data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==The total sum of the list is 2The average of the list is 2The biggest number on the list is 2truetrue6,5,7,6,51,2,3,4,52,2,2,2,2,2,2