Wessex Smoked Oak Natural Check Cushion for 2.0m Bench

FREE 1-Man Delivery

This item is eligible for 1-Man Delivery. These deliveries are always FREE, with no hidden extras.

If you order before 1PM, we'll endeavour to send the order out the same day with the intention of it being delivered within 3 working days. For the avoidance of doubt, items ordered after 1PM on a Friday will be collected on Monday and delivered within 3 working days. In most instances we use DPD for these deliveries. They will allow you the flexibility to customise your delivery date once the item/s are in their possession.

If you order multiple items eligible for 1-Man delivery the entire order may transfer to our 2-Man service at our discretion. DPD are a courier and not a delivery company, hence they are only insured to deliver to the front door of your property and not to the room of your choice. For further information including delivery terms and conditions, please see our Delivery Information page here.

Dimensions: W: 195cm x D: 35cm x H: 10cm
Imperial: W: 6ft 5in x D: 1ft 2in x H: 0ft 4in

Cushion for 2m Bench in this Collection
100% Wool
Tufted Upholstery
3 Ties For Secure Fit
Hassle-Free Returns

More about our Wessex Smoked Oak Natural Check Cushion for 2.0m Bench...

When brunch is likely to last a few hours, keep your guests comfortable with our Wessex smoked oak natural check cushion. At 195cm, it fits like a dream onto a 2-metre dining bench.

It has a classic design of natural check that’s neutral enough to suit your dining room’s colour scheme, whether it’s bright and bold or statement grey. The tufted upholstery is made from 100% wool, so it’s soft and supportive. It has three useful ties that connect it to the bench in order to avoid any slips or slides.

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Wessex Smoked Oak Collection

Indulge yourself in a little bit of luxury. Our Wessex Smoked Oak Collection exudes class and style with its chunky oak frames, smooth rounded corners and unique appearance. The smoked colour of the wood is unlike any of our other collections, and this uniqueness ...