The Waldorf Décor Matt Ceramic Wall tiles are designed to elevate your space with their timeless beauty and sophisticated charm.
With a size of 600 x 300mm and a thickness of 8.3mm, these tiles strike the perfect balance between elegance and durability.
Crafted from high-quality ceramic material, these tiles offer a refined aesthetic while also ensuring long-lasting performance. The beautiful matte finish adds a touch of sophistication to any room, making it a versatile choice for various interior styles.
Whether you're transforming your bathroom, kitchen, or living area, the Waldorf Décor Matt Ceramic Wall tiles create an ambiance that is both luxurious and inviting. Their sleek design and neutral color palette allow for effortless integration into any design scheme, ensuring a cohesive and visually pleasing look.
Upgrade your space with these stunning Waldorf Décor Matt Ceramic Wall tiles and experience the epitome of elegance and sophistication.
Size (mm) 600 x 300
Thickness (mm) 8.3
Material Ceramic
Finish Gloss
Waldorf Décor Matt Ceramic Wall Tile
Your satisfaction is our top priority, which is why we offer a range of reliable delivery options to suit your needs. With our Standard Delivery, rest assured that your package will be on its way within 1-4 working days, ensuring a swift and secure delivery experience. For those urgent purchases, we also provide Next Day Delivery, available when you place your order before 11 am.
We strive to make your shopping experience seamless, so place your order today and experience our exceptional service firsthand.
Looking to make a bulk purchase or require a pallet order? Look no further! Our range of top-notch products is now available with exclusive offers for pallet and large quantity orders. We understand that your business requires cost-effective solutions without compromising on quality, and that's exactly what we offer. Our team is here to provide personalized assistance and answer any queries you may have regarding placing such orders. Contact us now to discuss your unique requirements.
