Bí quyết để dân mê xê dịch bớt đau đầu giữa “bão giá” mùa cao điểm

NL 14:26 17/06/2022

(Baothanhhoa.vn) - Với các tín đồ du lịch, chi phí vé máy bay luôn là “bài toán” đau đầu cho mỗi chuyến đi. Vì vậy sự xuất hiện của những chiếc thẻ bay trả trước được ví như “bảo bối” quyền năng giúp tiết kiệm chi phí, mang nhiều quyền lợi cho người dùng, trở thành giải pháp tối ưu cho những chuyến du lịch.

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