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":"efc7c535642717cfb0d3ac1113151ee5","s":"3a77e182bde29f5c"}
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