n Queens Problem Solving (8 <= n <= 1000) a) Queen number of settings in the designated text box to enter the Queen s Number, Note: Queen s number in between 8 and 1000 (including 8 and 1000) b) Solving <Solve> Click button to solve. c) the solution process displayed in the Total Collision marked the static text box will output the current Queen s chessboard the total number of conflicts. When the conflict reduced the number of 0:00, finished solving. d) The results showed that the procedure can solve the graphical display 8 <= n <= 50 to solve the results of the Queen. e) withdraw from the program, click <Exit> to withdraw from the program.

VisualQueen
...........\BoardDraw.h
...........\Queen.h
...........\Release
...........\res

...........\...\VisualQueen.rc2
...........\resource.h
...........\StdAfx.cpp
...........\StdAfx.h
...........\VisualQueen.clw
...........\VisualQueen.cpp
...........\VisualQueen.dsp
...........\VisualQueen.dsw
...........\VisualQueen.h
...........\VisualQueen.ncb
...........\VisualQueen.opt
...........\VisualQueen.rc
...........\VisualQueenDlg.cpp
...........\VisualQueenDlg.h
...........\VisualQueen程序说明.doc

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