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school is art and one of my favorite hobbies is to draw because I find it fun to do, and for it to be time consuming </l></block></script><script x="57.00000000000006" y="195.33333333333314"><block s="receiveKey"><l><option>up arrow</option></l><list></list></block><block s="bubble"><l>Some of my programing experiences where coding robots, coding games, and coding apps.An example of what I learned is how to make a robot move through a maze with code. </l></block></script><script x="11" y="282.33333333333314"><block s="receiveKey"><l><option>down arrow</option></l><list></list></block><block s="bubble"><l>I think learning in computer science is going to be fun but hard trying to get a code to work correctly and all the trial and error that we will have to go through.We will learn a lot of new things through out the school year  </l></block></script><script x="10" y="367"><block s="receiveKey"><l><option>right arrow</option></l><list></list></block><block s="bubble"><l>I like to play games to see how cool the code is with all the diffrent games that I play. I also like designing on the computer to see how good I could be on the computer instead of on paper</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="project" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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