<snapdata remixID="8981286"><project name="4.3 a sheet" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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" 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trooper</l></block></script><script x="440" y="313"><block s="receiveKey"><l><option>m</option></l></block><block s="doBroadcast"><l>move around</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="4.3 a sheet" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>