data:image/png;base64,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

avgNameLengthlengthavgNameLength is the average letters of the names on the students list. 2length names are on the students list.2

index21avgNameLength20itemavgNameLength2lengthavgNameLength2length names are on the long name list.2 is the average number of letters in every name on the long name list.3

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Grace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada,Sophie,AustinChristopher,Makayla,AngelinaGrace69Christopherwoodroof