Author: Abhay B. Joshi (abjoshi@yahoo.com) Instructions: 1. Click the “Green flag”: A sorted (in ascending order) array of numbers will be created. The bars displayed on the screen will be sorted accordingly. Set the "delay" slider appropriately. 2. Click the “Shuffle” button: the list will be shuffled. The bars displayed on the screen will be shuffled accordingly. 3. Click the “Sort” button: Start sorting the list. For each comparison the bars will be colored, for each swap the bars will be swapped. Notes: Sorting numbers is a classical problem in Computer Science which involves arranging a set of numbers in increasing or decreasing order. If you want to understand how I designed this program, please refer to my book: "Adventures in Snap Programming" available on Amazon.com data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAACtUlEQVR4nO3BMQEAAADCoPVPbQwfoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+Bo3+AAF/RMkcAAAAAElFTkSuQmCC-4020018191203,17,2,1,16,20,18,6,14,9,7,4,13,19,15,8,10,12,11,51