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":"4a5a5b2821f032f03ada4fc657910c9e","s":"863894fc0481cdbe"}
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