data:image/png;base64,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average of the long names list is 2There are length2Grace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada,Victoria,LizyLauren,Daniel,Christopher,Makayla,Angelina,Victor,Victoria