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":"83e7694f9ca278dacb247cf35484a04d","s":"385d26aa6f38b273"}