Difficulty:
Primary
Error:
0
/3
Time:
00:00
Pure logical challenge, daily intellectual gymnastics.
When the underlying "intra-uterine exclusion" cannot solve the problem, you need to understand the following evolutionary logic:
This is the simplest logic: if a square is in its row, column and 3x3 There is only one number in the palace, and that number is the answer.
If a number can only appear in the same row (or column) in a particular palace, then neither the row (or column) nor the squares in the other palace can contain that number.
If in two rows a number can only appear in the same two columns, then in all other rows of both columns the number can be excluded. It's the key to breaking the SAS.