How to come up with a title that somehow references Autophilia, Min/Max, and Non-Consecutive constraints all at once? I tried, I really tried. In the end I settled for something that might remind you of Autophilia and Min/Max, and I just hope you remember Non-Consecutive on your own.
Rules:
Normal Sudoku rules apply.
Autophilia: In each box, numbered left to right, top to bottom, the box number appears in the row or column of its value. e.g. In box 1, the digit 1 appears in row 1 and/or column 1, and so on.
Non-Consecutive: Orthogonally-adjacent cells contain non-consecutive digits. In other words: digits in cells sharing an edge differ by at least two.
Min/Max: Colored cells contain digits which are greater than (red, arrowheads pointing out) or less than (pink, arrowheads pointing in) the digits in the three or four uncolored cells with which they share an edge.
Estimated difficulty: 2 out of 5
Solve on SudokuPad