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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

false

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==true1,2,3,4,5,6,7,8,9