Can you place 42 bishops with 6 bishops for each of the 7 colors on a 10x10 grid, such that no two bishops of different colors attack each other?
Here are some similar questions:
Puzzling Stack Exchange is a question and answer site for those who create, solve, and study puzzles. It only takes a minute to sign up.
Sign up to join this communityCan you place 42 bishops with 6 bishops for each of the 7 colors on a 10x10 grid, such that no two bishops of different colors attack each other?
Here are some similar questions:
This was probably not the most exciting question. Anyway there are many solutions. Here are some examples:
723...5617 2.23456..1 32.......6 .3......65 .4......5. .5......4. .6.......4 .1.....7.3 171654...2 71....4327 512...3.65 1.124.7.56 21....6... .2.....673 .4........ .3......4. 37......24 7......... 6..7342.51 5673..4.15 12.3..4671 21.5346..7 .........6 35......64 .3......4. .......... 467....253 ...7..2..5 71.6..5..2 17.4..3521
Interestingly one cannot add a single other bishop of any color.