- Acabado de las imágenes: Acabado (Holand Naturale).
La mesa extensible Brooklyn de Devina Nais tiene un diseño italiano. Lleva dos extensiones de 50cm*. incluidas bajo la tapa, provistas de guías de aluminio sin ruedas debajo de las patas. La tapa de la mesa es de madera alistonada y el número de piezas variará en función de la medida escogida. El grosor de la tapa mide 10cm. (cajeada), y las patas tienen una medida de 20x20cm.
![](data:image/png;base64,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)
La mesa Brooklyn está fabricada en madera maciza de roble matérico. Las características especiales de este material de fabricación son las siguientes:
- Estrías de varios tonos de color que oscilan entre el marrón y el rojo violáceo.
- Grietas en la misma dirección de las fibras de la madera, posiblemente de color muy oscuro.
- Presencia de nudos que podrían salir ligeramente marcados y surcados.
![roble matérico](/img/cms/3944-Devina Nais/2022/Carta roble materico.JPG)
Gracias a estas características tan particulares, cada mueble debe considerarse único, nunca igual a otro, dadas las particularidades de sus grietas y nudos.
El majestuoso espesor de cada parte de la mesa de Brooklyn revela una elección de buen gusto, gracias a un equilibrio de proporciones, diseño esencial y moderno, junto con el color auténtico de la madera.
Devina Nais es una firma de diseño italiano que inspira sus propuestas en la esencia de la materia prima más noble: la madera. Sus muebles combinan materiales, técnicas y formas. Cada uno se termina a mano para completar los detalles de una forma mucho más especial y personalizada. El objetivo es que cada cliente pueda personalizar sus muebles al gusto, manteniendo el amor por lo tradicional.
Medidas:
- 200(250/300)x100x76cm.
- 250(300/350)x110x76cm.
![Mesa brooklyn](/img/cms/3944-Devina Nais/2022/Mesa brooklyn extensibles.JPG)
* Los extensibles están hechos de chapa de roble, por lo que se notará la diferencia de material con la tapa de la mesa. El acabado de estos, será el acabado más parecido al escogido para la mesa.
![](data:image/png;base64,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)
*Todas las mesas de Devina Nais con patas de madera se servirán con las patas en el mismo color que el acabado seleccionado para la tapa. En caso de querer las patas en un acabado distinto, seleccionar el acabado que se desea para el tablero y especificar en observaciones el color de las patas.