Áp lực lạm phát không quá lớn

07:43 16/07/2018

Theo đánh giá của các chuyên gia, áp lực lạm phát trong năm nay không quá lớn và Việt Nam hoàn toàn có thể kiểm kiểm soát ở mức 3,6 - 4%.

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