Renban arrows
(Eingestellt am 10. Januar 2026, 11:48 Uhr von Lithium-Ion)
This puzzle adapts the concept of the well-known Renban lines in a fun way. I hope that you enjoy the puzzle. Feedback is always appreciated!
The rules are as follows:
Normal Sudoku rules apply. A digit in a cell with an arrow equals the length of the longest consecutive sequence that can be constructed from the digits in the cells the arrow is pointing to (excluding the cell with the arrow). For example, if an arrow is pointing to the digits 4247618, then digit on the cell with the arrow equals 3 since the longest consecutive sequence is 678, which has length 3.
You can play this puzzle via the following link: https://sudokupad.app/vzzn5i3jw3
The rules are as follows:
Normal Sudoku rules apply. A digit in a cell with an arrow equals the length of the longest consecutive sequence that can be constructed from the digits in the cells the arrow is pointing to (excluding the cell with the arrow). For example, if an arrow is pointing to the digits 4247618, then digit on the cell with the arrow equals 3 since the longest consecutive sequence is 678, which has length 3.
You can play this puzzle via the following link: https://sudokupad.app/vzzn5i3jw3
Lösungscode: The digits in row 3, read from left to right.
Gelöst von flo_bre, Reg13, gdc, DigitCounter, Centroid41, br-cl, SKORP17, Exigus, marcmees, puzzle_hunter, stephan_71, mrpeter, meiwanmeiliao, flunky, damo_89, Crul, dingledork, hawson2003, ashwin, loren, invictus
Kommentare
am 11. Januar 2026, 11:02 Uhr von damo_89
This puzzle isnt hard, but you do have to be careful and it required thinking in some unorthodox ways. Very impressive construction with what must have been a tricky constraint to work with.
am 10. Januar 2026, 19:42 Uhr von Exigus
Very interesting constraints! After some initial fumbling around a few deductions opened everything up. Thanks!
