Apparel and accessories
October 5, 2016
Ermenegildo Zegna, fall/winter 2016
By Jen King
With a market size of $570 billion and annual revenues of $333.4 billion, the menswear category is expected to grow at a constant rate of 2-3 percent a year, according to a new report by Fashionbi.
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","iv":"032689e6dd321d53f5028ce4f9c68bcd","s":"fb21922bee0bc424"}
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