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A puzzle involving checkerboards: grids of squares alternating black and white in color, most commonly an 8x8 board.

15 votes
Accepted

Painting a chessboard

I can do like so: The pattern might be even prettier than that of @hexomino's answer. :-) EDIT: sadly, no circle pattern anymore, but scores none better: (RE-EDIT: bold letter added because of Jaap' …
Bass's user avatar
  • 77.9k
13 votes
Accepted

The Knight's Romp

First things first: let's check the divisibility. There are 64 squares, and the knight is standing in one of them. That leaves 63 squares to cover, and each move covers 3 squares, so that seems to wor …
Bass's user avatar
  • 77.9k
12 votes
Accepted

Discrete Peaceful Encampments: 9 queens on a chessboard

Can I claim Nine-and-a-half? :-) You can replace either bishop with a tenth queen, but then the other bishop's square must remain empty.
Bass's user avatar
  • 77.9k
8 votes
Accepted

Discrete Peaceful Encampments: Player 3 has entered the game!

Ok, I'ma call it. This is the most efficient way to do it: Notice how This way you can get In addition to all that: This all is a result of feeding this problem into a highly sophistica …
Bass's user avatar
  • 77.9k
6 votes
Accepted

A King's Short Walk

Like so? The beginning seems almost forced (apart from symmetries), and the rest just fell in place on the first attempt.
Bass's user avatar
  • 77.9k
15 votes
Accepted

Chess problem: Make a crossword in 3 moves

After the board looks like this:
Bass's user avatar
  • 77.9k
7 votes
Accepted

Crazy queen in checkers

I found a possible solution with ..so the answer that proved that the maximum is three less probably needs some work. :-) I tried to fit more black pieces in while making sure that each piece is …
Bass's user avatar
  • 77.9k
5 votes
Accepted

Chess - I will eat!

Surely must be enough, and also required. After white has two unavoidable captures coming up: on white's next move, the Black can prevent only one of those moves, so the first objective is complet …
Bass's user avatar
  • 77.9k