data:image/png;base64,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average length of the names in the list is 2There are length2Grace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada,Luz,Neida,Mylene,MelissaLauren,Daniel,Christopher,Makayla,Angelina,Victor,Mylene,Melissa