbuOrFIwtBXRsU4SXQdToXNxIHHoMW5bUJF25BUcHC0bdFH0bYaYYbHlQkf9JP5wH/2Q==

los colores del logotipo de la UE serán:

fondo: 100,80,0,0;

estrellas: 0,0,100,0;

Imagen: data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAyADIAAD/4gogSUNDX1BST0ZJTEUAAQEAAAoQAAAAAAIQAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwQVBQTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApkZXNjAAAA/AAAAHxjcHJ0AAABeAAAACh3dHB0AAABoAAAABRia3B0AAABtAAAABRyWFlaAAAByAAAABRnWFlaAAAB3AAAABRiWFlaAAAB8AAAABRyVFJDAAACBAAACAxnVFJDAAACBAAACAxiVFJDAAACBAAACAxkZXNjAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdGV4dAAAAABDb3B5cmlnaHQgQXJ0aWZleCBTb2Z0d2FyZSAyMDExAFhZWiAAAAAAAADzUQABAAAAARbMWFlaIAAAAAAAAAAAAAAAAAAAAABYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9jdXJ2AAAAAAAABAAAAAAFAAoADwAUABkAHgAjACgALQAyADcAOwBAAEUASgBPAFQAWQBeAGMAaABtAHIAdwB8AIEAhgCLAJAAlQCaAJ8ApACpAK4AsgC3ALwAwQDGAMsA0ADVANsA4ADlAOsA8AD2APsBAQEHAQ0BEwEZAR8BJQErATIBOAE+AUUBTAFSAVkBYAFnAW4BdQF8AYMBiwGSAZoBoQGpAbEBuQHBAckB0QHZAeEB6QHyAfoCAwIMAhQCHQImAi8COAJBAksCVAJdAmcCcQJ6AoQCjgKYAqICrAK2AsECywLVAuAC6wL1AwADCwMWAyEDLQM4A0MDTwNaA2YDcgN+A4oDlgOiA64DugPHA9MD4APsA/kEBgQTBCAELQQ7BEgEVQRjBHEEfgSMBJoEqAS2BMQE0wThBPAE/gUNBRwFKwU6BUkFWAVnBXcFhgWWBaYFtQXFBdUF5QX2BgYGFgYnBjcGSAZZBmoGewaMBp0GrwbABtEG4wb1BwcHGQcrBz0HTwdhB3QHhgeZB6wHvwfSB+UH+AgLCB8IMghGCFoIbgiCCJYIqgi+CNII5wj7CRAJJQk6CU8JZAl5CY8JpAm6Cc8J5Qn7ChEKJwo9ClQKagqBCpgKrgrFCtwK8wsLCyILOQtRC2kLgAuYC7ALyAvhC/kMEgwqDEMMXAx1DI4MpwzADNkM8w0NDSYNQA1aDXQNjg2pDcMN3g34DhMOLg5JDmQOfw6bDrYO0g7uDwkPJQ9BD14Peg+WD7MPzw/sEAkQJhBDEGEQfhCbELkQ1xD1ERMRMRFPEW0RjBGqEckR6BIHEiYSRRJkEoQSoxLDEuMTAxMjE0MTYxODE6QTxRPlFAYUJxRJFGoUixStFM4U8BUSFTQVVhV4FZsVvRXgFgMWJhZJFmwWjxayFtYW+hcdF0EXZReJF64X0hf3GBsYQBhlGIoYrxjVGPoZIBlFGWsZkRm3Gd0aBBoqGlEadxqeGsUa7BsUGzsbYxuKG7Ib2hwCHCocUhx7HKMczBz1HR4dRx1wHZkdwx3sHhYeQB5qHpQevh7pHxMfPh9pH5Qfvx/qIBUgQSBsIJggxCDwIRwhSCF1IaEhziH7IiciVSKCIq8i3SMKIzgjZiOUI8Ij8CQfJE0kfCSrJNolCSU4JWgllyXHJfcmJyZXJocmtyboJxgnSSd6J6sn3CgNKD8ocSiiKNQpBik4KWspnSnQKgIqNSpoKpsqzysCKzYraSudK9EsBSw5LG4soizXLQwtQS12Last4S4WLkwugi63Lu4vJC9aL5Evxy/+MDUwbDCkMNsxEjFKMYIxujHyMioyYzKbMtQzDTNGM38zuDPxNCs0ZTSeNNg1EzVNNYc1wjX9Njc2cjauNuk3JDdgN5w31zgUOFA4jDjIOQU5Qjl/Obw5+To2OnQ6sjrvOy07azuqO+g8JzxlPKQ84z0iPWE9oT3gPiA+YD6gPuA/IT9hP6I/4kAjQGRApkDnQSlBakGsQe5CMEJyQrVC90M6Q31DwEQDREdEikTORRJFVUWaRd5GIkZnRqtG8Ec1R3tHwEgFSEtIkUjXSR1JY0mpSfBKN0p9SsRLDEtTS5pL4kwqTHJMuk0CTUpNk03cTiVObk63TwBPSU+TT91QJ1BxULtRBlFQUZtR5lIxUnxSx1MTU19TqlP2VEJUj1TbVShVdVXCVg9WXFapVvdXRFeSV+BYL1h9WMtZGllpWbhaB1pWWqZa9VtFW5Vb5Vw1XIZc1l0nXXhdyV4aXmxevV8PX2Ffs2AFYFdgqmD8YU9homH1YklinGLwY0Njl2PrZEBklGTpZT1lkmXnZj1mkmboZz1nk2fpaD9olmjsaUNpmmnxakhqn2r3a09rp2v/bFdsr20IbWBtuW4SbmtuxG8eb3hv0XArcIZw4HE6cZVx8HJLcqZzAXNdc7h0FHRwdMx1KHWFdeF2Pnabdvh3VnezeBF4bnjMeSp5iXnnekZ6pXsEe2N7wnwhfIF84X1BfaF+AX5ifsJ/I3+Ef+WAR4CogQqBa4HNgjCCkoL0g1eDuoQdhICE44VHhauGDoZyhteHO4efiASIaYjOiTOJmYn+imSKyoswi5aL/IxjjMqNMY2Yjf+OZo7OjzaPnpAGkG6Q1pE/kaiSEZJ6kuOTTZO2lCCUipT0lV+VyZY0lp+XCpd1l+CYTJi4mSSZkJn8mmia1ZtCm6+cHJyJnPedZJ3SnkCerp8dn4uf+qBpoNihR6G2oiailqMGo3aj5qRWpMelOKWpphqmi6b9p26n4KhSqMSpN6mpqhyqj6sCq3Wr6axcrNCtRK24ri2uoa8Wr4uwALB1sOqxYLHWskuywrM4s660JbSctRO1irYBtnm28Ldot+C4WbjRuUq5wro7urW7LrunvCG8m70VvY++Cr6Evv+/er/1wHDA7MFnwePCX8Lbw1jD1MRRxM7FS8XIxkbGw8dBx7/IPci8yTrJuco4yrfLNsu2zDXMtc01zbXONs62zzfPuNA50LrRPNG+0j/SwdNE08bUSdTL1U7V0dZV1tjXXNfg2GTY6Nls2fHadtr724DcBdyK3RDdlt4c3qLfKd+v4DbgveFE4cziU+Lb42Pj6+Rz5PzlhOYN5pbnH+ep6DLovOlG6dDqW+rl63Dr++yG7RHtnO4o7rTvQO/M8Fjw5fFy8f/yjPMZ86f0NPTC9VD13vZt9vv3ivgZ+Kj5OPnH+lf65/t3/Af8mP0p/br+S/7c/23////bAEMABQMEBAQDBQQEBAUFBQYHDAgHBwcHDwsLCQwRDxISEQ8RERMWHBcTFBoVEREYIRgaHR0fHx8TFyIkIh4kHB4fHv/bAEMBBQUFBwYHDggIDh4UERQeHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHv/AABEIAB0AHQMBIgACEQEDEQH/xAAXAAADAQAAAAAAAAAAAAAAAAAGBwgF/8QALhAAAQMDAwIFAgcBAAAAAAAAAQIDBAUGEQAHEiExCBNBUWEigRQWIzIzcaGy/8QAFAEBAAAAAAAAAAAAAAAAAAAAAP/EABQRAQAAAAAAAAAAAAAAAAAAAAD/2gAMAwEAAhEDEQA/ADfxe79yLFS3aFmzGPzA+kqmyB9RgoIHEAduavnsMH11ISYm6O6Mx6ooi3PdrzJ4uPJbckBvp+3PZPT01mbmVyVcu4Vers3+aZPddKc54jkcJHwBgfbTHtXc+7Z23NrbS7cU6fS6oiYtcuZDe/UnOLWVJP0gFCU565J6JHtoBm2Nw90tra23BZqtbpS4bgU7SZ3NLR+Fsr7Aj16av/YLdOl7rWWKxDQmNPjKDVQh8slhzGQflKsEg/37aknxzVCmSLktSmfiY8u5KdSfJrj7OCFOkI4gkdzkOHHoFDSp2v3Kr+36KgiiulAnFsujOOqOWP8Ao6Ah8VG38qw93Ko2Iq26VU3lTKe5xPAoWcqQD7pJIx7Y0xdh762bs7asRHqzVKHeNSaWipVOJCDrzaeasNtleUpHEjqkA5699WDuZYFr7i28qiXRT0yWQSpl1P0usLIxzQr0P+H11Au+uzMXbu4XIMOvvzmCocPNjhKkg+5CsE/YaAd3chbYR0RH7BuSv1mU84szTU2gnA9FBWMkk5znTb8IeyEC+7ZrFeuiC4iGp9tqnLWkgOcQrzCO2RkpGfg60fDf4cLcuR2PcVyVaRPhsL5GnJZDaHSOwWvkSU9ewAzjvq0qfCiU6CzBgRmYsVhAQ0y0gJQhI7AAdANB/9k=

el color del logotipo de energía será 100,80,0,0;

