Giảm hơn 1.400 đồng mỗi lít, giá xăng RON95-III lùi về ngưỡng 23.544 đồng
Cập nhật: 15:15 09/05/2024 GMT+7
Từ 15 giờ ngày 9/5, giá mặt hàng xăng E5 RON92 giảm 1.288 đồng/lít; xăng RON95-III giảm 1.411 đồng/lít; dầu diesel giảm 759 đồng/lít; dầu hỏa giảm 843 đồng/lít và dầu mazut giảm 160 đồng/kg.
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