Rubber Flooring Roll 10mm - 2 Colours | Winter Sports Collection

£489.00

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Color: Ice Noir

Rubber Flooring Roll 10mm - 2 Colours | Winter Sports Collection GYM FLOORING Gym Flooring Ice Noir

Rubber Flooring Roll 10mm - 2 Colours | Winter Sports Collection GYM FLOORING Gym Flooring Ice Blizzard

Product variants

Trusted By

Shippping

Our current lead times are:

Stock items - Next working day

Non-stock items - 5-7working days

For Pre-Order items we aim to dispatch these on the same day we receive the stock.

The website will be kept up to date with the current ETA

Shipping is FREE when you spend £250 or more across the store. Spend under £250 it is £39

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Description

Part of our Winter Collection, 10mm Rubber Roll (2 Colours) is a staple surface product for Ski Centres, Lodges and Winter Sports facilities.

Suitable for all Ski Boots and Ski Equipment, the non-slip, anti-fatigue rubber roll remains slip resistant and water repellant in areas with high levels of moisture while being comfortable underfoot.

See our Surfaces for Winter Sports.

AS INSTALLED IN

Sleek and contemporary, Ice Noir adds an element of spaciousness and complements all styles of interior with its clean, polished finish. Opt for Ice Blizzard for a touch of texture and hint of subtle colour.

Features

4 Year Warranty
Ultra Durable
Slip Resistant
Water Repellant
Suitable for Winter Sports Equipment & Footwear
Simple Maintenance

Specification

Roll Length: 10m

Width: 1.25m

m2 per roll: 12.5m2

Colour: Ice Noir (Black) and Ice Blizzard (Black/Light Grey Fleck)

Applications

Ski Resorts & Rentals
Locker Rooms
Walkways/Reception
Leisure Areas/Cafe
Ski Shops
Mountain & Base Stations

Fitting

Please click the link here for an easy guide to fitting our Rubber Rolls.

Sub-Floor

The sub-floor requires to be level, firm and dry.

Did You Know?

Flooring Calculator

Input the size of your space

Area Measurements (m)
Length:
Width:

**The number of Rolls is calculated by dividing the area of your room by the roll size (12.5m²), adding 7% waste, and rounding up to the nearest whole number**