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":"064a2d8053c3d83cca392bb3eccea21f","s":"f90b8f6fba2962b9"}