data:image/png;base64,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average long name length is 2There are length long names.2Enter a student's name. lengthGrace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada,Polly,Sierra,PaulChristopher,Makayla,Angelina69