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