easiest probably is colouring of 8s........
a finned x-wing formation in 8s (column 1 & 5) would also solve the puzzle.........
*-----------------------------------------------*
|A458 9 1 | 7 A58 6 | 458 3 2 |
| 6 58 2 | 4 1 3 | 7 9 58 |
| 3 458 7 | 9 2 a58 | 458 1 6 |
|---------------+---------------+---------------|
|a58 3 4 | 2 7 A58 | 1 6 9 |
| 2 6 9 | 1 3 4 | 58 7 58 |
| 1 7 A58 | 6 a58 9 | 3 2 4 |
|---------------+---------------+---------------|
| 9 458 568 | 3 46 7 | 2 458 1 |
| 45 2 3 | 8 9 1 | 6 45 7 |
| 7 1 68 | 5 46 2 | 9 48 3 |
*-----------------------------------------------*
Eliminating 8 From r1c1,r1c5,r4c6,r6c3 (Simpe Couloring)
*-----------------------------------------------*
|*458 9 1 | 7 *58 6 | 458 3 2 |
| 6 58 2 | 4 1 3 | 7 9 58 |
| 3 458 7 | 9 2 58 | 458 1 6 |
|---------------+---------------+---------------|
|#58 3 4 | 2 7 58 | 1 6 9 |
| 2 6 9 | 1 3 4 | 58 7 58 |
|*1 7 -58 | 6 *58 9 | 3 2 4 |
|---------------+---------------+---------------|
| 9 458 568 | 3 46 7 | 2 458 1 |
| 45 2 3 | 8 9 1 | 6 45 7 |
| 7 1 68 | 5 46 2 | 9 48 3 |
*-----------------------------------------------*
Eliminating 8 From r6c3 (Finned XWing in Columns 15)
Kent wrote:The * doesnt form an X wing..."
Kent wrote:"..The candidate at r6c1 is a 1 while the rest of the cells are 5 and 8.I thought all cells have to have the same candidate to form a x -wing
Kent wrote:Just to point out to Tarek that it doesn't form an X-wing.Thanks
tarek wrote:Here is variation of your normal finned x-wing (one step higher), the sashimi variation, or if you want an Almost finned x-wing, refer to the filet-o-fish thread for more info
tarek wrote:I dislike this type of colouring elimination,
- Code: Select all
*-----------------------------------------------*
|*458 9 1 | 7 *58 6 | 458 3 2 |
| 6 58 2 | 4 1 3 | 7 9 58 |
| 3 458 7 | 9 2 58 | 458 1 6 |
|---------------+---------------+---------------|
|#58 3 4 | 2 7 58 | 1 6 9 |
| 2 6 9 | 1 3 4 | 58 7 58 |
|*1 7 -58 | 6 *58 9 | 3 2 4 |
|---------------+---------------+---------------|
| 9 458 568 | 3 46 7 | 2 458 1 |
| 45 2 3 | 8 9 1 | 6 45 7 |
| 7 1 68 | 5 46 2 | 9 48 3 |
*-----------------------------------------------*
Eliminating 8 From r6c3 (Finned XWing in Columns 15)
Here is variation of your normal finned x-wing (one step higher), the sashimi variation, or if you want an Almost finned x-wing, refer to the filet-o-fish thread for more info.
villagegreen wrote:Thanks a lot guys, but I have no idea what you're talking about. I just solve these puzzles as they come in the paper and this is the first one that I haven't been able to solve. I have no idea whatsoever about x-wings, coloring, sashmi, fins or anything else. I'd just like to know what's the next number and why?
*-----------*
|.91|7.6|.32|
|6.2|413|79.|
|3.7|92.|.16|
|---+---+---|
|.34|27.|169|
|269|134|.7.|
|17.|6.9|324|
|---+---+---|
|9..|3.7|2.1|
|.23|891|6.7|
|71.|5.2|9.3|
*-----------*
*--------------------------------------------------*
|{458} 9 1 | 7 [58] 6 | 458 3 2 |
| 6 58 2 | 4 1 3 | 7 9 58 |
| 3 458 7 | 9 2 58 | 458 1 6 |
|----------------+----------------+----------------|
|[58] 3 4 | 2 7 58 | 1 6 9 |
| 2 6 9 | 1 3 4 | 58 7 58 |
| 1 7 [58] | 6 [58] 9 | 3 2 4 |
|----------------+----------------+----------------|
| 9 458 568 | 3 46 7 | 2 458 1 |
| 45 2 3 | 8 9 1 | 6 45 7 |
| 7 1 68 | 5 46 2 | 9 48 3 |
*--------------------------------------------------*
r4c1=5 -> r1c1<>5
r4c1=8 -> r6c3=5 -> r6c5=8 -> r1c5=5 -> r1c1<>5
Therefore, r1c1<>5
Similarly
r4c1=8 -> r1c1<>8
r4c1=5 -> r6c3=8 -> r6c5=5 -> r1c5=8 -> r1c1<>8
Therefore, r1c1<>8
Since r1c1 is not 5 or 8, it must be 4.
Kent wrote:How about puzzle where most of the cells are not bivalue? What if they are multivalue?? Can this method be used??
Tso do you use sudoku susser??