RAK Ceramics · Countertop Basins

RAK Ceramics Jessica Counter Top Basin with 1 Tap Hole and No Overflow | White | 530mm x 435mm x 225mm

Model Number: OC37AAWHA Introducing the RAK Jessica 530mm x 435mm x 225mm Counter Top Basin, an exquisite blend of contemporary design and practical functionality. This stunning inset basin is perfect for modern bathrooms, providing a sleek and stylish solution that enhances any space. Crafted from high-quality ceramic with a glossy finish, the basin's round shape adds a touch of elegance, making it a standout feature in your bathroom. The RAK Jessica basin is designed with convenience in mind. It features a single tap hole, allowing you to effortlessly install a mono basin mixer tap of your choice, creating a cohesive look that suits your personal style. The basin’s innovative design omits an overflow, promoting a clean and streamlined aesthetic while providing ample space for daily use. With dimensions of 530mm in width, 435mm in depth, and 225mm in height, this basin is perfectly proportioned for a variety of countertop installations. Additionally, it is compatible with unslotted waste, giving you flexibility in your plumbing choices. RAK Ceramics guarantees the quality of the Jessica range with a 25-year guarantee, reflecting their commitment to excellence and durability. This basin not only enhances your bathroom’s appearance but also stands the test of time, making it a wise investment for homeowners, designers, and contractors alike. Key Features: Dimensions: 530mm x 435mm x 225mm for versatile installation Single tap hole for easy integration with mono basin mixer taps Round shape with a modern glossy ceramic finish Inset basin design for seamless countertop installation No overflow, providing a clean and sophisticated look 25-year guarantee for peace of mind on quality and durability Product Notes: Basin tap and waste sold separately unless specified. | RAK Ceramics Jessica Counter Top Basin with 1 Tap Hole and No Overflow | White | 530mm x 435mm x 225mm

90-day range £∞–-£∞ · average £NaN