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":"0f6f4c98cae6496c5d44b1ede3ad235d","s":"ebafb4686ec8b006"}
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