Government
October 27, 2020
As America gears up for its November election results, Jing Daily looks at the impact a Trump vote would have on the luxury industry. Image credit: Shutterstock
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","iv":"38934f8a3542b0a0a0c323c9820b9107","s":"e7d5658c6aff6700"}
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It would be a better article if you compared each candidates win in relation to what it would mean to luxury goods category rather than solely what a Trump win means to luxury goods.