data:image/png;base64,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 average length of the longNames list is 2There are length names in the longNames list.2

length

index1length is not on either list.2

Grace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada,BrandonLauren,Daniel,Christopher,Makayla,Angelina,Victor,BrandonBrandon70