<snapdata remixID="12681451"><project name="Lab 13" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 13"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-92.46545439702868" y="-57.67220333728869" heading="345" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,15,15,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="268" y="175.33333333333337"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block><block s="changeEffect"><l><option>ghost</option></l><l>-1</l></block><block s="doForever"><script><block s="up"></block><block s="down"></block><block s="setColor"><color>0,15,15,1</color></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 13" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>