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":"159b74d7939e49beedc394f426784862","s":"0622726cc8f71cd4"}
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