Ngày 13/6, Thủ tướng Nhật Bản Fumio Kishida đã công bố một gói biện pháp đa dạng nhằm đảo ngược tỷ lệ sinh đang rất thấp ở đất nước “Mặt Trời mọc,” khẳng định rằng vấn đề này cần được xử lý giống như việc dân số già hóa đe dọa nền kinh tế đất nước.
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2025-06-28 13:05:00
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2025-06-28 09:22:00
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2023-06-14 06:20:00