Doubling Extra Regions
(Eingestellt am 17. November 2025, 00:48 Uhr von Deckatron)
Normal sudoku rules apply.
Color each cell either blue or green. All cells of the same color must be orthogonally connected, and no 2x2 area may be all one color. A green cell's value is equal to its digit doubled (a green 5 has a value of 10).
Each of the constraint types listed below form a unique region consisting of the digits 1-9. The unique region for the arrows refers to the bulbs of the arrows. The 'X' cages form one region and numbered cages form a different region.
Digits along a purple line form a non-repeating set of consecutive values in any order.
Values in a cage sum to the indicated value in the top left corner of each cage. The value 'X' is determined by the solver.
Sum of all values along an arrow sum to the value in that arrow's circle.
▶ Play online in SudokuPad
Lösungscode: Row 5 left to right
Gelöst von gdc, zardoz37, wuc, SKORP17, walid_tun, Yaoning, ThibautV, Collecter, paranoid, QuiltyAsCharged
Kommentare
am 17. Juni 2026, 09:47 Uhr von QuiltyAsCharged
Wow! This is a fantastic puzzle with some surprising twists. It's an overlooked gem.
Maybe some people have been confused about the rules, so let me summarize here:
1. It's a yin-yang puzzle in which one color doubles the value of digits.
2. Digits never repeat in any of these groups: (a) Arrow bulbs, (b) Renbans, (c) Cages with numeric totals, (d) Cages with "x" as their total.
am 17. November 2025, 08:55 Uhr von wuc
Great puzzle. In the end the YY seem not unique. Maybe I missed sth? Great setting anyway.
am 17. November 2025, 05:57 Uhr von zardoz37
Excellent puzzle - though I made it much harder on myself by misunderstanding one of the rules.