Product Sum Arrows (6x6 Samurai)
(Published on 13. August 2024, 22:47 by RockyRoer)
The Rules:
- Normal sudoku rules apply. In each grid fill each row, column, and region with the six of the digits from 0 to 9 once each:
- In the Northwast grid, use 0-5
- In the Northeast grid, use 1-6
- In the Southeast grid, use 2-7
- In the Southwest grid, use 3-8
- In the central grid, you must determine which of the 6 digits are required.
- [Product Sum Arrows] The bulbs of the arrows contain a one or two digit number (reading from left to right) indicating the product of the sums of the digits along each arrow. Two digit numbers cannot start with 0. E.g. if one arrow contains a 2 + 3 and the other arrow contains a 3 + 1 + 5 then the circled value would be (2+3)x(3+1+5) = 5x9 = 45.
The Puzzle:
Solution code: The digits in row 9 of the grid (row 4 in the central grid)
Solved by DiMono, Dermerlin, SKORP17, tangobunni, david203812, psams, mathpesto, BlackBird_6, davidemsa, Nylimb, Genomico, softie, ZornsLemon
Comments
on 21. August 2024, 12:39 by davidemsa
That was very good. The differences in the list of digits used on each grid made the logic be different for each one, which kept it interesting until the end.
on 21. August 2024, 02:05 by mathpesto
Loved this, definitely deserves more solves. I enjoyed how much logic varied from grid to grid, and what a satisfying ending!
