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THANKSGIVING SALE ● UP TO 25% OFF UNTIL 11/30/22
Advantage 402096118 Ace Wheat Diamond Wallpaper
Everyday Price: $29.00
On Sale For: $21.76 per 16.5 ft (5.03 m) Single Roll
This wallpaper is priced by the single roll. It is packaged as a double roll. A double roll = 2 single rolls. Order the total single roll quantity needed.
Minimum Order: $43.52
On Sale For: $21.76 per 16.5 ft (5.03 m) Single Roll
This wallpaper is priced by the single roll. It is packaged as a double roll. A double roll = 2 single rolls. Order the total single roll quantity needed.
Minimum Order: $43.52
Brand:Advantage Wallpaper
Mfg. Pattern #:402096118
Item #:WTG-228513
Additional Information
Product Type:
Wallpaper
Width:
20.9 in (53.09 cm)
Roll Length:
16.5 ft (5.03 m) Single Roll
Pattern Match:
Straight
Repeat Length:
2.9 in (7.37 cm)
Material:
Nonwoven
Adhesive:
Unpasted
Maintenance:
Washable
Removal:
Strippable
Explore the Ace Wheat Diamond Wallpaper - pattern number 402096118 - by Advantage Wallpaper from the Geo and Textures book. Wallpapers To Go is America's #1 wallcovering store and has been helping customers add beauty to their homes and businesses for 50 years. Save big during our Holiday Sale! Up to 25% off extended until December 24th.
Blend rich neutral hues and compelling pattern with this geometric wallpaper! A variegated backdrop of white and light grey is overlaid with a diamond motif featuring concentric and overlapping shapes in shades of taupe, grey, and brown. Textural, raised ink detailing and a brushing of glitter brings greater dimension to this design. Ace is an unpasted, non woven wallpaper.
Wondering about the coverage and cost of your project? Use our Border Trim and Wallpaper Calculator to get the approximate amount (area) of wallpaper, number of rolls, and optional trim, required for your project. Need more help deciding on a color pattern or deciding how much to order? We're here to help! Reach out to our knowledgeable and friendly associates any time for assistance and we would be happy to help you with even the most difficult issues.
