June 1, 2023
Global management consulting firm Kearney is out with the 2023 Circular Fashion Index (CFX) study. Of the 200 global fashion names analyzed, the third-edition exercise measuring the global fashion industry’s progress in extending the life cycle of its products and materials has found that this year’s average CFX score sits at 2.97 out of 10 possible points – luxury-specific brands score 2.99.
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”,”iv”:”6c29484da9865d3ec06ab5a16732b119″,”s”:”6feccd59fe506da7″}