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":"4a25b69ef1a4471aa55ea020a5611178","s":"7a0c27d18de62e29"}
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