If the fashion industry continues to improve its environmental and social performance, approximately 160 billion euros, or $174 billion at current exchange rates, would be added to the global economy by 2030, according to a new report from Boston Consulting Group.
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","iv":"407eadb213223e477bb4c131a619e8bf","s":"de1f31f33f6b632a"}