Soduko Puzzles Free by rockcartwright

VIEWS: 41 PAGES: 5

									9       1                    2

    8           4            3

        3                    1

            3

7       5

    9   4                    8

            6

        9       7

4           2                5




                    1) Clear all to get a blank screen

                    2) Type in numbers

                    3) Initialize to fill in all possibilities

                    4) Overlaps are when a known number

                    5) Singles are where the only instance

                    6) If this does not solve the puzzle, you
                    and edit the cells manually, then go bac

                    Feel free to pass this on to others…
                                                                3

                           6




                           1                    5

                                                                9




                           5

                                                3

                           8                                    7




Clear all to get a blank screen

Type in numbers                          (There are a few sample games on the 2nd sheet - copy and paste.)

 itialize to fill in all possibilities

Overlaps are when a known number overlaps with one of the listed possibilities

Singles are where the only instance of a specific number is in the one cell.

  this does not solve the puzzle, you can work out additional logical conclusions
 edit the cells manually, then go back to the buttons.

 free to pass this on to others…
                        9
3           2
    6   7       5   9   8
6                   1   7   9
8   7                       4   2
    1   2   4                   6
        8   3   1       4   5
                    7           9
        3

6   9                       5   2
            1       3
3                               1
        5   8   3   4   7
    2                       4
        3   5   9   2   6
5                               4
            6       5
2   1                       3   5

5   9   3   2
1           7               5
        6               2
                7           2
    2   4   6       3   5   7
    1           8
        5               4
    6               8           5
                    6   9   3   2

            7   8       9
        9       2   5           7
    4                   6
    5       6           3
9   7                       1   5
        1           9       2
        3                   4
5           9   6       8
        8       7   3

                        1   5
2   4               7
        7                   9
            5   9       3   4
            8       4
    5   1       3   2
    8                   7
            3               6   4
    2   6
9       1           2           3
    8           4   3   6
        3           1
            3           1   5
7       5                       9
    9   4           8
            6           5
        9       7           3
4           2       5   8       7
needs another step

								
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