data:image/png;base64,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:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAACtUlEQVR4nO3BMQEAAADCoPVPbQwfoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+Bo3+AAF/RMkcAAAAAElFTkSuQmCCaveragelengthitemThe average length of names on the list is: letters2There are length names on the long names list.2Enter a name: onList?falseitemtrueonList?falseitemtrueGrace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada,CarterLauren,Daniel,Christopher,Makayla,Angelina,Victor,Carter815.785714285714286true