Imagen: data:image/jpg;base64,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

el código QR será de color 100 % negro;

Imagen: data:image/jpg;base64,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

la marca comercial irá en color 100 % negro y en negrita, 9 pt;

Imagen: data:image/jpg;base64,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

el identificador del modelo será de color 100 % negro e irá en redonda, 9 pt;

Imagen: data:image/jpg;base64,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

la escala de A a G será como sigue:

a)

las letras de las flechas irán en color 100 % blanco y en negrita, 16 pt, e irán centradas en un eje a 4,5 mm de la parte izquierda de las flechas;

b)

los colores de fondo de las flechas serán como sigue:

i)

clase A: 100,0,100,0;

ii)

clase B: 70,0,100,0;

iii)

clase C: 30,0,100,0;

iv)

clase D: 0,0,100,0;

v)

clase E: 0,30,100,0;

vi)

clase F: 0,70,100,0;

vii)

clase G: 0,100,100,0;

Imagen: data:image/jpg;base64,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

los separadores internos tendrán 80 mm de anchura y un grosor de 0,5 pt; serán de color 100 % negro;

Imagen: data:image/jpg;base64,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

la flecha de la clase de eficiencia energética será de color 100 % negro. La letra dentro de la flecha de la clase de eficiencia energética será de color 100 % blanco e irá en negrita, 26 pt; se colocará en el centro de la parte rectangular de la flecha. La flecha de la clase de eficiencia energética y la flecha correspondiente de la escala de A a G irán colocadas de manera que sus puntas estén alineadas;

Imagen: data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAyADIAAD/4gogSUNDX1BST0ZJTEUAAQEAAAoQAAAAAAIQAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwQVBQTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApkZXNjAAAA/AAAAHxjcHJ0AAABeAAAACh3dHB0AAABoAAAABRia3B0AAABtAAAABRyWFlaAAAByAAAABRnWFlaAAAB3AAAABRiWFlaAAAB8AAAABRyVFJDAAACBAAACAxnVFJDAAACBAAACAxiVFJDAAACBAAACAxkZXNjAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdGV4dAAAAABDb3B5cmlnaHQgQXJ0aWZleCBTb2Z0d2FyZSAyMDExAFhZWiAAAAAAAADzUQABAAAAARbMWFlaIAAAAAAAAAAAAAAAAAAAAABYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9jdXJ2AAAAAAAABAAAAAAFAAoADwAUABkAHgAjACgALQAyADcAOwBAAEUASgBPAFQAWQBeAGMAaABtAHIAdwB8AIEAhgCLAJAAlQCaAJ8ApACpAK4AsgC3ALwAwQDGAMsA0ADVANsA4ADlAOsA8AD2APsBAQEHAQ0BEwEZAR8BJQErATIBOAE+AUUBTAFSAVkBYAFnAW4BdQF8AYMBiwGSAZoBoQGpAbEBuQHBAckB0QHZAeEB6QHyAfoCAwIMAhQCHQImAi8COAJBAksCVAJdAmcCcQJ6AoQCjgKYAqICrAK2AsECywLVAuAC6wL1AwADCwMWAyEDLQM4A0MDTwNaA2YDcgN+A4oDlgOiA64DugPHA9MD4APsA/kEBgQTBCAELQQ7BEgEVQRjBHEEfgSMBJoEqAS2BMQE0wThBPAE/gUNBRwFKwU6BUkFWAVnBXcFhgWWBaYFtQXFBdUF5QX2BgYGFgYnBjcGSAZZBmoGewaMBp0GrwbABtEG4wb1BwcHGQcrBz0HTwdhB3QHhgeZB6wHvwfSB+UH+AgLCB8IMghGCFoIbgiCCJYIqgi+CNII5wj7CRAJJQk6CU8JZAl5CY8JpAm6Cc8J5Qn7ChEKJwo9ClQKagqBCpgKrgrFCtwK8wsLCyILOQtRC2kLgAuYC7ALyAvhC/kMEgwqDEMMXAx1DI4MpwzADNkM8w0NDSYNQA1aDXQNjg2pDcMN3g34DhMOLg5JDmQOfw6bDrYO0g7uDwkPJQ9BD14Peg+WD7MPzw/sEAkQJhBDEGEQfhCbELkQ1xD1ERMRMRFPEW0RjBGqEckR6BIHEiYSRRJkEoQSoxLDEuMTAxMjE0MTYxODE6QTxRPlFAYUJxRJFGoUixStFM4U8BUSFTQVVhV4FZsVvRXgFgMWJhZJFmwWjxayFtYW+hcdF0EXZReJF64X0hf3GBsYQBhlGIoYrxjVGPoZIBlFGWsZkRm3Gd0aBBoqGlEadxqeGsUa7BsUGzsbYxuKG7Ib2hwCHCocUhx7HKMczBz1HR4dRx1wHZkdwx3sHhYeQB5qHpQevh7pHxMfPh9pH5Qfvx/qIBUgQSBsIJggxCDwIRwhSCF1IaEhziH7IiciVSKCIq8i3SMKIzgjZiOUI8Ij8CQfJE0kfCSrJNolCSU4JWgllyXHJfcmJyZXJocmtyboJxgnSSd6J6sn3CgNKD8ocSiiKNQpBik4KWspnSnQKgIqNSpoKpsqzysCKzYraSudK9EsBSw5LG4soizXLQwtQS12Last4S4WLkwugi63Lu4vJC9aL5Evxy/+MDUwbDCkMNsxEjFKMYIxujHyMioyYzKbMtQzDTNGM38zuDPxNCs0ZTSeNNg1EzVNNYc1wjX9Njc2cjauNuk3JDdgN5w31zgUOFA4jDjIOQU5Qjl/Obw5+To2OnQ6sjrvOy07azuqO+g8JzxlPKQ84z0iPWE9oT3gPiA+YD6gPuA/IT9hP6I/4kAjQGRApkDnQSlBakGsQe5CMEJyQrVC90M6Q31DwEQDREdEikTORRJFVUWaRd5GIkZnRqtG8Ec1R3tHwEgFSEtIkUjXSR1JY0mpSfBKN0p9SsRLDEtTS5pL4kwqTHJMuk0CTUpNk03cTiVObk63TwBPSU+TT91QJ1BxULtRBlFQUZtR5lIxUnxSx1MTU19TqlP2VEJUj1TbVShVdVXCVg9WXFapVvdXRFeSV+BYL1h9WMtZGllpWbhaB1pWWqZa9VtFW5Vb5Vw1XIZc1l0nXXhdyV4aXmxevV8PX2Ffs2AFYFdgqmD8YU9homH1YklinGLwY0Njl2PrZEBklGTpZT1lkmXnZj1mkmboZz1nk2fpaD9olmjsaUNpmmnxakhqn2r3a09rp2v/bFdsr20IbWBtuW4SbmtuxG8eb3hv0XArcIZw4HE6cZVx8HJLcqZzAXNdc7h0FHRwdMx1KHWFdeF2Pnabdvh3VnezeBF4bnjMeSp5iXnnekZ6pXsEe2N7wnwhfIF84X1BfaF+AX5ifsJ/I3+Ef+WAR4CogQqBa4HNgjCCkoL0g1eDuoQdhICE44VHhauGDoZyhteHO4efiASIaYjOiTOJmYn+imSKyoswi5aL/IxjjMqNMY2Yjf+OZo7OjzaPnpAGkG6Q1pE/kaiSEZJ6kuOTTZO2lCCUipT0lV+VyZY0lp+XCpd1l+CYTJi4mSSZkJn8mmia1ZtCm6+cHJyJnPedZJ3SnkCerp8dn4uf+qBpoNihR6G2oiailqMGo3aj5qRWpMelOKWpphqmi6b9p26n4KhSqMSpN6mpqhyqj6sCq3Wr6axcrNCtRK24ri2uoa8Wr4uwALB1sOqxYLHWskuywrM4s660JbSctRO1irYBtnm28Ldot+C4WbjRuUq5wro7urW7LrunvCG8m70VvY++Cr6Evv+/er/1wHDA7MFnwePCX8Lbw1jD1MRRxM7FS8XIxkbGw8dBx7/IPci8yTrJuco4yrfLNsu2zDXMtc01zbXONs62zzfPuNA50LrRPNG+0j/SwdNE08bUSdTL1U7V0dZV1tjXXNfg2GTY6Nls2fHadtr724DcBdyK3RDdlt4c3qLfKd+v4DbgveFE4cziU+Lb42Pj6+Rz5PzlhOYN5pbnH+ep6DLovOlG6dDqW+rl63Dr++yG7RHtnO4o7rTvQO/M8Fjw5fFy8f/yjPMZ86f0NPTC9VD13vZt9vv3ivgZ+Kj5OPnH+lf65/t3/Af8mP0p/br+S/7c/23////bAEMABQMEBAQDBQQEBAUFBQYHDAgHBwcHDwsLCQwRDxISEQ8RERMWHBcTFBoVEREYIRgaHR0fHx8TFyIkIh4kHB4fHv/bAEMBBQUFBwYHDggIDh4UERQeHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHv/AABEIAB0AHgMBIgACEQEDEQH/xAAZAAACAwEAAAAAAAAAAAAAAAAHCAMEBQb/xAAvEAABAwMCBQMDAwUAAAAAAAABAgMEBQYRAAcIEiExURRBYSIygQkTFSNSYnHw/8QAFAEBAAAAAAAAAAAAAAAAAAAAAP/EABQRAQAAAAAAAAAAAAAAAAAAAAD/2gAMAwEAAhEDEQA/ACFxd77vbeRmrXtOTGXccpBVIcJ5jBbIHKrl/vVnoD2HXxpOC1ununMcmBm6LueYOFuJQ5IDXTtkdE9PbpqPe2tSLg3dumqySrmdqbyUhXdKEqKUJ/CQBo/0qPfVU4T7KjbOyHkyWJD4r7NNdCJZdLh5CSOuO5PwU+NADbbvzdDa2tJgxqrXKK7FcC3aXM50tn4Wyvpgj40/fDxuxTt17M/kmm0RarDKWqlESc/tLI6KT/irBI/0R7aXPi5tmpJ2NsO5buXFdu9hfoZ8lpQJeSUqISpQ+5SeROT55vOuL4K7zdtK+a0ktOvxZVMytpBx9aXUcqvwFKH50GVxg2HMs3eOqTvTKTS648qdEdA+kqWcuIz7EKJ6eCNSbT1faVVlt0qv1i67NuFtxSn6tSZThbmN5JCVICuVJwQO3tnT87i2NbN/285Q7opqJkVR5m1fa4yvGAtCu6T/AMc6QTfbZaFt7cLkOn16RMjFeGw9HAWkEA9VA4J/A0Fff7dCjXVRqDZFlRZcW0qCgqZ9WP60l855nF5JI+5Xv1KifGi1+n1YpkO3BedThL9MppECGXEHldyoLcUnPfBSgZ+TrH4buHa37uej1y4qvJlQ2cOKgNshsO+EqXzE4z4Azp3KVT4VKp0enU2KzEhxmw2yy0gJQhI7AAdtB//Z

