data:image/png;base64,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average length of the list of students is .2There are length students with long names.2The average length of the list of long student names is .2The max length of a name is characters2The longest name is 2The min length of a name is characters2The shortest names are 2Grace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada,LuisLauren,Daniel,Christopher,Makayla,Angelina,Victor114ChristopherJose