Description

Details:

The Reno TK Satin Anodized Aluminum hue takes center stage in Schluter RENO TK, showcasing its stunning appeal and top notch features. Crafted with precision, this tile edge protector offers a flawless transition from exquisite tile coverings to plush carpet in lower areas. Its standout attribute lies in the ingeniously engineered slope transition, ensuring a seamless shift between these two distinctive flooring materials. While it excels in safeguarding tile edges against wear and damage, it also bestows a sense of continuity and sophistication to spaces where tiles meet carpet. Schluter RENO TK opens up a world of possibilities for your interior design, effortlessly merging the luxurious realm of tile with the inviting comfort of carpet, and it's available in various other colors, including brushed nickel anodized and brushed stainless steel. Elevate your design vision to new heights with Schluter RENO TK in Reno TK Satin Anodized.

Features:

• Guards against tile edge damage
• Other colors available, including brushed nickel anodized and brushed stainless steel
• Commonly employed for crafting seamless transitions between tile and carpet, especially in areas with differing elevations
• Conceals and shields the carpet edge with a 1/4 inch (6 mm) wide channel beneath the sloped flange
• Complies with ADA accessibility guidelines
• In specific models, the anchoring leg offers a radius perforation option, allowing the profile to be shaped into graceful curves.

Applications:

• Ensuring a polished transition between tiled areas and carpet in residential homes.
• Creating seamless and ADA compliant flooring transitions in commercial spaces, such as hotels, offices, and retail stores.
• Protecting tile edges and concealing carpet edges in educational institutions like schools and universities.
• Enhancing the aesthetic appeal and safety of transitions in healthcare facilities, such as hospitals and clinics.
• Achieving elegant and curved transitions between tiles and carpet in various architectural designs and curved spaces.