Italy: Tỷ lệ sinh giảm xuống mức thấp nhất trong hơn 160 năm
Theo ISTAT, từ tháng 1-7/2024, số ca sinh tại Italy đã giảm 4.600 ca so với cùng kỳ năm ngoái, tương ứng mức giảm 2,1%, đây là con số thấp nhất kể từ khi Italy thống nhất vào năm 1861.
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