Complete Magic
(Eingestellt am 31. Oktober 2022, 14:00 Uhr von tribution)
- Normal Sudoku rules apply
- Every 3x3 region is a semi-magic square (each row and column sum to the same number)
- Digits seperated by a white dot are consecutive. Digits seperated by a black dot have a ratio of 1:2
Lösungscode: Column 3 and column 7
Kommentare
am 10. November 2022, 19:20 Uhr von Rollo
Is there a semi magic square with a 5 in the center that is not real magic?
am 4. November 2022, 11:55 Uhr von tribution
changed rule description to use the term 'semi-magic square'
am 2. November 2022, 22:22 Uhr von chain.reader
modification to the ruiles needed...
central square is indeed a magic square, the rest are not (but have equal sum rows/columns)
am 1. November 2022, 01:49 Uhr von cdwg2000
It is not magic square.
am 1. November 2022, 01:37 Uhr von Mr.CHEN
It's a good puzzle, but I just want to say one thing: if the sum of the rows and columns of a square is equal, but the diagonal lines are not equal, then it can only be called a "quasi-magic square" rather than a real magic square. In this Sudoku, only the center box is a real magic square, and the others are only quasi-magic squares (because the center of the real magic square can only be 5). I hope to correct this in the description.
am 1. November 2022, 01:30 Uhr von Mr.CHEN
It's a good puzzle, but I just want to say one thing: if the sum of the rows and columns of a square is equal, but the diagonal lines are not equal, then it can only be called a "quasi-magic square" rather than a real magic square. In this Sudoku, only the center box is a real magic square, and the others are only quasi-magic squares (because the center of the real magic square can only be 5). I hope to correct this in the description.
