data:image/png;base64,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data:image/png;base64,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average of long names is 2The amount of long names on the list is length2what student would you like to checklengthtruelengthtrueitemThe shortest name on the list is 2itemThe longest name on the list is 2Grace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada,Brayden,Cyrus,CaseLauren,Daniel,Christopher,Makayla,Angelina,Victor,Brayden05.68757.285714285714286JoseChristopher