data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAADoVJREFUeF7t1cEJAAAIxDDdf2m3sJ+4wEEQuuMIECBAgACBd4F9XzRIgAABAgQIjAB7AgIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAAB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average length for the long length list is 5length is the number of people on the long name list.5Grace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada,NathanLauren,Daniel,Christopher,Makayla,Angelina,Victor,Nathan15.7857142857142868.333323214452676