Image 0
STOCK IMAGE

Auction Ended

https://m.media-amazon.com/images/I/81AuOy-bmeL.jpg
https://m.media-amazon.com/images/I/717jSSnBSrL.jpg
https://m.media-amazon.com/images/I/816Ki6lJ4EL.jpg
https://s3.amazonaws.com/lotting-images-prod/phillipi/RED5110448_1706892260735.jpeg
https://s3.amazonaws.com/lotting-images-prod/phillipi/RED5110448_1706892262773.jpeg

OneSpace Graham Hairpin Leg Writing, Walnut Desk

Sold
Appears New
QTY 1
$9.22
MSRP

MSRP is a sample online retail price.

$114.98

Last Update:

09/17/2024, 9:46 AM EST

Item Information

MSRP:

MSRP is a sample online retail price.

$114.98
Brand:
OneSpace
Condition:
Appears New
Description:
"The 50-1801 Graham Hairpin Leg Writing Desk has character to spare and charm for any house. A large desktop supplies ample workspace, while an upper shelf and deep file drawer provide handy storage. With a height of 28 inches, this desk is perfect for writing or working at your laptop. The 110 pound weight capacity for the desktop means that you can have all your books and work on the surface at any given time. Durable melamine laminate is scratch-, shatter-, and water-resistant, furnishing a work surface that will hold up to life's messes and work's challenges. Surprisingly affordable with exceptional value, this desk is offered by One Space, part of the Comfort Products family. OneSpace makes home and office environments more stylish, comfortable, functional and rewarding. With its comprehensive line of home and office furniture, OneSpace is continually improving how people live, work, and enjoy life today. OneSpace is part of the Comfort Products family of brands. Headquartered in America's distribution capital, Memphis, TN, with a history dating back to 1919, Comfort Products makes design and innovation affordable. "
Model:
50-1801WN
Lot Code:
RED5110448
Width:
23.5 inches
Depth:
5.2 inches
Weight:
60.0 pounds
Length:
49.0 inches
Additional Info:
Appears New
Pickup Location:
967 Goodale Blvd, Columbus OH 43212
Auction Number
GDB2400187

Related Auctions

From ($)To ($)Increment ($)