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":"ebaccfe61e9a2b6279d1af57bf4d2fc9","s":"e87986bd3571284c"}
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