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":"ea1526bf05d356538ccef787645a7ee3","s":"096dfff7498ac603"}
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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.