$ 2.59
$ 2.59
2.59
USD
$ 2.59
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Square Footage:
Materials:
19.02 sq. ft. per box
Material Cost:
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Prescott Brookline
7"x48" planks and 6.5MM total thickness, offered in 35 versatile colors to create your dream space. Built-in 20 MIL CrystaLux Ultra™, a protection layer that provides durability and longevity to protect against everyday wear. Backed by a lifetime limited residential, 20-year limited light commercial, and 15-year limited commercial warranty for added peace of mind. Our rigid core floors feature no acclimation technology that enables you to buy today and install convenience today. Waterproof luxury vinyl flooring features a patented click-lock installation system that is easy to install without the need for glue or nails and goes over most existing flooring.
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