data:image/png;base64,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

avglength

longAvglengthdata:image/png;base64,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index1There are length students with long names.2The average length for students with long names is 2Enter a name.studentName0Grace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada,Conner,AydenLauren,Daniel,Christopher,Makayla,Angelina,Victor,Conner168667500