Đồng chí Trưởng Ban Tuyên giáo Tỉnh ủy Nguyễn Văn Phát dự khai giảng Trường THPT Yên Định 1

Lê Hà 11:32 05/09/2018

(Baothanhhoa.vn) - Sáng 5-9, tại huyện Yên Định, đồng chí Nguyễn Văn Phát, Ủy viên Ban Thường vụ, Trưởng Ban Tuyên giáo Tỉnh ủy, đại diện lãnh đạo Sở Giáo dục và Đào tạo, Ngân hàng Sacombank chi nhánh Thanh Hóa, lãnh đạo huyện Yên Định đã dự lễ khai giảng tại trường THPT Yên Định 1.

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