We use cookies to make your experience better. To comply with the EU GDPR e-Privacy directive, we need to ask for your consent to set cookies. Learn more.
0 Reviews
190mm x 14/2mm x 1900mm (50% Full Lengths) Golden Smoke Brush & UV Oiled Oak Rustic Engineered Wood Flooring
Product Code: FSOE1485
Was £35.99
Now £30.99 per m2 (inc.VAT)
(13.9% OFF)
(£89.50
per pack)
BULK PRICING (inc.VAT)
0 Reviews
PRICE YOUR ROOM BELOW
-
Width
190mm -
Thickness
14mm -
Wear Layer
3mm -
Finish
Brush & UV Oiled
- Product Info
- Description
Product Code
FSOE1485
Species
Oak
Width
190mm
Thickness
14mm
Wear Layer
3mm
Finish
Brush & UV Oiled
Grade
Rustic Grade
Installation
Tongue & Groove
Suitable for underfloor heating
If Fully Adhered
Bevelled Edges
Yes
Our Golden Smoke Brushed Oak UV Oiled engineered flooring has 190 mm wide boards with a thickness of 14 mm and a 2 mm wear layer and lengths of 1900mm. The pack will contain 50% full boards.
This floor can be installed as a floating floor or secured directly to the sub floor with no underlay. It has a tongue and groove fixing system. This is a natural product with a rustic grading, it will have knots and sapwood and will vary in colour.
This has been brushed and then finished with a UV Oil.
The sub floor must be flat, dry and free of debris. Manufacturer guidelines need to be followed at all times when installing your new floor.
We recommend that customers order a free sample, before purchasing, as photographs can only show a representation of the real product.
This floor can be installed as a floating floor or secured directly to the sub floor with no underlay. It has a tongue and groove fixing system. This is a natural product with a rustic grading, it will have knots and sapwood and will vary in colour.
This has been brushed and then finished with a UV Oil.
The sub floor must be flat, dry and free of debris. Manufacturer guidelines need to be followed at all times when installing your new floor.
We recommend that customers order a free sample, before purchasing, as photographs can only show a representation of the real product.