Newport

The Newport derives its name from the summer playground of America‘s early millionaires. Newport is top-notch, high quality - the best. It is also one of the most comfortable rockers you will find. The Barlow Tyrie Newport Collection rocks away your cares in timeless style. Browse this collection for classic rocking chairs crafted from real teak wood to elevate any space.

An American Invention That Rocks
Sometime in the late 1700s, some innovative North American translated the arced slats that made baby cradles rock into a rocking chair for grown-ups. More than 300 years later, that gentle motion is a staple on porches, patios, decks and verandas. The Barlow Tyrie Newport Collection offers a modern interpretation of the rocking chair with clean lines and lasting style in durable teak wood. Whether you prefer it on its own, outfitted with Barlow Tyrie outdoor furniture cushions or paired with tables and ottomans from other Barlow Tyrie collections, a Newport rocker adds charm and comfort to any indoor or outdoor space.

A British Maven of Craftsmanship
The Barlow Tyrie brand is synonymous with high-quality outdoor furniture. Founded by World War I veterans in England, this company has spent over a century honing its craftsmanship on superior materials like plantation-grown teak wood and 316 marine-grade stainless steel. Choose Barlow Tyrie for the enduring look of classic furniture styles updated with modern design aesthetics for season after season of casual luxury.

A Locally Owned Business With Global Reach
Didriks brings a world of possibilities to your home. From a locally owned business with a global reach, these selections bring all your favorite international brands into a seamless one-stop shopping experience. Find luminous Swedish glassware from Kosta Boda, elegant French porcelain bakeware from Pillivuyt, sumptuous Belgian linens from Libeco Home, impressive Japanese cutlery from Miyabi and more in one place with free shipping on all qualifying orders. Fill your home with casual luxury and the unmatched value of Didriks.