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":"a0080112a64b6fc3fa48b74eb1f659c7","s":"10bf13539c9095e0"}
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