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”:”3d1418200845cf45a0058b9c88cd8daa”,”s”:”bb4e98b81f21f350″}