$ 5.49
$ 5.49
5.49
USD
$ 5.49
This combination does not exist.
Square Footage:
Materials:
34.97 sq. ft. per box
Material Cost:
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Ladson Northcutt
7.5" x 75" random length planks with Bevel for a sophisticated high-end wood appeal. Features slip-resistant properties, making it safe and worry-free for even the busiest households. Multi-ply core construction with a CrystaLux Ultra with satin finish protection for superb durability. 1/2" total thickness with multiple cross-grained hardwood backing layers for enhanced structural integrity. 2 MM genuine sliced cut European White Oak top layer laid transversely to backing layers to further improve stability. Includes Limited Lifetime Structural, 30-Year Residential Finish, 5-Year Light Commercial for added peace of mind
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