Nhật Bản có thể cấm các cửa hàng cung cấp túi nylon miễn phí

10:12 04/06/2019

(Baothanhhoa.vn) - Bộ Môi trường dự kiến sẽ hợp tác với các cơ quan khác của Chính phủ và bộ ngành liên quan để soạn thảo nội dung chi tiết cho lệnh cấm này.

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