Cẩn trọng trong giao dịch khi giá vàng có nhiều biến động

Minh Hà 22:18 16/03/2020

(Baothanhhoa.vn) - Thời gian gần đây, giá vàng trên thị trường tăng cao, thường xuyên dao động ở mức 4,6 - 4,9 triệu đồng/chỉ, nên nhiều người dân mang vàng đi bán. Số lượng người dân đi bán vàng tăng gấp 2 - 5 lần so với những tháng trước.

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