data:image/png;base64,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data:image/png;base64,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average is 2The total number of names are 2enter another name itemitem

average length

longNameLengthGrace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada,Madey,BethChristopher,Makayla,Angelina6.8666666666666665,5,6,6,11,4,7,4,4,8,6,5,4,5,410311,7,813311