Normal 6x6 sudoku rules apply.
Place 5 more knights and 5 more bishops on the puzzle so that all 6 for both have one on every row, column and 2x3 box.
A cell cannot be both a knight and a bishop.
The knight: no knight can see another knight a chess knight's move away.
The bishop: no bishop can see another bishop in their diagonals.
A digits in a knight cannot see itself a knight's move away.
A digits in a bishop cannot see itself in their diagonals.
Digits connected by a black dot must be of 1:2 ratio.
Digits connected by a white dot must be consecutive.
Solution code: The numbers on every bishop top to bottom, then the numbers on every knight top to bottom.
on 7. September 2026, 15:41 by Kattorzeh
I can't believe it worked on the first try
on 7. September 2026, 13:00 by JVA
Lovely puzzle indeed, but nowhere close to 1* difficulty. The bishop half of the solve almost pushes it to 3*
on 7. September 2026, 07:17 by rswarbrick
I enjoyed this. It was fun near the end, when I had to rule out a value by using the way the bishop rule meant a cell "saw" more values than you'd normally expect.
on 6. September 2026, 23:02 by Aleon
Lovely puzzle, but 1* difficulty
on 5. September 2026, 16:36 by Saltensity
Relatively simple and nice puzzle, also very nice knights xD
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