data:image/png;base64,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average long name length is 2There are length students with long names. 2What is the student's name?Grace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada,Ericka,ErikaLauren,Daniel,Christopher,Makayla,Angelina,Victor,Ericka0