Research
February 3, 2014
By Sarah Jones
Luxury consumption will grow organically over the next 10 years with overall spending growing from approximately $985.5 billion today to almost $1.2 trillion in 2020, according to a new report.
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","iv":"b51812db05af5ca3b38096e0cfac1da0","s":"ce45b4fef1dd39d5"}
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