el valor del consumo de energía ponderado por cada 100 ciclos de secado irá en negrita, 28 pt; “kWh/” irá en redonda, 18 pt. El número “100” en el icono que representa 100 ciclos de secado irá en redonda, 14 pt. El texto estará centrado en la columna y será de color 100 % negro;

Imagen: data:image/jpg;base64,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

los pictogramas serán los indicados en el diseño de la etiqueta como se señala a continuación:

a)

las líneas de los pictogramas tendrán un grosor de 1,2 pt y serán, al igual que los textos (números y unidades), de color 100 % negro;

b)

las escalas de A a D del pictograma de la eficiencia de la condensación y del pictograma del ruido acústico aéreo emitido se alinearán en un eje vertical a la izquierda del icono, con la letra de la clase aplicable en negrita, 12 pt, y las demás letras del resto de las clases en redonda, 8 pt;

c)

el número del pictograma de la eficiencia de la condensación irá en negrita, 9 pt, y la unidad en redonda, 9 pt, con el número y la unidad juntos y centrados dentro del pictograma;

d)

la escala de A a E del pictograma de la clase de reparabilidad se alineará en un eje vertical a la izquierda del icono, con la letra de la clase aplicable en negrita, 12 pt, y las demás letras del resto de las clases en redonda, 8 pt;

e)

el número del pictograma del ruido acústico aéreo emitido irá en negrita, 12 pt, y la unidad en redonda, 9 pt, con el número y la unidad juntos y centrados dentro del pictograma;

f)

el número del pictograma de capacidad asignada irá en negrita, 16 pt, y la unidad en redonda, 12 pt, con el número y la unidad juntos y centrados bajo el pictograma;

g)

el número de la duración del programa eco irá en negrita, 16 pt, y estará centrado bajo el pictograma;

Imagen: data:image/jpg;base64,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

el número del Reglamento será de color 100 % negro e irá en redonda, 6 pt.

B.   Etiqueta de las secadoras de tambor que no son de condensación con pictograma de la clase de reparabilidad

1.   ETIQUETA DE LAS SECADORAS DE TAMBOR QUE NO SON DE CONDENSACIÓN CON PICTOGRAMA DE LA CLASE DE REPARABILIDAD

Figura 4c

Imagen: 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En la etiqueta figurará la siguiente información:

I

un código QR;

II

la marca comercial;

III

el identificador del modelo;

IV

la escala de clases de eficiencia energética, de la A a la G;

V

la clase de eficiencia energética determinada de conformidad con el anexo II;

VI

el consumo medio de energía ponderado por 100 ciclos de secado, en kWh, redondeado al número entero más próximo y calculado de conformidad con el anexo IV; en el caso de secadoras de tambor alimentadas con gas, el consumo medio de energía ponderado (gas y electricidad) por 100 ciclos de secado, en kWh, redondeado al número entero más próximo y calculado de conformidad con el anexo IV;

VII

la clase de reparabilidad determinada de conformidad con el anexo II, calculada con arreglo al anexo IV;

VIII

la clase de ruido acústico aéreo emitido del ciclo de secado del programa eco, con el pictograma pertinente y el valor en dB(A), determinado de conformidad con el punto 4 del anexo IV;

IX

la capacidad asignada, en kg, para el programa eco con carga completa;

X

la duración del programa eco con carga completa, en horas y minutos [h:min], redondeada al minuto más próximo;

XI

el número del presente Reglamento, es decir, “2023/2534”.

2.   DISEÑO DE LA ETIQUETA DE LAS SECADORAS DE TAMBOR QUE NO SON DE CONDENSACIÓN CON PICTOGRAMA DE LA CLASE DE REPARABILIDAD

Figura 4d

Imagen: 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

Se tendrán en cuenta las siguientes precisiones:

a)

La etiqueta medirá al menos 96 mm de ancho y 192 mm de alto. Cuando se imprima en un formato mayor, su contenido deberá mantener las proporciones de las especificaciones de la figura 4d.

b)

El fondo será de color 100 % blanco.

c)

El tipo de letra será Verdana.

d)

Las dimensiones y especificaciones de los elementos que constituyan la etiqueta serán las indicadas en los diseños de las etiquetas del presente anexo.

e)

Los colores serán CMAN (cian, magenta, amarillo y negro), según el siguiente ejemplo: 0,70,100,0: cian 0 %, magenta 70 %, amarillo 100 %, negro 0 %.

f)

La etiqueta cumplirá todos los requisitos siguientes (los números se refieren a la figura 4d):

Imagen: data:image/jpg;base64,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

los colores del logotipo de la UE serán:

fondo: 100,80,0,0;

estrellas: 0,0,100,0;

Imagen: data:image/jpg;base64,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

el color del logotipo de energía será 100,80,0,0;

Imagen: data:image/jpg;base64,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

el código QR será de color 100 % negro;

Imagen: data:image/jpg;base64,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

la marca comercial irá en color 100 % negro y en negrita, 9 pt;

