Commerce
June 27, 2023
Experts offer insight as to whether corrections are here to stay or simply temporary, with future rebounds to come. Image courtesy of Valentino
By Amirah Keaton
The personal luxury goods market is projected to grow by 5 to 12 percent in 2023, according to global consulting firm Bain & Company's latest study.
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","iv":"a144b35b1a074327da88bb6b76bcd021","s":"4c0000dcbf6e6489"}
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