Logic Masters Deutschland e.V.

This puzzle combines mirrored digits by Christounet, rellik cages by sujoyku and shenanigans by Jay Dyer. Mirrored cells act as modifiers and change the constraint type. See below for a 4x4 example puzzle.

• Irregular Sudoku rules apply. Place 1-9 once in every row, column and region.
• The grid is covered in fog. Placing correct digits reveals new clues.
• In black killer cages digits don't repeat and values sum to the indicated total.
• Red cages are rellik cages (digits don't repeat, no combination of values sums to the indicated total, e.g. an 8 cage can't contain 8, 17 or 125).
• Pink lines are renban lines (values are contiguous with no repeats).
• Sauerkraut lines are nabner lines (values can't repeat or be consecutive).
• Nine cells (one in each row, column and region) are mirror cells. Each digit 1-9 appears in a mirror cell.
• A digit in a mirror cell takes the value opposite its digit on the 1-9 scale. (In other words, 1 takes the vale of 9, 2 the value of 8 ... 9 the value of 1).
• Clues with a mirror cell are read backwards (renban becomes nabner, killer becomes rellik and vice versa).
• Lines do not branch or share cells with other lines.

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4x4 Example Puzzle

Here is a filled grid that satisfies the rules mentioned above. Mirrored cells are highlighted in blue. The 4 in R3C4 must repeat in R4C1 because otherwise, the L-shaped regions would not contain each digit exactly once. All clues that don't contain a mirrored digit act normally. The 8-rellik cage turns into an 8 killer with values 4+4 because the mirror of 1 is 4. One renban line contains two fours which form a valid nabner line with values 1 and 4. the killer cage at the bottom contains the value 3 twice (3 is the mirror of 2). The nabner on the top turns into a renban with values 1 and 2. Note that cages can have repeated values and lines can have repeated digits but not the other way around.