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":"85f6d8d4aab697399b4ef19abe9e2194","s":"a7483ea925ec1030"}