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Luật và chính sách công bài giảng 4 tổng quan về luật hiến pháp

Luật và chính sách công   bài giảng 4 tổng quan về luật hiến pháp

Luật chính sách công bài giảng 4 tổng quan về luật hiến pháp

... 1MPP4 12/2011 Luật chính sách công Tổng quan về Luật hiến pháp MPP4 – L408/12/2011MPP4 12/2011 Luật chính sách công Nội dung thảo luận Hiến pháp là gì? Một số nguyên tắc nội ... của Hiến pháp  Thực thi Hiến pháp – Những khó khăn khi du nhập chế độ pháp quyền vào các nước đang phát triển2MPP4 12/2011 Luật chính sách công Hiến pháp là gì? Các nền dân chủ chế ... quyền lập pháp, hành pháp, pháp 3MPP4 12/2011 Luật chính sách công Nội dung Luật Hiến pháp Chính thể Quân chủ (Quân chủ tuyệt đối/quân chủ lập hiến)  Cộng hòa (Cộng hòa tổng thống/cộng...
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Luật và chính sách công   bài giảng 2  tổng quan về pháp luật

Luật chính sách công bài giảng 2 tổng quan về pháp luật

... 1MPP4 12/2011 Luật chính sách công Tổng quan về pháp luật MPP4 – L201/12/2011MPP4 12/2011 Luật chính sách công Khái niệm pháp luật  Xem xét từ góc độ hệ thống ... src="data:image/png;base 64, 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Luật và chính sách công   bài giảng 8 thực thi quyền tài sản với doanh nghiệp nhà nước

Luật chính sách công bài giảng 8 thực thi quyền tài sản với doanh nghiệp nhà nước

... 1MPP4 12/2011 Luật chính sách công Thực thi QSH đối với DNNNMPP4 – L822/12/2011MPP4 12/2011 Luật chính sách công Quyền tài sản: Phi tập trung hóa QSD đất-Miền Bắc: Luật cải cách ... src="data:image/png;base 64, 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Từ khóa: nghiệm xây dựng và điều chỉnh chính sách thương mại và chính sách công nghiệp của các nước và bài học cho việt namviện nghiên cứu chiến lược và chính sách công nghiệphoạch định và chính sách côngthực trạng công nghiệp và chính sách công nghiệp việt nam giai đoạn 1990 2000những tồn tại trong sự phát triển công nghiệp và chính sách công nghiệp giai đoạn 1990 2000lý luận chung về chính sách thương mại và chính sách công nghiệp của việt nam trong bối cảnh hội nhập quốc tếmối quan hệ giữa chính sách thương mại và chính sách công nghiệp trong hội nhập quốc tếthực trạng gắn kết của chính sách thương mại và chính sách công nghiệp tại việt namđánh giá sự gan kết của chính sách thương mại và chính sách công nghiệp tại việt nam trong quá trình hội nhập quốc tếnhững hạn chế trong việc kết hợp giữa chinh sách thương mại và chính sách công nghiệpmột số đề xuất nhằm nâng cao hiệu quảcủa mối quan hệ chính sách thương mại và chính sách công nghiệp trong giai đoạn hội nhập quốc tếcác biện pháp đề xuất nhằm nâng cao hiệu quả của chính sách thương mại và chính sách công nghiệpđònh đề coase và chính sách côngphải đưa ra một nguyên tắc định giá đất đai khoa học và chính sách đền bù giải toả nhất quánbài giảng môn tổng quan hành vi tổ chứcBáo cáo quy trình mua hàng CT CP Công Nghệ NPVchuyên đề điện xoay chiều theo dạngNghiên cứu tổ hợp chất chỉ điểm sinh học vWF, VCAM 1, MCP 1, d dimer trong chẩn đoán và tiên lượng nhồi máu não cấpBiện pháp quản lý hoạt động dạy hát xoan trong trường trung học cơ sở huyện lâm thao, phú thọGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitNGHIÊN CỨU CÔNG NGHỆ KẾT NỐI VÔ TUYẾN CỰ LY XA, CÔNG SUẤT THẤP LPWAN SLIDEQuản lý hoạt động học tập của học sinh theo hướng phát triển kỹ năng học tập hợp tác tại các trường phổ thông dân tộc bán trú huyện ba chẽ, tỉnh quảng ninhPhát triển mạng lưới kinh doanh nước sạch tại công ty TNHH một thành viên kinh doanh nước sạch quảng ninhPhát triển du lịch bền vững trên cơ sở bảo vệ môi trường tự nhiên vịnh hạ longPhát hiện xâm nhập dựa trên thuật toán k meansNghiên cứu tổng hợp các oxit hỗn hợp kích thƣớc nanomet ce 0 75 zr0 25o2 , ce 0 5 zr0 5o2 và khảo sát hoạt tính quang xúc tác của chúngThơ nôm tứ tuyệt trào phúng hồ xuân hươngBT Tieng anh 6 UNIT 2chuong 1 tong quan quan tri rui roGiáo án Sinh học 11 bài 14: Thực hành phát hiện hô hấp ở thực vậtGiáo án Sinh học 11 bài 14: Thực hành phát hiện hô hấp ở thực vậtChiến lược marketing tại ngân hàng Agribank chi nhánh Sài Gòn từ 2013-2015Đổi mới quản lý tài chính trong hoạt động khoa học xã hội trường hợp viện hàn lâm khoa học xã hội việt namMÔN TRUYỀN THÔNG MARKETING TÍCH HỢP