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Sắp xếp phân đoạn - quicksort
•Ý tưởng
Cho một dãy, chọn một phần tử ở giữa, chia đoạn
thành 2 phần
Chuyển các phần tử nhỏ, hoặc bằng đến trước, các
Sẽ được nửa đầu bé hơn nửa sau
Lặp lại việc chuyển đổi cho các phần tử nửa đầu, và
nửa sau đến lúc số phần tử là 1
3