Hi,
welcome to this forum.
At this stage of the puzzle, you need to work with a list of candidates, like this one:
- Code: Select all
.---------------------.---------------------.---------------------.
| 7 9 6 | 15 3 18 | 4 58 2 |
| 2 4 3 | 56 68 7 | 1 5689 5689 |
| 15 18 58 | 4 2 9 | 7 3568 3568 |
:---------------------+---------------------+---------------------:
| 135 2 45 | 8 9 6 | 35 7 1345 |
| 139 18 48 | 2 7 5 | 38 13689 134689|
| 59 6 7 | 3 1 4 | 58 2 589 |
:---------------------+---------------------+---------------------:
| 6 5 9 | 7 4 3 | 2 18 18 |
| 4 7 2 | 16 68 18 | 9 1358 1358 |
| 8 3 1 | 9 5 2 | 6 4 7 |
'---------------------'---------------------'---------------------'
Now if you look at row 3, you can see that the only place a 6 can go is in the last 2 cells. One of those 2 cell will contain a 6, even if you do not know which one of the 2 it will be. That 3x3 box (we call it box #3) will have a 6 in one of those 2 cells, so no other cell can have 6 as a candidate. Start removing them from the grid.
There is a second situation very similar to this one. It is in another row, another box and with another digit, but if you find that one, you are close to solving this puzzle.
Good luck,
Ruud.