data:image/png;base64,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

itemlength0

is the longest name and gets the long form.3

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==averageNameLengthlengthitemsumOfLongNameslength1i2lengthaverageLengthOfLongNameslengthThe average length of names in the longNames list is 3countLongNames0itemThere are names in the longNames list.3Grace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada,AnitaLauren,Daniel,Christopher,Makayla,Angelina,Victor5.714285714285714680447.333333333333333JoseJose,Alex,Owen,JadaChristopher