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

The sum of all numbers in this list is 2

avg leetttttttttterlengthThe average number of letters in this list is 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B8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Luc,Herbavousisticolisticic,gensen,Mellisa333,non3,3,6,10,231,4,4,310561