Jimmyb wrote:Is this solvable without guessing or doing multiple moves in your head?
Yes. Several simple patterns can be found which solve the puzzle. Here's one:
- Code: Select all
....4..7.72..65..1.86............4....5.3...6....1..8.94...87..17....3.4.........
.------------.--------------------.---------------.
| 5 19 19 | a(2)8 4 3 | 6 7 b28 |
| 7 2 4 | 89 6 5 | 89 3 1 |
| 3 8 6 | 7 9-2 1 | 259 4 259 |
:------------+--------------------+---------------:
| 2 36 179 | 569 8 69 | 4 159 37 |
| 8 19 5 | 4 3 7 | 129 129 6 |
| 4 36 79 | 2569 1 269 | 59 8 37 |
:------------+--------------------+---------------:
| 9 4 3 | 1 d(2)5 8 | 7 6 c25 |
| 1 7 8 | 69-2 259 269 | 3 25 4 |
| 6 5 2 | 3 7 4 | 189 19 89 |
'------------'--------------------'---------------'
Skyscraper: (2)r1c4 = r1c9 - r7c9 = (2)r7c5 => -2 r3c5,r8c4; stte
In other words, the short chain proves that either r1c4 or r7c5 must be 2. Therefore 2 can be eliminated as a candidate from any cell that can see both. That leaves 9 as the only possibility for r3c5, after which the puzzle can be solved with singles.