by Jan Otto » Tue Jul 26, 2005 12:41 am
The left box in the middle, row 4,5 and 6, column 1,2 and 3, have 5 cells with a single value and 4 cells with a combination of two numbers. The box can be expressed in two different ways, alternative A setting cell (4.1) to the value of 2, or alternative B setting cell (4.1) to 5. The other cells will be determined accordingly for each of the two alternatives. Continue the Sudoku puzzle with alternative A (all cells having only one unique number) and see what it leads to for the other boxes. If you reach an impossible combination for one of the cells in the other boxes, then the alternative A is impossible, and you know that alternative B is the right one. Continue in this way and select alternatives only from boxes with cells having a combination of two numbers.
Regards Jan Otto