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 Bya Luxury Daily columnistOn In Apparel and accessories,Featured,Industry sectors | No 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","iv":"271c012d15ac8bb62e0714d91676f168","s":"c6cde55fadde8768"}