data:image/png;base64,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

Sum is 2

AveragelengthAverage is length2

Maximum is 2

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==-3,-2,-1,0,1,2,3,4,5,60000006,5,4,3,2,1,0,-1,-2,-3