- Acabado de las imágenes 1, 3 y 5 corresponde a la tapa porcelánica St. Laurent, y el pie central color Bronce.
- Acabado de las imágenes 2 y 4 corresponde a la tapa porcelánica St. Moritz, con pie central color Vulcano Roca.
La mesa de centro-comedor Activa con tapa porcelánica* es extensible y elevable. Es una mesa con una versatilidad, calidad de acabados y precio difíciles de encontrar en el mercado. Te permite tener una mesa de centro, tanto rectangular como cuadrada, así como una mesa de comedor que no ocupe mucho espacio pero que pueda acoger a muchos comensales en su versión más extendida.
Además posee un pie articulado con ruedas ocultas de goma.
*El acabado de la estructura de la tapa irá en el lacado que más se asemeje al color del porcelánico escogido.
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)
Indesan es una firma nacional enfocada en el diseño moderno de mesas de comedor, centro y auxiliares. Desde Indesan apuestan por la innovación en sus procesos productivos y la calidad y cuidado en cada uno de sus materiales. Una empresa joven pero experimentada en el sector que trabaja con chapa de madera, porcelánicos y lacados buscando un espíritu natural y un proceso de fabricación respetuoso con el medio ambiente.
En referencia al mecanismo de elevación se puede escoger entre tres sistemas:
- Elevación manual asistida mediante muelles de acero y con sistema de bloqueo en 7 posiciones distintas (40-48-55-60-65-70 y 75cm, aprox).
- Elevación con motor eléctrico mediante mando a distancia.
- Elevación con motor eléctrico mediante mando a distancia + batería.
(Elevación manual asistida con sistema de bloqueo)
En cuanto a las medidas existen diferentes posibilidades posibilidades:
MANUAL ASISTIDA
- 120x70x38cm (Abierta 167 con un extensible y 214 con dos extensibles, elevable hasta 77cm).
![Tecnico mesa activa 70](/img/cms/3185-Indesan/Tecnico-mesa-activa_1.jpg)
- 120x80x38cm (Abierta 167 con un extensible y 214 con dos extensibles, elevable hasta 77cm).
![Tecnico mesa activa 80](/img/cms/3185-Indesan/Tecnico-mesa-activa-80_1.jpg)
MOTOR ELÉCTRICO
- 120x70x38cm (Abierta 167 con un extensible y 214 con dos extensibles, elevable hasta 77cm).
![Tecnico mesa activa 70](/img/cms/3185-Indesan/Tecnico-mesa-activa_1.jpg)
- 120x80x38cm (Abierta 167 con un extensible y 214 con dos extensibles, elevable hasta 77cm).
![Tecnico mesa activa 80](/img/cms/3185-Indesan/Tecnico-mesa-activa-80_1.jpg)
MOTOR ELÉCTRICO + BATERÍA
- 120x70x38cm (Abierta 167 con un extensible y 214 con dos extensibles, elevable hasta 77cm).
![Tecnico mesa activa 70](/img/cms/3185-Indesan/Tecnico-mesa-activa_1.jpg)
- 120x80x38cm (Abierta 167 con un extensible y 214 con dos extensibles, elevable hasta 77cm).
![Tecnico mesa activa 80](/img/cms/3185-Indesan/Tecnico-mesa-activa-80_1.jpg)
En caso de querer otra medida o combinación, ponte en contacto con nosotros.