<snapdata remixID="12293145"><project name="Polygon Problem Solving" app="Snap! 8.1, 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="-19" y="-11.999999999999915" heading="75" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="228,8,0,1" 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="151" y="96.33333333333334"><block s="receiveGo"></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="setColor"><color>0,14,224,1</color></block><block s="gotoXY"><l>-75</l><l>-15</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="setColor"><color>228,8,0,1</color></block><block s="setSize"><l>3</l></block><block s="up"></block><block s="down"></block><block s="gotoXY"><l>-32</l><l>-12</l></block><block s="doRepeat"><l>5</l><script><block s="doRepeat"><l>5</l><script><block s="forward"><l>13</l></block><block s="turnLeft"><l>15</l></block></script></block></script></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212"/></sprites></stage><variables></variables></scene></scenes></project><media name="Polygon Problem Solving" app="Snap! 8.1, https://snap.berkeley.edu" version="2"></media></snapdata>