Amid uncertainty, consequences of US election likely to ripple across luxury

Government

November 3, 2020

Former vice president Joe Biden is the Democratic challenger facing president Donald Trump. Image credit: Wikimedia

As a contentious election season dominated by the coronavirus pandemic comes to a close, the results — which may not be known for days or weeks — will have repercussions across the luxury and financial sectors in the United States and beyond.

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”,”iv”:”ffb6492154adb718c4b6c8d36148ae05″,”s”:”d3f4709b508d6a61″}