Imagen: data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAyADIAAD/4gogSUNDX1BST0ZJTEUAAQEAAAoQAAAAAAIQAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwQVBQTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApkZXNjAAAA/AAAAHxjcHJ0AAABeAAAACh3dHB0AAABoAAAABRia3B0AAABtAAAABRyWFlaAAAByAAAABRnWFlaAAAB3AAAABRiWFlaAAAB8AAAABRyVFJDAAACBAAACAxnVFJDAAACBAAACAxiVFJDAAACBAAACAxkZXNjAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdGV4dAAAAABDb3B5cmlnaHQgQXJ0aWZleCBTb2Z0d2FyZSAyMDExAFhZWiAAAAAAAADzUQABAAAAARbMWFlaIAAAAAAAAAAAAAAAAAAAAABYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9jdXJ2AAAAAAAABAAAAAAFAAoADwAUABkAHgAjACgALQAyADcAOwBAAEUASgBPAFQAWQBeAGMAaABtAHIAdwB8AIEAhgCLAJAAlQCaAJ8ApACpAK4AsgC3ALwAwQDGAMsA0ADVANsA4ADlAOsA8AD2APsBAQEHAQ0BEwEZAR8BJQErATIBOAE+AUUBTAFSAVkBYAFnAW4BdQF8AYMBiwGSAZoBoQGpAbEBuQHBAckB0QHZAeEB6QHyAfoCAwIMAhQCHQImAi8COAJBAksCVAJdAmcCcQJ6AoQCjgKYAqICrAK2AsECywLVAuAC6wL1AwADCwMWAyEDLQM4A0MDTwNaA2YDcgN+A4oDlgOiA64DugPHA9MD4APsA/kEBgQTBCAELQQ7BEgEVQRjBHEEfgSMBJoEqAS2BMQE0wThBPAE/gUNBRwFKwU6BUkFWAVnBXcFhgWWBaYFtQXFBdUF5QX2BgYGFgYnBjcGSAZZBmoGewaMBp0GrwbABtEG4wb1BwcHGQcrBz0HTwdhB3QHhgeZB6wHvwfSB+UH+AgLCB8IMghGCFoIbgiCCJYIqgi+CNII5wj7CRAJJQk6CU8JZAl5CY8JpAm6Cc8J5Qn7ChEKJwo9ClQKagqBCpgKrgrFCtwK8wsLCyILOQtRC2kLgAuYC7ALyAvhC/kMEgwqDEMMXAx1DI4MpwzADNkM8w0NDSYNQA1aDXQNjg2pDcMN3g34DhMOLg5JDmQOfw6bDrYO0g7uDwkPJQ9BD14Peg+WD7MPzw/sEAkQJhBDEGEQfhCbELkQ1xD1ERMRMRFPEW0RjBGqEckR6BIHEiYSRRJkEoQSoxLDEuMTAxMjE0MTYxODE6QTxRPlFAYUJxRJFGoUixStFM4U8BUSFTQVVhV4FZsVvRXgFgMWJhZJFmwWjxayFtYW+hcdF0EXZReJF64X0hf3GBsYQBhlGIoYrxjVGPoZIBlFGWsZkRm3Gd0aBBoqGlEadxqeGsUa7BsUGzsbYxuKG7Ib2hwCHCocUhx7HKMczBz1HR4dRx1wHZkdwx3sHhYeQB5qHpQevh7pHxMfPh9pH5Qfvx/qIBUgQSBsIJggxCDwIRwhSCF1IaEhziH7IiciVSKCIq8i3SMKIzgjZiOUI8Ij8CQfJE0kfCSrJNolCSU4JWgllyXHJfcmJyZXJocmtyboJxgnSSd6J6sn3CgNKD8ocSiiKNQpBik4KWspnSnQKgIqNSpoKpsqzysCKzYraSudK9EsBSw5LG4soizXLQwtQS12Last4S4WLkwugi63Lu4vJC9aL5Evxy/+MDUwbDCkMNsxEjFKMYIxujHyMioyYzKbMtQzDTNGM38zuDPxNCs0ZTSeNNg1EzVNNYc1wjX9Njc2cjauNuk3JDdgN5w31zgUOFA4jDjIOQU5Qjl/Obw5+To2OnQ6sjrvOy07azuqO+g8JzxlPKQ84z0iPWE9oT3gPiA+YD6gPuA/IT9hP6I/4kAjQGRApkDnQSlBakGsQe5CMEJyQrVC90M6Q31DwEQDREdEikTORRJFVUWaRd5GIkZnRqtG8Ec1R3tHwEgFSEtIkUjXSR1JY0mpSfBKN0p9SsRLDEtTS5pL4kwqTHJMuk0CTUpNk03cTiVObk63TwBPSU+TT91QJ1BxULtRBlFQUZtR5lIxUnxSx1MTU19TqlP2VEJUj1TbVShVdVXCVg9WXFapVvdXRFeSV+BYL1h9WMtZGllpWbhaB1pWWqZa9VtFW5Vb5Vw1XIZc1l0nXXhdyV4aXmxevV8PX2Ffs2AFYFdgqmD8YU9homH1YklinGLwY0Njl2PrZEBklGTpZT1lkmXnZj1mkmboZz1nk2fpaD9olmjsaUNpmmnxakhqn2r3a09rp2v/bFdsr20IbWBtuW4SbmtuxG8eb3hv0XArcIZw4HE6cZVx8HJLcqZzAXNdc7h0FHRwdMx1KHWFdeF2Pnabdvh3VnezeBF4bnjMeSp5iXnnekZ6pXsEe2N7wnwhfIF84X1BfaF+AX5ifsJ/I3+Ef+WAR4CogQqBa4HNgjCCkoL0g1eDuoQdhICE44VHhauGDoZyhteHO4efiASIaYjOiTOJmYn+imSKyoswi5aL/IxjjMqNMY2Yjf+OZo7OjzaPnpAGkG6Q1pE/kaiSEZJ6kuOTTZO2lCCUipT0lV+VyZY0lp+XCpd1l+CYTJi4mSSZkJn8mmia1ZtCm6+cHJyJnPedZJ3SnkCerp8dn4uf+qBpoNihR6G2oiailqMGo3aj5qRWpMelOKWpphqmi6b9p26n4KhSqMSpN6mpqhyqj6sCq3Wr6axcrNCtRK24ri2uoa8Wr4uwALB1sOqxYLHWskuywrM4s660JbSctRO1irYBtnm28Ldot+C4WbjRuUq5wro7urW7LrunvCG8m70VvY++Cr6Evv+/er/1wHDA7MFnwePCX8Lbw1jD1MRRxM7FS8XIxkbGw8dBx7/IPci8yTrJuco4yrfLNsu2zDXMtc01zbXONs62zzfPuNA50LrRPNG+0j/SwdNE08bUSdTL1U7V0dZV1tjXXNfg2GTY6Nls2fHadtr724DcBdyK3RDdlt4c3qLfKd+v4DbgveFE4cziU+Lb42Pj6+Rz5PzlhOYN5pbnH+ep6DLovOlG6dDqW+rl63Dr++yG7RHtnO4o7rTvQO/M8Fjw5fFy8f/yjPMZ86f0NPTC9VD13vZt9vv3ivgZ+Kj5OPnH+lf65/t3/Af8mP0p/br+S/7c/23////bAEMABQMEBAQDBQQEBAUFBQYHDAgHBwcHDwsLCQwRDxISEQ8RERMWHBcTFBoVEREYIRgaHR0fHx8TFyIkIh4kHB4fHv/bAEMBBQUFBwYHDggIDh4UERQeHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHv/AABEIACAAIAMBIgACEQEDEQH/xAAXAAEBAQEAAAAAAAAAAAAAAAAIBwQG/8QAKxAAAQIFAwMCBwEAAAAAAAAAAQIDBAUGBxEAEjEIIUETURQiMmFxgZEk/8QAFAEBAAAAAAAAAAAAAAAAAAAAAP/EABQRAQAAAAAAAAAAAAAAAAAAAAD/2gAMAwEAAhEDEQA/AK11R31h7Wy5uTyZtmMqaNbK2kLOUQqOA4seSe+E+cZ45DdTVhcOv45yOm01nU4Uk/SjeptrPhKE/Kn9DWi/VQRNT3hqebRKid0wdaaBP0tIOxA/gGr10ywlTSvpznc3pOcSOSTeYTpKW46autpZaZQkBRO8EHvkAY0B9pqqriUHFImUomU8k/zDO4LS04fZSVDar8HTe6Wb8s3Qg3JFPW2oSp4NrevZ2bi0cFaBnsoeR98j7HzqVZviKKhHa2nsjqGl3IpK2oyUss+ml3BA3KQhJHJHkaktk55FU5dmmZtCOKQtqYtIVtPKFnaoftJI0G/qKpiIpK81Syt9sobcjVxMMTwppw7049+xx+Rrr6Btw1cG0jbFJV0tM/YiT8fT0wjAzD7MnDjYJwc9jkjnPkaXfUdZOU3akrTiHky+oIJJEHG7cpUD3Lbg5Kfb2Jz7jQfq2x11aVmTkPFUnMYgIUQiJgUl5tY9wpPH4ODoKpcJKLa9L0Tbip6igJtUk0mKYiGhIaJ9cQbKVJVknx9J+3ft51GrB01GVXd6m5TCNKX/ALUPvEDshps71KJ8DA1vpSyF1KomKIaEpCZMBahviI1HoNoHuVLx/Bk6bvTdY+V2nlTsU++iYVFGICYqLAwhCefTbB4GeTydB//Z

el identificador del modelo será de color 100 % negro e irá en redonda, 9 pt;

Imagen: data:image/jpg;base64,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

la escala de A a G será como sigue:

a)

las letras de las flechas irán en color 100 % blanco y en negrita, 16 pt, e irán centradas en un eje a 4,5 mm de la parte izquierda de las flechas;

b)

los colores de fondo de las flechas serán como sigue:

i)

clase A: 100,0,100,0;

ii)

clase B: 70,0,100,0;

iii)

clase C: 30,0,100,0;

iv)

clase D: 0,0,100,0;

v)

clase E: 0,30,100,0;

vi)

clase F: 0,70,100,0;

vii)

clase G: 0,100,100,0;

Imagen: data:image/jpg;base64,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

los separadores internos tendrán 80 mm de anchura y un grosor de 0,5 pt; serán de color 100 % negro;

Imagen: data:image/jpg;base64,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

la flecha de la clase de eficiencia energética será de color 100 % negro. La letra dentro de la flecha de la clase de eficiencia energética será de color 100 % blanco e irá en negrita, 26 pt; se colocará en el centro de la parte rectangular de la flecha. La flecha de la clase de eficiencia energética y la flecha correspondiente de la escala de A a G irán colocadas de manera que sus puntas estén alineadas;

Imagen: data:image/jpg;base64,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

el valor del consumo de energía ponderado por cada 100 ciclos de secado irá en negrita, 28 pt; “kWh/” irá en redonda, 18 pt. El número “100” en el icono que representa 100 ciclos de secado irá en redonda, 14 pt. El texto estará centrado en la columna y será de color 100 % negro;

Imagen: data:image/jpg;base64,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

los pictogramas serán los indicados en el diseño de la etiqueta como se señala a continuación:

a)

las líneas de los pictogramas tendrán un grosor de 1,2 pt y serán, al igual que los textos (números y unidades), de color 100 % negro;

b)

la escala de A a D del pictograma del ruido acústico aéreo emitido se alineará en un eje vertical a la izquierda del icono, con la letra de la clase aplicable en negrita, 12 pt, y las demás letras del resto de las clases en redonda, 8 pt;

c)

la escala de A a E del pictograma de la clase de reparabilidad se alineará en un eje vertical a la izquierda del icono, con la letra de la clase aplicable en negrita, 12 pt, y las demás letras del resto de las clases en redonda, 8 pt;

d)

el número del pictograma del ruido acústico aéreo emitido irá en negrita, 12 pt, y la unidad en redonda, 9 pt, con el número y la unidad juntos y centrados dentro del pictograma;

e)

el número del pictograma de capacidad asignada irá en negrita, 16 pt, y la unidad en redonda, 12 pt, con el número y la unidad juntos y centrados bajo el pictograma;

f)

el número de la duración del programa eco irá en negrita, 16 pt, y estará centrado bajo el pictograma;

Imagen: data:image/jpg;base64,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

el número del Reglamento será de color 100 % negro e irá en redonda, 6 pt.

».

ANEXO III

Los anexos IV y V del Reglamento Delegado (UE) 2023/2534 se modifican como sigue:

1)

El anexo IV se modifica como sigue:

a)

los párrafos tercero y cuarto se sustituyen por el texto siguiente:

«Para la medición y el cálculo del IEE, la eficiencia de la condensación, la duración del programa y el ruido acústico aéreo emitido, se utilizará el programa eco tal como pueda encontrarse en la selección del programa, en la pantalla y a través de la conexión a la red, según las funcionalidades proporcionadas por la secadora de tambor doméstica, y sin ninguna otra modificación del ajuste del contenido de humedad final. El consumo de energía, la eficiencia de la condensación y la duración del programa también se medirán simultáneamente.

