data:image/png;base64,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data:image/png;base64,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Challenge 1 Add code that has Aimee teach the parts of the Heart. We saved you some typing, the say blocks you'll need are below.Challenge 2 When you are done teaching the parts, create at least 5 questions using conditionals. Congratulate them if they get it right, give them the correct answer if they get it wrong.Challenge See if you can add a loop that keeps asking until they get the right answer. Don't show the correct answer this time.Play around with the code, you can't break the program.

Ans 2Ans 1