<snapdata remixID="9482536"><project name="ethan_britt_lab0.4" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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" id="16"/></item></list></costumes><sounds><list struct="atomic" id="17"></list></sounds><blocks></blocks><variables></variables><scripts><script x="56" y="14"><block s="receiveGo"></block><block s="doSayFor"><l>Hello my name is Ethan Britt and I&apos;m an 11th Grader.</l><l>3</l></block><block s="doSayFor"><l>I am 16 years old and my current favorite class is History.</l><l>4</l></block><block s="doSayFor"><l>My favorite hobby is video games however the only coding experience i have is freshmen robotics.</l><l>6</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="ethan_britt_lab0.4" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>