Watches and jewelry
October 28, 2023
Hermès in January launched the Two-Tone H08 watch in titanium and rose gold, pricing the range of four models from $5,500 to $16,000. Image credit: Hermès
By Staff reports
The luxury watch market size is estimated to grow at a compound annual growth rate (CAGR) of 1.61 percent between 2022 and 2027, or an increase of $2.91 billion.
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","iv":"99d3a4b8c53915d2620e0b78067e341d","s":"48fbac652af32f17"}
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