Fragrance and personal care
November 9, 2022
Two-way conversations could be the key to keeping interest alive amid beauty's current boom. Image credit: WGSN
By Amirah Keaton
Peak market saturation for celebrity skincare brands seems to have arrived.
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","iv":"e63fbaf5c0d6241184c36690c6b5eddf","s":"0c3c03d5bb7cc24d"}
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