The auctioning of Nike x Louis Vuitton sneaker for over $350,000 surprised us all. But such Added Luxury Value is vital. How can labels better estimate it? Image credit: Sotheby's
Is Virgil Abloh’s Nike x Louis Vuitton sneaker worth $352,800?
Posted By a Luxury Daily columnist On In Apparel and accessories,Featured,Industry sectors | No Comments
The auctioning of Nike x Louis Vuitton sneaker for over $350,000 surprised us all. But such Added Luxury Value is vital. How can labels better estimate it? Image credit: Sotheby's
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","iv":"7bb0a141018c7c362c33c160abfd374d","s":"a0a38cc0ed3d0855"}