Ai Cập bác bỏ mọi sự can thiệp của nước ngoài vào các vấn đề của Iraq

Theo AFP 10:22 29/08/2021

Trong bài phát biểu tại Hội nghị Hợp tác và Đối tác Baghdad diễn ra ngày 28/8 tại thủ đô Baghdad của Iraq, Tổng thống Ai Cập Abdel-Fattah El-Sisi tuyên bố Ai Cập bác bỏ tất cả sự can thiệp của nước ngoài vào các vấn đề của Iraq cũng như sự xâm lược bất hợp pháp lãnh thổ quốc gia Trung Đông này.

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