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":"de4babfd05d989b56abe02baf750f8a0","s":"dfa0efb26b770951"}