data:image/png;base64,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

110i

121

The nested FOR loops are the important part of this solution. Details like the starting position of the sprite might be different in student solutions.-50-50

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==10X's turn?OnumberXfalseOfalsetrueX,X,O,4,O,6,O,X,9