data:image/png;base64,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are length students with long names2the average length of the long names is 2Grace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada,andrewLauren,Daniel,Christopher,Makayla,Angelina,Victor,andrew5.7857142857142860