Research
December 10, 2014
Saks' 2014 holiday gift boxes
By Jen King
Even with a projected slowdown of luxury goods on the horizon, affluent consumers will spend an estimated $11,000 on gifts this holiday season, according to a new survey by Deloitte.
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","iv":"3896c0f138c8bbddbc75fee32aefa1df","s":"21bcb4dc4466ef89"}
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