El cálculo del consumo de energía ponderado, la duración ponderada del programa y la eficiencia de la condensación se realizará sobre la base de tres ciclos de secado con carga completa y cuatro ciclos de secado con carga parcial.»;

b)

en el punto 1, se suprime la letra g);

c)

se añade el punto 5 siguiente:

«5.   MÉTODO DE CÁLCULO DEL ÍNDICE DE REPARABILIDAD DE LAS SECADORAS DE TAMBOR DOMÉSTICAS

El índice de reparabilidad consiste en una puntuación agregada y normalizada, como valor calculado derivado de cuatro parámetros de puntuación donde:

SDD es la puntuación de “profundidad del desmontaje”;

SF es la puntuación del “(tipo de) elementos de fijación”;

ST es la puntuación del “(tipo de) herramientas”;

SRI es la puntuación de la “información sobre reparación”.

Se calculará el índice de reparabilidad (R) de la manera siguiente:

Imagen: 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

y se redondeará al segundo decimal.

Las puntuaciones de la “profundidad del desmontaje” (SDD ), del “(tipo de) elementos de fijación” (SF ) y del “(tipo de) herramientas” (ST ) están basadas en la agregación de las siguientes puntuaciones a nivel de las piezas prioritarias:

WP es la bomba de agua;

B es el rodamiento del tambor;

DB es la correa del tambor;

D es la puerta;

M es el motor;

MB es la placa de circuito impreso principal;

F es el ventilador;

MC es el condensador del motor.

Si cualquiera de las piezas prioritarias mencionadas anteriormente está presente más de una vez en un producto, solo se tendrá en cuenta aquella con la puntuación más baja en el cálculo de las puntuaciones de la “profundidad del desmontaje” (SDD ), del “(tipo de) elementos de fijación” (SF ) y del “(tipo de) herramientas” (ST ). Si una o varias piezas prioritarias no están presentes en el producto, dichas piezas prioritarias se eliminarán de la fórmula de los parámetros de puntuación cuando aparezcan. Además, los coeficientes de las piezas prioritarias restantes en la fórmula de cada parámetro de puntuación se dividirán por el complemento a 1 de la suma de los coeficientes correspondientes a las piezas prioritarias que no estén presentes en el producto, de modo que la suma de los coeficientes restantes sea siempre igual a 1.

Los parámetros SDD , SF y ST se calcularán sobre la base de la descripción de las fases de desmontaje, los elementos de fijación y las herramientas necesarias para cada pieza prioritaria.

La evaluación del índice de reparabilidad, en particular de los parámetros SDD , SF y ST , comenzará sobre un producto que cumpla las condiciones siguientes:

su mantenimiento para uso diario se lleva a cabo de conformidad con las disposiciones del manual del usuario;

está completamente montado;

se encuentra de pie y el acceso a todos los paneles laterales y a la parte superior del aparato está despejado;

está desconectado de cualquier suministro y fuente de evacuación.

Tras la evaluación, el producto se volverá a montar completamente.

5.1.

Se calculará la puntuación de la “profundidad del desmontaje” (SDD ) de la manera siguiente:

Imagen: 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

Evaluación de la profundidad del desmontaje (DD) a nivel de las piezas

Se establecerá la puntuación de la profundidad del desmontaje (DDi ) para cada pieza prioritaria (DDWP , DDB , DDDB , DDD , DDM ,DDMB ,DDF , DDMC ) sobre la base del número de fases necesarias para extraer la pieza prioritaria del producto (DD) con respecto al número medio de fases de desmontaje (MDS) para esa pieza prioritaria sin dañar el producto. Para cada pieza prioritaria, el MDS es el siguiente:

bomba de agua: 16,1 fases;

rodamiento del tambor: 18,9 fases;

correa del tambor: 40,9 fases;

puerta: 3 fases;

motor: 49,4 fases;

placa de circuito impreso principal: 13,7 fases;

ventilador: 7,7 fases;

condensador del motor: 24,9 fases.

Se asignará una puntuación del 0 al 10 a la DDi para cada pieza prioritaria del siguiente modo:

si DD ≤ 0,70 × MDS, DDi  = 10 pt;

si 0,70 × MDS < DD ≤ 0,90 × MDS, DDi  = 7 pt;

si 0,90 × MDS < DD ≤ 1,10 × MDS, DDi  = 4 pt;

si 1,10 × MDS < DD ≤ 1,30 × MDS, DDi  = 1 pt;

si DD > 1,30 × MDS, DDi  = 0 pt.

Para el cálculo de la DD, se aplicarán las normas siguientes:

el recuento de fases para el desmontaje de cada pieza prioritaria concluirá cuando la pieza prioritaria objetivo esté separada y sea accesible individualmente. Cuando la pieza prioritaria objetivo forme parte de un grupo o conjunto de piezas, lo que implica en primer lugar la extracción del grupo o del conjunto, el proceso de desmontaje concluirá cuando la pieza prioritaria objetivo esté separada y sea accesible individualmente;

los elementos de fijación no se consideran una pieza;

si, tras el desmontaje de una pieza prioritaria, son necesarias parcialmente las mismas fases de desmontaje para desmontar otra pieza, el desmontaje de esta pieza podrá comenzar con la primera fase que sea diferente. No obstante, la DD para esa pieza será el número total de fases calculado a partir de un producto completamente montado;

cuando es necesario utilizar varias herramientas simultáneamente, el uso de cada herramienta cuenta como una fase diferente. Coger una herramienta, dejarla o extraer un elemento de fijación no se considera el final de una fase. La mano no se considerará una herramienta;

las operaciones relacionadas con la limpieza, la eliminación de restos o el calentamiento se contabilizan como fases;

la DD se calculará sobre la base de la descripción de las fases de desmontaje para cada pieza prioritaria que figure en la documentación técnica;

cuando sea necesaria la notificación a distancia o la autorización de números de serie para la plena funcionalidad de la pieza prioritaria, la DDi será cero.

5.2.

Se calculará la puntuación del tipo de elementos de fijación (SF ) de la manera siguiente:

Imagen: 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

Evaluación del (tipo de) elementos de fijación (F) a nivel de las piezas

Se asignará la puntuación del “(tipo de) elementos de fijación” (Fi ) para cada pieza prioritaria (FWP , FB , FDB , FD , FM ,FMB ,FF , FMC ) en función de la facilidad de extracción y reutilizabilidad de los elementos de fijación utilizados en el montaje del dispositivo. Se asignará una puntuación del 0 al 10 al Fi para cada pieza prioritaria del siguiente modo:

elementos de fijación reutilizables, Fi  = 10 pt;

elementos de fijación resuministrados sin coste alguno, Fi  = 7 pt;

elementos de fijación resuministrados con costes adicionales, Fi  = 4 pt;

elementos de fijación extraíbles, Fi  = 0 pt.

La determinación del tipo de elementos de fijación se basa en la descripción de cada tipo de elemento de fijación para el proceso de desmontaje con el fin de extraer la pieza prioritaria específica que se indica en la documentación técnica.

En caso de que se encuentren distintos tipos de elementos de fijación en el desmontaje de una pieza prioritaria, se otorgará la puntuación más baja.

5.3.

Se calculará la puntuación del tipo de herramientas (ST ) de la manera siguiente:

Imagen: 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

Evaluación del tipo de herramientas (T) a nivel de las piezas

Se asignará la puntuación del tipo de herramientas (Ti ) para cada pieza prioritaria i (TWP , TB , TDB , TD , TM , TMB , TF , TMC ) en función de la complejidad y de la disponibilidad de las herramientas necesarias para su sustitución. Se asignará una puntuación del 0 al 10 al Ti para cada pieza prioritaria del siguiente modo:

sustitución posible con herramientas básicas o sin herramientas, Ti  = 10 pt;

sustitución posible con herramientas facilitadas junto con la pieza de recambio, Ti  = 5 pt;

sustitución posible con herramientas disponibles en el mercado, Ti  = 0 pt.

La evaluación del tipo de herramientas se basa en el proceso de desmontaje para extraer la pieza prioritaria específica que se indica en la documentación técnica.

En caso de que se necesiten distintos tipos de herramientas en el desmontaje de una pieza prioritaria, se otorgará la puntuación más baja.

5.4.

Evaluación de la información sobre reparación (RI) a nivel del producto

La puntuación de la información sobre reparación (SRI ) correspondiente a la información sobre reparación y mantenimiento que figura en el punto 5.1.b) del anexo II del Reglamento (UE) 2023/2533 se calculará a nivel del producto del modo siguiente:

disponibilidad de información sobre reparación sin coste alguno para los reparadores profesionales, SRI  = 10 pt;

disponibilidad de información sobre reparación tras el pago de una tasa razonable y proporcionada para los reparadores profesionales, SRI  = 0 pt.

Se entenderá por tasa razonable aquella que no desincentiva el acceso a la información sobre reparación por no tener en cuenta la medida en que el reparador profesional utiliza esa información.».

