Despite changes in technology, consumer habits and marketing, customer service still remains the consistent business driver in the luxury industry, according to Ira Neimark, former CEO of New York-based department store Bergdorf Goodman.
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","iv":"97a43ccdd6d84efbf7834ab0f9a6ce5b","s":"c15bf18f4f6a10e4"}