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":"3240209077cf357a8a79c2dc1d936d8c","s":"60cf599db4f374f6"}