Ched Berenguer-topacio Seating

The rarest of the rare, an exceptional, meticulously restored set of ten (10) cane back Klismos dining chairs by Edward Wormley for Dunbar Furniture, circa 1948. The set consists of ...

The rarest of the rare: An exceptional, meticulously restored set of eight (8) cane back Klismos dining chairs by Baker Furniture, circa 1958. A set of this magnitude is the Collecto...

A design developed by the Greeks in the 5th Century BC, gaining popularity throughout the 4th Century BC. The design was then resurrected in the English Regency period. The Klismos c...

Dramatic set of four bronzed metal klismos patio and garden dining chairs designed by Michael Taylor model # MTD-1006 garden chair. The chairs are crafte...

An iconic and refined set of five labeled "White Klismos" dining chairs by Michael Taylor Designs comprising of two host armchairs and three side chairs. The chairs are constructed f...

Set of 4 T.H. Robsjohn-Gibbings Klismos chairs with sculptural walnut frames, double stretcher bases and newly upholstered.

Stunning set of 8 vintage klismos chairs in a red multiple tone fabric. The klismos chair is an iconic ancient Greek chair design featuring four out-curved, saber-style legs and a ...

Set of 4 Klismos Style Solid Walnut Dining Chairs. The chairs have cushioned seats, original fabric with a decorative carved pattern to the top sides of the chairs.

This magnificent set of dining chairs is shipped as professionally photographed and described in the listing narrative: Meticulously professionally restored, newly upholstered and co...

A set of six vintage Neoclassical style ebonized klismos chairs with graphic black and white cut chenille seat cushions.

Klismos walnut wood customizable dining chairs Italian production, wine red velvet upholstery capitonnè ( with buttons). Other colors and upholstery are available. Italian artisanal ...

The rarest of the rare: An exceptional, meticulously restored set of ten (10) cane back Klismos dining chairs by Baker Furniture, circa 1958. A set of this magnitude is the Collector...