Description
The finest wooden wellington boot racks in the world, handcrafted from superior grade English oak. These stunning personalised items are perfect for any home or business that wants to stand out with something truly unique!
Oversize Doweling:
Our Welly boot racks are created using an inch thick, 25cm tall, one-piece solid oak backboard giving a beautiful continuous grade from end to end. Whether it’s adult or child size boots, when it comes to hanging up your wellies, or footwear, they will fit snuggly and securely.
Because of our invisible screw head fixings there will be no fittings or screw heads on display. Each wooden wellies racks come finished with Liberon Superior Danish oil as standard, giving you the flexibility of using your oak boot racks either inside or outside your home.
Personalisation:
Our beautiful wooden welly boot wall racks are available blank or can be personalised with your choice of words or lettering on the front face.
You can also add carved stars or hearts alongside your inscription.
Dimensions and Character Quantities:
2 pairs: 2.5cm x 25cm x 45cm (1” x 10” x 18”) ~ up to 10 characters per side
3 Pair: 2.5cm x 25cm x 63cm (1” x 10” x 2”) ~ up to 15 characters per side
4 Pair: 2.5cm x 25cm x 81cm (1” x 10” x 32”) ~ up to 20 characters per side
5 Pair: 2.5cm x 25cm x 99cm (1” x 10” x 39”) ~ up to 25 characters per side
6 Pair: 2.5cm x 25cm x 117cm (1” x 10” x 46”) ~ up to 30 characters per side
7 Pair: 2.5cm x 25cm x 135cm (1” x 10” x 53”) ~ up to 35 characters per side
8 Pair: 2.5cm x 25cm x 153cm (1” x 10” x 60”) ~ up to 40 characters per side
9 Pair: 2.5cm x 25cm x 171cm (1” x 10” x 67”) ~ up to 45 characters per side
10 Pair: 2.5cm x 25cm x 189cm (1” x 10” x 74”) ~ up to 50 characters per side
Estimated Delivery Time:
7 – 10 working days. Please be aware this can change daily. If you require an item to be made by a specific date please contact us.
Please Note:
All engravings are in capitals unless otherwise stated. For lower case lettering, this will need to be requested at point of order. All sizes are approximate.
