Net 30 terms available
Hafele 642.90.919 Folding Fitting for Tables and Benches offers a practical solution for maximizing space in both residential and commercial environments. Constructed from durable galvanized steel, this fitting is specifically designed for use with 38 x 38 mm legs, ensuring a robust and stable installation. The innovative design allows table leaves to be securely held beneath the table when not in use, promoting a clean and organized appearance. When it’s time to extend your table, simply rotate the leaves up 180 degrees. The integrated hinges automatically lock the leaves into a horizontal position, providing a reliable and secure setup for dining or workspace needs. This folding fitting is engineered for relatively light-duty applications, with the flap depth not exceeding 8 inches-ensuring optimal performance without compromising on safety. Each set includes two fittings, making it easy to outfit your furniture efficiently. The sleek zinc-plated finish not only enhances durability but also complements a variety of design aesthetics. Whether you’re crafting a multifunctional dining area or a flexible workspace, the Hafele 642.90.919 Folding Fitting is an essential component for contemporary furniture solutions.
Folding Fitting for Tables and Benches
steel, galvanized, for 38 x 38 mm legs
Table leafs are held securely under table. Rotate leafs up (180°) and hinges automatically lock leafs into horizontal position. Flap hinge is designed for relatively flight duty applications. Flap should not exceed 8" in depth, please conduct your own test.
Area of application: For 38 x 38 mm legs (1 1/2" x 1 1/2")
Color/finish: Zinc plated, Galvanized
Installation reference: Table leafs are held securely under table. Rotate leafs up (180°) and hinges automatically lock leafs into horizontal position. Flap hinge is designed for relatively flight duty applications. Flap should not exceed 8" in depth, please conduct your own test.
Material: Steel
Supplied with: 2 fittings
Version: folding, with locking mechanism in closed and open condition