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  1. www.magisdesign.com › product › spunSpun - Magis S.p.A.

    SPUN. Discover all configurations, change shape and material. View product from all prospectives. 5 variants. Configure product. “If you manage that gravity, your designs. can be as light as you want.” Thomas Heatherwick. Our products are highly aesthetic, functional and embody a strong idea.

  2. Shop the Magis Spun Chair and see our wide selection of Shop the Showhouse at Design Within Reach. In stock, exclusive, and ready to ship -- authentic modern furniture from iconic designers.

  3. hecha en Italia. diseñador: Thomas Heatherwick. de uso/ excelente estado. Silla Magis Spun. Cuando está erguida, Spun tiene la silueta de una vasija escultural; si está inclinada sobre uno de los laterales, se convierte en una silla divertida y funcional que le permite mecerse y dar vueltas.

  4. Más sobre este producto. Categorizado en Asientos - Sillones - sin apoyabrazos - Base a ras de suelo - Asiento no tapizado - Plástico - Asiento plástico - Base plástico - Residencial. Parte de la colección SEATING. Fabricante Herman Miller. Familia Spun Chair. Architonic ID 1407663. Año de Lanzamiento 2010. También disponible en otras 2 ...

  5. Spun Chair. Armchairs from Herman Miller, Designed by Thomas Heatherwick. Product description. Concept. Not just a new seat, a new concept in seating and sitting: Spun. Its harmonious, dynamic and perfectly symmetric shape is reminiscent of a cotton reel, a top that spins on its axis or a vase thrown on a potter’s wheel.

  6. Magis Spun Chair. C$ 1,415.00. 1 Color Grey Anthracite. Quantity. In Stock. Add to Cart. Save to Wishlist. Product Features. Dimensions. Shipping and Returns. Warranty. Designer + Brand. Manufacturer SKU: SD660 GR.A. Print Friendly Summary. Details. Product Details. Dimensions. Materials. Designers. Product Care. Design Details. Reviews.

  7. magis spun chair. Design Thomas Heatherwick, 2010. Rotational molded polyethylene or polycarbonate. Made by Magis. Spun came out of research into the geometric simplification of a familiar object type. Could a completely rotationally symmetrical form make a comfortable chair?