Ủy ban châu Âu tiến hành điều tra nền tảng thương mại điện tử Temu
Ủy ban châu Âu cho biết cuộc điều tra sẽ xem xét các hệ thống quản lý bán hàng của Temu và cách thức đề xuất sản phẩm cho người tiêu dùng.
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