Raimond II Tensegrity by Moooi
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The Raimond Tensegrity is a floor lamp made from elegant metal, complemented with the sturdy earthiness of wood.
Tensegrity is a term that was first described by Buckminster Fuller as an architectural term. It refers to the interconnected wooden structure that uses tension and pressure to keep its shape. The beauty of the Raimond Tensegrity lies not only in its contrasting materials, but also in the trigonometric harmony of both structures. Mathematical perfection times two.
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Raimond II Tensegrity by Moooi
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Italcasa Furniture & Interior Design
32968 Woodward Ave,
Royal Oak, MI 48073
Mon - Fri 10 a.m. - 05 p.m.
Sat - Sun 11 a.m. - 04 p.m.
Italcasa Design - Michigan Design Center
1700 Stutz Dr suite 30,
Troy, MI 48084
Mon - Fri 10 a.m. - 05 p.m.
Sat - Sun 11 a.m. - 04 p.m.
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Italcasa Furniture & Interior Design

Italcasa Design - Michigan Design Center
Product details
Made possible by exploring innovative molded plywood techniques, Iskos-Berlin’s Soft Edge Chair blends strong curves with extreme lightness to create a three-dimensionality not usually possible with 2-D plywood.
Description
The Raimond Tensegrity is a floor lamp made from elegant metal, complemented with the sturdy earthiness of wood.
Tensegrity is a term that was first described by Buckminster Fuller as an architectural term. It refers to the interconnected wooden structure that uses tension and pressure to keep its shape. The beauty of the Raimond Tensegrity lies not only in its contrasting materials, but also in the trigonometric harmony of both structures. Mathematical perfection times two.
Description
The Raimond Tensegrity is a floor lamp made from elegant metal, complemented with the sturdy earthiness of wood.
Tensegrity is a term that was first described by Buckminster Fuller as an architectural term. It refers to the interconnected wooden structure that uses tension and pressure to keep its shape. The beauty of the Raimond Tensegrity lies not only in its contrasting materials, but also in the trigonometric harmony of both structures. Mathematical perfection times two.
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