The solution of this puzzle from your stuck position was simple but a bit tedious. The moves used by my solver were, in order :
6 pointing pairs, 1 locked pair in a row, 1 box/row intersection, 1 locked quad in a column, 1 hidden pair in a column, and 1 XY Wing.
As Jason said, see how far you can get before you ask for a further hint, or if you don't understand any of the move names I've mentioned, I can give you an example using your puzzle.
Well OK, here is the first of the moves I've mentioned.
- Code: Select all
*--------------------------------------------------------------*
| 139 2 4 | 13 39 5 | 6 8 7 |
| 189 579 5789 | 148 489 6 | 249 249 3 |
| 389 69-3 689 | 348 7 2 | 5 49 1 |
|--------------------+--------------------+--------------------|
| 48 47 1 | 5 248 3 | 278 6 9 |
| 2 *357 578 | 68 68 9 | 378 1 4 |
| 6 *3459 589 | 7 248 1 | 238 235 258 |
|--------------------+--------------------+--------------------|
| 49 1 3 | 2 5 78 | 4789 479 6 |
| 5 46 26 | 9 1 78 | 23478 2347 28 |
| 7 8 269 | 36 36 4 | 1 2359 25 |
*--------------------------------------------------------------*
The above PM diagram is at your stuck position. Notice the 2 cells I've marked * in Rows 5 & 6 Column 2 (r56c2 for short). As these are the only 3's in Box 4, one of them must eventually be True in the solution.
This means that you can eliminate any other 3's in Column 2. There is one such 3, in Row 3, which I've marked as -3 in the PM. There are 5 more such moves in my solution. See if you can find them.
Leren