Apparel and accessories
January 20, 2023
Macroeconomic uncertainty is shifting the way luxury seekers are navigating the circular economy, according to The RealReal. Image credit: The RealReal
By Amirah Keaton
Luxury resale platform The RealReal is forecasting a quieter future for ultraluxury in 2023, as prices for Hermès, Chanel, Gucci and Louis Vuitton – brands that have garnered more than 70 percent above MSRP since 2020 – are down 5 percent on the platform.
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","iv":"69511b8dc0018893246021e1efc1ad60","s":"a63c5c68474d5848"}
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