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==true1,2,3,4,5,6,7,8,90