data:image/png;base64,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data:image/png;base64,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avgLengthlengthnametempSumtempSum0nameavgLength2lengthThe average length of a name in longNames is . There are length students whose name appears in longNames.3.5askGrace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada,Malachi,Jenna,Gavin,Martin,Snoop Dogg,Lil Baby,NBA YoungBoyLauren,Daniel,Christopher,Makayla,Angelina,Victor,Malachi,Martin,Snoop Dogg,Lil Baby,NBA YoungBoy6211288