<snapdata remixID="13300663"><project name="Polygon Problem Solving" 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="Polygon Problem Solving"><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="50" y="-1.9999999999998863" heading="90.75" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="248,0,22,1" 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="121" y="78.33333333333334"><block s="receiveGo"></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>42,65,255,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="gotoXY"><l>50</l><l>-2</l></block><block s="turn"><l>0.75</l></block><block s="down"></block><block s="setColor"><color>248,0,22,1</color></block><block s="bounceOffEdge"></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>0.85</l></block><block s="turn"><l>1</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Polygon Problem Solving" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>