<snapdata remixID="12277102"><project name="polygon problem" 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"><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"><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="10" color="74,108,212"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212"/><sprite name="Sprite" idx="1" x="-86.72240173271348" y="4.202401732713383" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="250,9,0,1" pen="tip" id="14"><costumes><list struct="atomic" id="15"></list></costumes><sounds><list struct="atomic" id="16"></list></sounds><blocks></blocks><variables></variables><scripts><script x="179" y="39.33333333333334"><block s="receiveGo"></block><block s="gotoXY"><l>23.15</l><l>-67.67</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>0,19,255,1</color></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="up"></block><block s="forward"><l>43</l></block><block s="turnLeft"><l>180</l></block><block s="down"></block><block s="setColor"><color>250,9,0,1</color></block><block s="doRepeat"><l>30</l><script><block s="turn"><l>15</l></block><block s="forward"><l>13</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="polygon problem" app="Snap! 8.1, https://snap.berkeley.edu" version="2"></media></snapdata>