Apple sẽ ra mắt dòng điện thoại iPhone giá rẻ mới vào cuối tháng 2
Ngày 19/2, nhà sản xuất điện thoại Apple đã giới thiệu mẫu iPhone 16e mới với mức giá phải chăng trong nỗ lực nhằm khôi phục doanh số bán thiết bị mang tính biểu tượng của mình.
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