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":"7ae319348c8b2ec4ca2944b91da68db2","s":"8a33ef9302af896b"}
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