2)

El anexo V se modifica como sigue:

a)

el párrafo primero se sustituye por el texto siguiente:

«Con arreglo al artículo 3, apartado 1, letra a), inciso ii), hasta el 31 de diciembre de 2026 el proveedor introducirá en la base de datos de los productos la información que figura en el cuadro 4. No obstante, de conformidad con el artículo 3, apartado 1 bis, los proveedores podrán introducir la información requerida en el cuadro 4a del anexo V bis en la base de datos de los productos a partir del 24 de noviembre de 2025 en lugar de la información exigida en el cuadro 4.»;

b)

el cuadro 4 se sustituye por el siguiente:

«Cuadro 4

Contenido, orden y formato de la ficha de información del producto

Marca comercial (1) (3):

Identificador del modelo (1):

Tecnología de la secadora de tambor

[eléctrica de ventilación, eléctrica de condensación con bomba de calor, eléctrica de condensación convencional, alimentada con gas]

Parámetros generales del producto:

Parámetro

Valor

Parámetro

Valor

Capacidad asignada (2) (kg)

x,x

Dimensiones (1) (3) (cm)

Altura

x

Anchura

x

Profundidad

x

Índice de Eficiencia Energética (IEE) (2)

x,x

Clase de eficiencia energética (2)

[A/B/C/D/E/F/G] (4)

Eficiencia de la condensación (%) (2)

(si procede)

xx

Clase de eficiencia de la condensación (si procede) (2)

[A/B/C/D] (4)

Consumo de energía ponderado, en kWh, por ciclo de secado (8). El consumo real de energía dependerá de cómo se utilice el aparato.

x,xx

 

 

Duración del programa (2) (horas:minutos)

Capacidad asignada

x:xx

Tipo

[encastrable/de libre instalación]

Mitad

x:xx

Ruido acústico aéreo emitido (2) [dB(A) con respecto a 1 pW]

x

Clase de ruido acústico aéreo emitido (2)

[A/B/C/D] (4)

Modo desactivado (si procede) (W)

x,xx

Modo preparado (si procede) (W)

x,xx

Inicio aplazado (W) (si procede)

x,xx

Modo preparado en red (W) (si procede)

x,xx

En el caso de las secadoras de tambor domésticas equipadas con una bomba de calor, el nombre químico o la designación industrial aceptada del gas refrigerante utilizado, sin perjuicio de lo dispuesto en el Reglamento (UE) n.o 517/2014, relativo a los gases fluorados de efecto invernadero (1) (1) (3).

 

Enlace del sitio web con información sobre la disponibilidad de piezas de recambio para los reparadores profesionales y los usuarios finales (1) (3) (5)

https://xxx

Enlace del sitio web con las instrucciones de reparación para usuarios finales (1) (3) (6)

https://xxx

Enlace del sitio web con los precios indicativos antes de impuestos (1) (3) (7)

https://xxx

Duración mínima de la garantía comercial ofrecida por el proveedor (1) (3) (meses)

 

Información adicional (3)

 

Enlace al sitio web del proveedor, en el que se encuentra la información contemplada en el punto 6 del anexo II del Reglamento (UE) 2023/2533 de la Comisión (3) (2):

(1)  Reglamento (UE) n.o 517/2014 del Parlamento Europeo y del Consejo, de 16 de abril de 2014, sobre los gases fluorados de efecto invernadero y por el que se deroga el Reglamento (CE) n.o 842/2006 (DO L 150 de 20.5.2014, p. 195, ELI: http://data.europa.eu/eli/reg/2014/517/oj).

(2)  Reglamento (UE) 2023/2533 de la Comisión, de 17 de noviembre de 2023, por el que se desarrolla la Directiva 2009/125/CE del Parlamento Europeo y del Consejo en lo relativo a los requisitos de diseño ecológico aplicables a las secadoras de tambor domésticas, se modifica el Reglamento (UE) 2023/826 de la Comisión y se deroga el Reglamento (UE) n.o 932/2012 de la Comisión (DO L, 2023/2533, 22.11.2023, ELI: http://data.europa.eu/eli/reg/2023/2533/oj).

(1)  Este elemento no se considerará relevante a los efectos del artículo 2, punto 6, del Reglamento (UE) 2017/1369.

(2)  En relación con el programa eco.

(3)  Los cambios de estos elementos no se considerarán relevantes a los efectos del artículo 4, apartado 4, del Reglamento (UE) 2017/1369.

(4)  Si la base de datos de los productos genera automáticamente el contenido definitivo de esa celda, el proveedor no introducirá esos datos.

(5)  Los proveedores están obligados a incluir el enlace de la página web en la que estará disponible la información pertinente. No obstante, el acceso efectivo al sitio web debe concederse de conformidad con el calendario y las disposiciones establecidas en el punto 5.1.b) del anexo II del Reglamento (UE) 2023/2533.

(6)  Los proveedores están obligados a incluir el enlace de la página web en la que estará disponible la información pertinente. No obstante, el acceso efectivo al sitio web debe concederse de conformidad con el calendario y las disposiciones establecidas en el punto 5.1.d) del anexo II del Reglamento (UE) 2023/2533.

(7)  Los proveedores están obligados a incluir el enlace de la página web en la que estará disponible la información pertinente. No obstante, el acceso efectivo al sitio web debe concederse de conformidad con el calendario y las disposiciones establecidas en el punto 5.1.f) del anexo II del Reglamento (UE) 2023/2533.

(8)  En el caso de las secadoras de tambor alimentadas con gas, calculado como el consumo medio de energía ponderado por 100 ciclos de secado con arreglo al punto 1, letra f), del anexo IV del presente Reglamento, dividido por 100.».

ANEXO IV

«ANEXO V BIS

FICHA DE INFORMACIÓN DEL PRODUCTO CON INFORMACIÓN SOBRE LA REPARABILIDAD

Con arreglo al artículo 3, apartado 1, letra c), inciso ii), a partir del 1 de enero de 2027 el proveedor introducirá la información que figura en el cuadro 4a en la base de datos de los productos. No obstante, de conformidad con el artículo 3, apartado 1 bis, del presente Reglamento, los proveedores podrán introducir la información requerida en el cuadro 4a en la base de datos de los productos a partir del 24 de noviembre de 2025 en lugar de la información exigida en el cuadro 4 del anexo V del presente Reglamento.

El manual del usuario u otra documentación que acompañe al producto indicarán claramente el enlace al modelo en la base de datos de los productos, bien como una dirección URL legible por personas, bien como un código QR, o bien facilitando el número de registro del producto.

Cuadro 4a

Contenido, orden y formato de la ficha de información del producto

Marca comercial (1) (3):

Identificador del modelo (1):

Tecnología de la secadora de tambor

[eléctrica de ventilación, eléctrica de condensación con bomba de calor, eléctrica de condensación convencional, alimentada con gas]

Parámetros generales del producto:

Parámetro

Valor

Parámetro

Valor

Capacidad asignada (2) (kg)

x,x

Dimensiones (1) (3) (cm)

Altura

x

Anchura

x

Profundidad

x

Índice de Eficiencia Energética (IEE) (2)

x,x

Clase de eficiencia energética (2)

[A/B/C/D/E/F/G] (4)

Eficiencia de la condensación (%) (2)

(si procede)

xx

Clase de eficiencia de la condensación (si procede) (2)

[A/B/C/D] (4)

Consumo de energía ponderado, en kWh, por ciclo de secado (8). El consumo real de energía dependerá de cómo se utilice el aparato.

x,xx

 

 

Duración del programa (2) (horas:minutos)

Capacidad asignada

x:xx

Tipo

[encastrable/de libre instalación]

Mitad

x:xx

Ruido acústico aéreo emitido (2) [dB(A) con respecto a 1 pW]

x

Clase de ruido acústico aéreo emitido (2)

[A/B/C/D] (4)

Modo desactivado (si procede) (W)

x,xx

Modo preparado (si procede) (W)

x,xx

Inicio aplazado (W) (si procede)

x,xx

Modo preparado en red (W) (si procede)

x,xx

En el caso de las secadoras de tambor domésticas equipadas con una bomba de calor, el nombre químico o la designación industrial aceptada del gas refrigerante utilizado, sin perjuicio de lo dispuesto en el Reglamento (UE) n.o 517/2014, relativo a los gases fluorados de efecto invernadero (1) (1) (3).

 

Información sobre la reparabilidad:

Clase de reparabilidad (sobre la base del índice que figura a continuación)

[A/B/C/D/E] (4)

Índice de reparabilidad (1)

x,xx

Puntuación de la profundidad del desmontaje (SDD ) (1) (3)

x,xx

Puntuación del tipo de elementos de fijación (SF ) (1) (3)

x,xx

Puntuación del tipo de herramientas (ST ) (1) (3)

x,xx

Puntuación de la información sobre reparación (SRI ) (1) (3)

x,xx

Enlace del sitio web con información sobre la disponibilidad de piezas de recambio para los reparadores profesionales y los usuarios finales (1) (3) (5)

https://xxx

Enlace del sitio web con las instrucciones de reparación para usuarios finales (1) (3) (6)

https://xxx

Enlace del sitio web con los precios indicativos antes de impuestos (1) (3) (7)

https://xxx

Duración mínima de la garantía comercial ofrecida por el proveedor (1) (3) (meses)

 

Información adicional (5)

 

Enlace al sitio web del proveedor, en el que se encuentra la información contemplada en el punto 6 del anexo II del Reglamento (UE) 2023/2533 de la Comisión (5) (2):

».

(1)  Reglamento (UE) n.o 517/2014 del Parlamento Europeo y del Consejo, de 16 de abril de 2014, sobre los gases fluorados de efecto invernadero y por el que se deroga el Reglamento (CE) n.o 842/2006 (DO L 150 de 20.5.2014, p. 195, ELI: http://data.europa.eu/eli/reg/2014/517/oj).

(2)  Reglamento (UE) 2023/2533 de la Comisión, de 17 de noviembre de 2023, por el que se desarrolla la Directiva 2009/125/CE del Parlamento Europeo y del Consejo en lo relativo a los requisitos de diseño ecológico aplicables a las secadoras de tambor domésticas, se modifica el Reglamento (UE) 2023/826 de la Comisión y se deroga el Reglamento (UE) n.o 932/2012 de la Comisión (DO L, 2023/2533, 22.11.2023, ELI: http://data.europa.eu/eli/reg/2023/2533/oj).

(1)  Este elemento no se considerará relevante a los efectos del artículo 2, punto 6, del Reglamento (UE) 2017/1369.

(2)  En relación con el programa eco.

(3)  Los cambios de estos elementos no se considerarán relevantes a los efectos del artículo 4, apartado 4, del Reglamento (UE) 2017/1369.

(4)  Si la base de datos de los productos genera automáticamente el contenido definitivo de esa celda, el proveedor no introducirá esos datos.

