Rolling the Dice
(Published on 4. November 2026, 18:55 by berdy)
Roll the dice in this bite-sized puzzle!
For an added challenge, prove the red squares—they are not needed for uniqueness!
Rules
6×6 Sudoku
Place the digits 1–6 once each in every row, column, and outlined 2×3 box.
Dice
Four identical dice start in the corner cells, showing the indicated number of pips. Opposite faces sum to 7. All four dice have the same face arrangement (chirality), which must be deduced.
Rolling
Each die rolls orthogonally within the grid, ending at a different gold ring. Every cell it visits, including its start and endpoint, contains the number showing on its top face while in that cell.
Routes cannot share or revisit a cell. Not every cell needs to be visited.
Marked cells
Cells with a red dashed square must be visited by a die.
Solution code: Cells in rows 5–6 not visited by a die (reading order)
Last changed on on 4. November 2026, 20:26
Solved by psams, Shuhua Milk
Comments
on 4. November 2026, 23:56 by psams
A very nice puzzle. It helps to have a couple of dice handy.
on 4. November 2026, 20:26 by berdy
Updated difficulty to account for path clues
