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":"0df6e96086b06fc12c75c79e047a77de","s":"398b8c9512cb9401"}
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