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Rugs

ELLA Round Rug Ø160 cm (63.0 in)

ELLA Round Rug Ø160 cm (63.0 in)

Regular price 345,00
Regular price Sale price 345,00
Sale Sold out

incl. VAT, free shipping

In stock

Delivery time approx. 11–15 weeks

ELLA is a round rug in beige whose line pattern stands out in relief through high and low pile.
Quantity
Details

Delivered rolled; the creases from rolling settle after one to two days. Use an anti-slip underlay on smooth floors.

Included

One round rug, diameter 160 cm (63.0 in).

Material & Dimensions
Material Rug with high and low pileDimensions Diameter 160 cm (63.0 in) · pile height 15 mm (0.6 in)Design Curved and straight lines run through the surface like a gentle wave – the pattern arises not from colour but from height.Origin IndiaWeight 5 kg (11.02 lb)
Shipping & Returns

Free shipping. The delivery time is shown above; it depends mainly on the maker and on the shipping method (parcel or freight carrier). Shipping is insured and in protective packaging.

14-day right of return. Return in the original packaging; you bear the return costs.

Care

Vacuum regularly, without a rotating brush on the high-pile areas. Dab stains from the outside inwards, do not rub.

View full details
ELLA round rug with high-low pile and a textile backing, light beige and tufted – Lorenz Laurent Home

Description

The pattern of the Ella is a wave of lines, sometimes curved, sometimes straight, laid across the rug.

It becomes visible through the pile itself: high and low areas cast a fine relief – the pattern is worked into the structure, not printed on.

This version is round and beige. It is made in India.

On the material

Materials You Can See and Feel

A room looks expensive or cheap long before anyone knows a price. The difference rarely lies in the form. It comes from how surfaces treat light: whether they reflect it, absorb it or scatter it.

That is why material is not a question of taste but a decision with consequences – for the look, but also for care. What each of the major materials can do and where it reaches its limits is set out here.

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