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 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":"f6ef44b5bad9aca2f0eb11b07b0cb84e","s":"14255fb8c0b8737e"}