data:image/png;base64,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:image/png;base64,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
YesThe students with long names are
3itemThe student with the longest name is
2
The average letters for the students' names is
4
The student with the shortest name is
2Grace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada
Lauren,Daniel,Christopher,Makayla,Angelina,Victor
8Christopher5.7692307692307695,5,6,6,11,4,7,4,4,8,6,5,4
7.3333333333333336,6,11,7,8,6
AlexGrace,Sarah,Jose,Alex,Owen,Molly,Jada