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":"ef892afae73b755e5182e017d0a2c743","s":"8eeb9150e128f90d"}
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