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Billionaire's comments can't take the shine off predictions for the cryptocurrency

Fintech Correspondent

Bitcoin is now less likely to fall below $10,000 than it was earlier this week, despite a move by Tesla boss Elon Musk to stop accepting the cryptocurrency as payment for the company's products.

Bitcoin’s chances of sinking below $10,000 by the end of 2021 were at 21% as of 10:30am BST on 13 May, according to an analysis of betting odds from online trader Unikrn by 

Odds on bitcoin tanking to $10k lessen, despite Tesla block

Chances of bitcoin falling to $10k lessen, despite Tesla U-turn

Emily Nicolle

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Global Markets Rise After U.S. and EU Reach Deal

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