Ông Bernie Sanders giành chiến thắng quan trọng tại bang California

(Vietnam+) 14:29 04/03/2020

Thượng nghị sỹ bang Vermont Bernie Sanders đã giành chiến thắng tại bang California trong ngày bầu cử “Siêu thứ Ba” ngày 3/3 tại Mỹ. Đây là chiến thắng vô cùng quan trọng đối với ông Sanders để có thể rút ngắn khoảng cách với cựu Phó Tổng thống Joe Biden, người đã giành chiến thắng liên tiếp tại 8 bang trước đó, gồm Virginia, Alabama, Oklahoma, Tennessee, Minnesota, Arkansas, Bắc Carolina và Massachusetts. Trong khi đó ông Sanders mới giành chiến thắng tại 3 bang, gồm Vermont, Colorado và Utah.

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