ihope127 wrote:tso wrote:This is an easy puzzle that does not require candidates -- it is solved completely using nothing but singles.
One single.
One hidden, many naked.
What you're calling a pin, I'm calling a hidden single.
What you're calling a forced move, I'm calling a naked single.
QBasicMac wrote:MCC wrote:29 4 28 7 89 6 3 129 125
Naked triplet in r1 enables you to place two numbers in box 3
Please help old bad-eye's here. Which three cells above constitute the naked triplet?
Thanks
Mac
[29][28][89] is a naked triple. This is a perfectly valid triple making perfectly valid eliminations -- though again, the pin or hidden single followed by forced moves/naked singles is the simpler way to go and does not require candidates to be filled in. But if your goal is NOT to do things the simple way, this is actually a way to make easy puzzles like this more interesting, there are *lots* of more complex tactics available. There is another triple available -- row346c6 is a triple in [239]. Better (or worse), there is a 4 cell nice loop in r17c15...
- Code: Select all
*--------------------------------------------------------------------*
|29------------(9)-------------89 . | . . . |
| | . . | . | . | . . . |
| | . . | . | . | . . . |
|-|--------------------+--------|-------------+----------------------|
|(2) . . | . (8) . | . . . |
| | . . | . | . | . . . |
| | . . | . | . | . . . |
|-|--------------------+--------|-------------+----------------------|
|26------------(6)-------------68 . | . . . |
| . . . . | . . . | . . . |
| . . . | . . . | . . . |
*--------------------------------------------------------------------*
... eliminating 9s from the rest of the top row, 6s from the rest of row 7, 2s from the rest of column 1 and 8s from the rest of column 5.
Again, a perfectly valid deduction, very possibly more fun than simply filling in all the singles.