data:image/png;base64,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average length of the list of students is .2There are length students with long names2The average length of the list of long student names is .2Grace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada0