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The objective of this puzzle is to arrange the queens in a manner to control as many squares on the board as possible. For example, I shall do 8 queens.
Now how would you solve 7 queens? 6 queens? 5 queens? 4 queens? If all 64 squares cannot be controlled, what is the maximum number that can be controlled? Lets see how the community fairs :)
Okay, so you guys have solved up to six queens. Solve five!
"Battle of the Legends: Kasparov Vs. Short"
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