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":"38093c9e44f74943acf0f8979c4956c5","s":"a6c7543125271b8e"}