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":"31f6b68b8b2b633ce3292e1261bde4ea","s":"850256b3d1536324"}
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