Retail
June 28, 2016
Affluent shoppers
By Forrest Cardamenis
The difference between the most optimistic and most pessimistic scenarios for retail through 2030 is $5.5 trillion, according to A.T. Kearney.
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","iv":"482f54a6e57cc9c5fc6f33a92deb0268","s":"fce2b340120dcb25"}
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