The 10 queens situation is obviously impossible, but so is having 2 white queens and black has all of his pawns on the starting squares. It's more difficult than you're thinking. If white has 6 dark squared bishops,…
The square at coordinates x=3, y=0 counting from the top-left cannot hold a mine (the one next to the 2). Try to assume a mine is there and calculate where the other mines would have to be to satisfy the 2 and the 3…
The 10 queens situation is obviously impossible, but so is having 2 white queens and black has all of his pawns on the starting squares. It's more difficult than you're thinking. If white has 6 dark squared bishops,…
The square at coordinates x=3, y=0 counting from the top-left cannot hold a mine (the one next to the 2). Try to assume a mine is there and calculate where the other mines would have to be to satisfy the 2 and the 3…