data:image/png;base64,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average length of the list students is 2The average length of the list long names is 2There are length names in the long names list2Grace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada,RihannaLauren,Daniel,Christopher,Makayla,Angelina,Victor,Rihanna