(5)  Los proveedores están obligados a incluir el enlace de la página web en la que estará disponible la información pertinente. No obstante, el acceso efectivo al sitio web debe concederse de conformidad con el calendario y las disposiciones establecidas en el punto 5.1.b) del anexo II del Reglamento (UE) 2023/2533.

(6)  Los proveedores están obligados a incluir el enlace de la página web en la que estará disponible la información pertinente. No obstante, el acceso efectivo al sitio web debe concederse de conformidad con el calendario y las disposiciones establecidas en el punto 5.1.d) del anexo II del Reglamento (UE) 2023/2533.

(7)  Los proveedores están obligados a incluir el enlace de la página web en la que estará disponible la información pertinente. No obstante, el acceso efectivo al sitio web debe concederse de conformidad con el calendario y las disposiciones establecidas en el punto 5.1.f) del anexo II del Reglamento (UE) 2023/2533.

(8)  En el caso de las secadoras de tambor alimentadas con gas, calculado como el consumo medio de energía ponderado por 100 ciclos de secado con arreglo al punto 1, letra f), del anexo IV del presente Reglamento, dividido por 100.

ANEXO V

El anexo VI del Reglamento Delegado (UE) 2023/2534 se modifica como sigue:

1)

El punto 1 se modifica como sigue:

a)

en el párrafo primero, la parte introductoria se sustituye por el texto siguiente:

«En el caso de las secadoras de tambor domésticas eléctricas, la documentación técnica mencionada en el artículo 3, apartado 1, letra b), inciso i), incluirá la siguiente información:»;

b)

la letra g) se sustituye por el texto siguiente:

«g)

los valores de los parámetros técnicos establecidos en el cuadro 5 para el programa eco, que se consideran los valores declarados a efectos del procedimiento de verificación establecido en el anexo IX.».

2)

En el cuadro 5, el título se sustituye por el texto siguiente:

« Cuadro 5

Parámetros técnicos declarados para las secadoras de tambor domésticas eléctricas».

3)

En el punto 2, el párrafo primero se sustituye por el texto siguiente:

«En el caso de las secadoras de tambor alimentadas con gas, la documentación técnica mencionada en el artículo 3, apartado 1, letra b), inciso i), incluirá la información que figura en el punto 1, letras a) a f), del presente anexo, así como la información establecida en el cuadro 6 para el programa eco. Los valores del cuadro 6 se consideran los valores declarados a efectos del procedimiento de verificación del anexo IX.».

4)

El cuadro 6 se modifica como sigue:

a)

el título se sustituye por el texto siguiente:

« Cuadro 6

Parámetros técnicos declarados para las secadoras de tambor domésticas alimentadas con gas »;

b)

la cuarta fila, relativa al consumo de gas del programa eco con carga parcial, se sustituye por el texto siguiente:

«Consumo de gas del programa eco con carga parcial (Egdry,½ )

kWh/ciclo de secado

X,XX»;

c)

las filas décima, undécima y duodécima, relativas a la duración del programa eco, se sustituyen por el texto siguiente:

«Duración del programa eco con carga completa (Tdry )

h:min

X:XX

Duración del programa eco con carga parcial (Tdry½ )

h:min

X:XX

Duración ponderada del programa eco (Tt )

h:min

X:XX».

5)

El punto 3 se sustituye por el texto siguiente:

«3.

Si la información incluida en la documentación técnica de una determinada secadora de tambor doméstica se ha obtenido:

a)

a partir de un modelo con las mismas características técnicas pertinentes para la información técnica que debe facilitarse, pero que es producido por un proveedor distinto;

b)

mediante cálculos efectuados sobre la base del diseño o por extrapolación de otro modelo del mismo proveedor o de un proveedor diferente,

la documentación técnica incluirá los detalles del cálculo, la evaluación realizada por los proveedores para comprobar la exactitud de los cálculos y, en su caso, la declaración de identidad entre los modelos de distintos proveedores.».

ANEXO VI

«ANEXO VI BIS

DOCUMENTACIÓN TÉCNICA CON INFORMACIÓN SOBRE LA REPARABILIDAD

1.   

En el caso de las secadoras de tambor domésticas eléctricas, la documentación técnica mencionada en el artículo 3, apartado 1, letra c), inciso iii), incluirá la siguiente información:

a)

una descripción general del modelo que permita identificarlo fácil e inequívocamente;

b)

referencias de las normas armonizadas aplicadas o de otras normas de medición empleadas;

c)

las precauciones específicas que deben tomarse durante el montaje, la instalación, el mantenimiento o el ensayo del modelo;

d)

los detalles y los resultados de los cálculos efectuados con arreglo al anexo IV;

e)

las condiciones de ensayo si no se describen suficientemente en las referencias proporcionadas con arreglo a la letra b) del presente punto;

f)

los modelos equivalentes, en caso de haberlos, incluidos los identificadores del modelo;

g)

los valores de los parámetros técnicos establecidos en el cuadro 6a para el programa eco, que se consideran los valores declarados a efectos del procedimiento de verificación establecido en el anexo IX;

h)

una descripción de las fases de desmontaje de cada pieza prioritaria que figura en el punto 5 del anexo IV, incluidas las herramientas y los elementos de fijación necesarios en cada fase, en su caso;

i)

la información relativa a la reparación y el mantenimiento establecida en el punto 5.3.e) del anexo II del Reglamento (UE) 2023/2533.

La información facilitada con arreglo a las letras a) a g) constituirá las partes específicas obligatorias de la documentación técnica que el proveedor deberá introducir en la base de datos de los productos, de conformidad con el artículo 12, apartado 5, del Reglamento (UE) 2017/1369.

Cuadro 6a

Parámetros técnicos declarados para las secadoras de tambor domésticas eléctricas

PARÁMETRO

UNIDAD

VALOR

Capacidad asignada del programa eco, en intervalos de 0,5 kg (c)

kg

X,X

Consumo de energía del programa eco con carga completa (Edry)

kWh/ciclo de secado

X,XX

Consumo de energía del programa eco con carga parcial (Edry½)

kWh/ciclo de secado

X,XX

Consumo de energía ponderado del programa eco (EtC )

kWh/ciclo de secado

X,XX

Consumo normalizado de energía del programa eco (SEC )

kWh/ciclo de secado

X,XX

Índice de eficiencia energética (IEE)

-

X,X

Duración del programa eco con carga completa (Tdry )

h:min

X:XX

Duración del programa eco con carga parcial (Tdry½ )

h:min

X:XX

Duración ponderada del programa eco (Tt )

h:min

X:XX

Eficiencia media de condensación del programa eco con carga completa (Cdry ) (si procede)

%

XX

Eficiencia media de condensación del programa eco con carga parcial (Cdry½ ) (si procede)

%

XX

Eficiencia ponderada de la condensación del programa eco (Ct ) (si procede)

%

XX

Ruido acústico aéreo emitido durante el programa eco

dB(A) con respecto a 1 pW

X

Consumo de energía en modo apagado (Po ) (si procede)

W

X,XX

Consumo de energía en modo preparado (Psm ) (si procede)

W

X,XX

¿Incluye el modo preparado la visualización de información?

-

Sí/No

Consumo de energía en modo preparado en estado de modo preparado en red (Pnsm ) (si procede)

W

X,XX

Consumo de energía en inicio aplazado (Pds ) (si procede)

W

X,XX

Índice de reparabilidad

-

X,XX

2.   

En el caso de las secadoras de tambor alimentadas con gas, la documentación técnica mencionada en el artículo 3, apartado 1, letra c), inciso iii), incluirá la información que figura en el punto 1, letras a) a f), h) e i), del presente anexo, así como la información establecida en el cuadro 6b para el programa eco. Los valores del cuadro 6b se consideran los valores declarados a efectos del procedimiento de verificación del anexo IX.

La información facilitada con arreglo al párrafo primero del presente punto, excepto las letras h) e i), constituirá las partes específicas obligatorias de la documentación técnica que el proveedor deberá introducir en la base de datos, de conformidad con el artículo 12, apartado 5, del Reglamento (UE) 2017/1369.

Cuadro 6b

Parámetros técnicos declarados para las secadoras de tambor domésticas alimentadas con gas

PARÁMETRO

UNIDAD

VALOR

Capacidad asignada del programa eco, en intervalos de 0,5 kg (c)

kg

X,X

Consumo de gas del programa eco con carga completa (Egdry )

kWh/ciclo de secado

X,XX

Consumo de gas del programa eco con carga parcial (Egdry,½ )

kWh/ciclo de secado

X,XX

Consumo auxiliar de electricidad del programa eco con carga completa

kWh/ciclo de secado

X,XX

Consumo auxiliar de electricidad del programa eco con carga parcial

kWh/ciclo de secado

X,XX

Consumo de energía ponderado del programa eco (EtC )

kWh/ciclo de secado

X,XX

Consumo normalizado de energía del programa eco (SEC )

kWh/ciclo de secado

X,XX

Índice de eficiencia energética (IEE)

-

X,X

Duración del programa eco con carga completa (Tdry )

h:min

X:XX

Duración del programa eco con carga parcial (Tdry½ )

h:min

X:XX

Duración ponderada del programa eco (Tt )

h:min

X:XX

Ruido acústico aéreo emitido durante el programa eco

dB(A) con respecto a 1 pW

X

Consumo de energía en modo apagado (Po ) (si procede)

W

X,XX

Consumo de energía en modo preparado (Psm ) (si procede)

W

X,XX

¿Incluye el modo preparado la visualización de información?

-

Sí/No

Consumo de energía en modo preparado en estado de modo preparado en red (Pnsm ) (si procede)

W

X,XX

Consumo de energía en inicio aplazado (Pds ) (si procede)

W

X,XX

Índice de reparabilidad

-

X,XX

3.   

