data:image/png;base64,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data:image/png;base64,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 to the Tower of Hanoi recursion homework! Your job is to fill in the body of the "Hanoi move ..." block below.The Tower of Hanoi is one of the classic computer science recursion problems. You have three pegs (we'll call the leftmost one FROM, the middle one SPARE, and the rightmost one TO) with disks of various sizes (and sometimes colors), all stacked, smallest (on top) to largest (on bottom) on the leftmost FROM peg. Your job is to move all the discs to the rightmost TO peg (again, stacked smallest-to-largest) with three rules: 1. Only one disk can be moved at a time 2. Each move takes the topmost disk from one pile and places it on the top of another pile, subject to rule #3 below: 3. You can never place a bigger disk on a smaller diskYour Challenge Complete the body of the following block: which should call itself and the following block (and whatever else you need in terms of tests and control flow) to move all the disks from the from peg to the to peg, according to the rules above. The following block moves the single disk on top of FROM and places it on top of the TO peg:

110i

Sprite

Fill in the body. All you need to do is call yourself and the "move top piece from _ to _" block below, obviously with some control structures in your base case to know when to stop recursing. Enjoy!

disk1disk112311233230.1