Item No. 100377615
Final Sale

Weekday Bench Cushion

Price reduced from C$ 220.00 to C$ 110.00 50% off
Item No. 100377615
Final Sale

Weekday Bench Cushion

Price reduced from C$ 220.00 to C$ 110.00 50% off
Add extra comfort to the Weekday Bench with the lightly padded Weekday Cushion. This pad is specially designed to fit the different bench sizes. More Details
Cream
Dark Blue
Olive
Only 3 left
In Stock
Manufacturer SKU:
Weekday Bench Cushion
Price reduced from C$ 220.00 to C$ 110.00 50% off

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Price reduced from C$ 815.00 to C$ 570.50 30% off

Item Number:100377515

In Stock

Details
Add extra comfort to the Weekday Bench with the lightly padded Weekday Cushion. This pad is specially designed to fit the different bench sizes. It attaches via black elastic straps with buttons that fasten under the seat to keep the cushion securely in place.
  • Designed for the Weekday Bench.
  • Durable Teflon-coated fabric is water repellent.
  • Fabric is UV- and fade-resistant with good color fastness.
Brand
HAY
Collection
Weekday Collection
General Dimensions
  • 1" H 75" W 12½" D
Assembly
Comes fully assembled
Warranty

Every HAY product is backed with a warranty. From design to manufacturing, delivery to service, HAY is committed to quality.

For other brands offered, contact us for warranty details.

Item No.
100377615

Large

  • Height (in): 1
  • Width (in): 75
  • Depth (in): 12½

Medium

  • Height (in): 1
  • Width (in): 55
  • Depth (in): 9

Small

  • Height (in): 1
  • Width (in): 43¾
  • Depth (in): 9
  • Solution-dyed olefin fabric with Teflon coating
  • Foam padding
  • Black elastic straps with plastic buttons

Shipping Options

  • Ships via FedEx

Return Options

Reviews

Hannes & Fritz

Hannes & Fritz is a design collaboration between Swiss designers Johannes Breuer and Fritz Gräber, who met at ECAL in Lausanne, Switzerland. What started as a friendship developed into a spontaneous design collaboration and resulted in their successful partnership that balances Fritz’s dynamic, expressive design language with Hannes’ linear approach.

More on Hannes & Fritz