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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.

    • Es

      Es - Spun - Magis S.p.A.

    • Spun

      Spun - Spun - Magis S.p.A.

    • FR

      FR - Spun - Magis S.p.A.

  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. 25 de may. de 2012 · Magis Spun Rotating Chair. Nestcouk. 2.44K subscribers. 176. 57K views 11 years ago. Made from a single profile rotated through 360 degrees the aptly named 'Spun' transforms the domestic seat...

  5. 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 ...

  6. 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.

  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?