Si la información incluida en la documentación técnica de una determinada secadora de tambor doméstica se ha obtenido:

a)

a partir de un modelo con las mismas características técnicas pertinentes para la información técnica que debe facilitarse, pero que es producido por un proveedor distinto;

b)

mediante cálculos efectuados sobre la base del diseño o por extrapolación de otro modelo del mismo proveedor o de un proveedor diferente,

la documentación técnica incluirá los detalles del cálculo, la evaluación realizada por los proveedores para comprobar la exactitud de los cálculos y, en su caso, la declaración de identidad entre los modelos de distintos proveedores.

».

ANEXO VII

Los anexos VII, VIII, IX y X del Reglamento Delegado (UE) 2023/2534 se modifican como sigue:

1)

En el anexo VII, los puntos 1 y 2 se sustituyen por el texto siguiente:

«1.

En los anuncios visuales, para garantizar la conformidad con los requisitos establecidos en el artículo 3, apartado 1, letra d), inciso i), y en el artículo 4, letra c), la clase de eficiencia energética y el intervalo de clases de eficiencia energética disponibles en la etiqueta se mostrarán como se indica en el punto 4 del presente anexo.

2.

En el material técnico promocional, para garantizar la conformidad con los requisitos establecidos en el artículo 3, apartado 1, letra d), inciso ii), y en el artículo 4, letra d), la clase de eficiencia energética y el intervalo de clases de eficiencia energética disponibles en la etiqueta se mostrarán como se indica en el punto 4 del presente anexo.».

2)

El anexo VIII se modifica como sigue:

a)

el punto 1 se sustituye por el texto siguiente:

«1.

La correspondiente etiqueta facilitada por los proveedores conforme al artículo 3, apartado 1, letra b), inciso ii), o letra c), inciso iv), según proceda, deberá mostrarse en el mecanismo de visualización cerca del precio del producto, si este se muestra, y cerca del nombre o la imagen del producto, en los demás casos. Por su tamaño, la etiqueta deberá ser claramente visible, legible y proporcionada al tamaño especificado en el anexo III o III bis, según proceda. Podrá presentarse en formato de visualización anidada, en cuyo caso la imagen que dé acceso a la etiqueta deberá cumplir las especificaciones recogidas en el punto 2 del presente anexo. Si se utiliza la visualización anidada, la etiqueta deberá aparecer con el primer clic o barrido del ratón sobre la imagen o la primera expansión de esta en pantalla táctil.»;

b)

en el punto 3, la letra b) se sustituye por el texto siguiente:

«b)

la imagen servirá de enlace a la etiqueta establecida en el anexo III o en el anexo III bis, según proceda;»;

c)

el punto 4 se sustituye por el texto siguiente:

«4.

La ficha electrónica de información del producto facilitada por el proveedor conforme al artículo 3, apartado 1, letra b), inciso iii), o letra c), inciso v), según proceda, deberá mostrarse en el mecanismo de visualización cerca del precio del producto, si este se muestra, y cerca del nombre o la imagen del producto, en los demás casos. Deberá tener un tamaño que la haga claramente visible y legible. La ficha de información del producto podrá mostrarse mediante visualización anidada o por referencia a la base de datos de los productos, en cuyo caso el enlace utilizado para acceder a la ficha de información del producto deberá indicar de manera clara y legible el texto “Ficha de información del producto”. Si se utiliza la visualización anidada, la ficha de información del producto aparecerá con el primer clic o barrido del ratón sobre el enlace o la primera expansión de este en pantalla táctil.».

3)

El anexo IX se modifica como sigue:

a)

el punto 1 se sustituye por el texto siguiente:

«1.

Las tolerancias de verificación definidas en el cuadro 8 se refieren únicamente a la verificación de los valores declarados por las autoridades del Estado miembro y no serán utilizadas por el proveedor como tolerancia permitida para establecer esos valores en la documentación técnica o para interpretarlos a efectos de alcanzar la conformidad o comunicar un mejor rendimiento por cualquier medio.»;

b)

en el punto 4, letra b), el inciso iii) se sustituye por el texto siguiente:

«iii)

los valores determinados, es decir, los valores de los parámetros pertinentes medidos en los ensayos y los valores calculados a partir de estas mediciones se ajustan a:

a)

los criterios de validez establecidos en el cuadro 7;

b)

las respectivas tolerancias de verificación establecidas en el cuadro 8.»;

c)

el punto 6 se sustituye por el texto siguiente:

«6.

Si no se alcanza el resultado a que se refiere el punto 4, letra b), inciso iii), las autoridades del Estado miembro seleccionarán tres unidades adicionales del mismo modelo para someterlas a ensayo. Como alternativa, esas tres unidades adicionales seleccionadas podrán pertenecer a uno o varios modelos equivalentes. En lo que respecta al índice de reparabilidad, si no se alcanza el resultado a que se refiere el punto 4, letra b), inciso iii), las autoridades del Estado miembro seleccionarán una unidad adicional del mismo modelo para someterla a ensayo.»;

d)

los puntos 8 y 9 se sustituyen por el texto siguiente:

«8.

Se considerará que el modelo cumple los requisitos aplicables si la media aritmética de los valores determinados correspondientes a las tres unidades mencionadas en el punto 6 se ajusta a las respectivas tolerancias de verificación indicadas en el cuadro 8, excepto en lo que respecta al resultado del índice de reparabilidad, en el que se considerará que el modelo cumple los requisitos aplicables si, para la unidad adicional a que se refiere el punto 6, el valor determinado se ajusta a la tolerancia respectiva establecida en el cuadro 8.

9.

Si no se alcanza el resultado a que se refiere el punto 8, se considerará que ni el modelo ni ninguno de los modelos equivalentes son conformes con el presente Reglamento, excepto en lo que respecta al resultado del índice de reparabilidad, en el que se considerará que el modelo no es conforme con el presente Reglamento.»;

e)

el punto 12 se sustituye por el texto siguiente:

«12.

Las autoridades de los Estados miembros aplicarán únicamente los criterios de validez establecidos en el cuadro 7 y las tolerancias de verificación indicadas en el cuadro 8 y solo utilizarán el procedimiento que figura en los puntos 1 a 9 en lo que concierne a los requisitos contemplados en el presente anexo. En lo que se refiere a los parámetros establecidos en los cuadros 7 y 8, no se aplicarán otros criterios de validez ni otras tolerancias de verificación, tales como las establecidas en las normas armonizadas o en cualquier otro método de medición.»;

f)

el cuadro 7 se sustituye por el siguiente:

«Cuadro 7

Criterios de validez

Parámetro

Criterios de validez

Contenido medio de humedad final del programa eco μt

El valor determinado se medirá y calculará y será inferior al 1,5 %.»;

g)

se añade el siguiente cuadro 8:

«Cuadro 8

Tolerancias de verificación

Parámetro

Tolerancias de verificación

Edry y Edry½

El valor determinado (*1) no podrá superar el valor declarado de Edry y Edry½ en más del 6 %.

Egdry y Egdry½

El valor determinado (*1) no podrá superar el valor declarado de Egdry y Egdry½ en más del 6 %.

Egdry,a y Egdry½,a

El valor determinado* no podrá superar el valor declarado de Egdry,a y Egdry½,a en más del 6 %.

Ct

El valor determinado (*1) no podrá ser inferior al valor declarado de Ct en más del 6 %.

Tdry y Tdry½

El valor determinado (*1) no podrá superar el valor declarado de Tdry y Tdry½ en más del 6 %.

Po

El valor determinado (*1) no superará el valor declarado en más de 0,10 W.

Psm

El valor determinado (*1) no podrá superar el valor declarado en más de un 10 % si el valor declarado es superior a 1,00 W, o en más de 0,10 W si el valor declarado es inferior o igual a 1,00 W.

Pds

El valor determinado (*1) no podrá superar el valor declarado en más de un 10 % si el valor declarado es superior a 1,00 W, o en más de 0,10 W si el valor declarado es inferior o igual a 1,00 W.

Ruido acústico aéreo emitido

El valor determinado (*1) no podrá superar el valor declarado en más de 2 dB con respecto a 1 pW.

Índice de reparabilidad

El valor determinado no podrá ser inferior al valor declarado en más del 4 %.

4)

El anexo X se modifica como sigue:

a)

en el párrafo primero, la parte introductoria se sustituye por el texto siguiente:

«Según los métodos de medición y cálculo establecidos en el anexo IV, cada tambor de una secadora doméstica con más de un tambor se suministrará con una etiqueta que cumpla los requisitos establecidos en los anexos II y III o III bis, según proceda. Dichos requisitos serán aplicables a cada uno de los tambores de forma independiente, salvo si los tambores están montados en la misma carcasa y en el programa eco solo pueden funcionar simultáneamente. En este último caso, estas disposiciones serán aplicables a la secadora doméstica con más de un tambor en su conjunto, según se indica a continuación:»;

b)

el párrafo segundo se sustituye por el texto siguiente:

«La ficha de información del producto deberá incluir y presentar conjuntamente la información exigida con arreglo al anexo V o al anexo V bis, según proceda, en relación con todos los tambores para los que sean aplicables las disposiciones del presente anexo. La documentación técnica deberá incluir y presentar conjuntamente la información exigida con arreglo al anexo VI o al anexo VI bis, según proceda, en relación con todos los tambores para los que sean aplicables las disposiciones del presente anexo.».

(*1)  Si se someten tres unidades adicionales a ensayo conforme a lo dispuesto en el punto 6, por “valor determinado” se entenderá la media aritmética de los valores determinados para esas tres unidades adicionales.».

ANÁLISIS

Referencias anteriores
Materias
  • Aparatos de uso doméstico
  • Comercialización
  • Consumidores y usuarios
  • Consumo de energía
  • Distintivos
  • Electrodomésticos
  • Etiquetas
  • Políticas de medio ambiente
  • Reglamentaciones técnicas

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Agència Estatal Butlletí Oficial de l'Estat

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