data:image/png;base64,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: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!

disk1disk112311,2,3,3230.1