Wood grain finishes are a popular choice for many design projects, offering a natural look that enhances the aesthetic of any space. At Ultima, we provide a variety of laminated wood finish options that showcase the beauty of wood in a durable and practical format. Our wood grain sheets and boards are designed to mimic the appearance of real wood, making them ideal for furniture, cabinetry, and interior décor.
When choosing types of laminated wood, consider the different patterns and textures available. Each type can bring a unique character to your project, whether you prefer the classic look of oak or the modern appeal of a sleek walnut finish. Ultima’s selection caters to diverse tastes, ensuring you can find the perfect match for your design vision.
Our vinyl wood grain veneer is another excellent option for those seeking versatility and ease of application. This material not only looks stunning but is also resistant to wear and tear, making it suitable for high-traffic areas. With our wood grain laminate, you can achieve the elegance of hardwood without the maintenance typically required for solid wood.
Incorporating laminated wood into your designs can transform a space, offering both style and functionality. Whether you are refurbishing a home or designing a commercial environment, Ultima’s wood grain products provide a reliable and attractive solution that enhances any project. Discover the possibilities today and bring your ideas to life with our extensive range of laminated wood options.
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AM Cherry CC
$ 2Original price was: $ 2.$ 1Current price is: $ 1. -
Rock Maple QC
$ 2Original price was: $ 2.$ 1Current price is: $ 1. -
Sapele CC
$ 2Original price was: $ 2.$ 1Current price is: $ 1. -
Sapele QC
$ 2Original price was: $ 2.$ 1Current price is: $ 1. -
Southern Blue Gum
$ 2Original price was: $ 2.$ 1Current price is: $ 1. -
Teak QC
$ 2Original price was: $ 2.$ 1Current price is: $ 1. -
Vic Ash QC
$ 2Original price was: $ 2.$ 1Current price is: $ 1. -
Wormy Chestnut
$ 2Original price was: $ 2.$ 1Current price is: $ 1.