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":"546d1e97c7516d0ded6dfdbf34ac09af","s":"341efb52e27143bf"}
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