<snapdata remixID="14213790"><project name="Polygon Problem Solving Assignment" app="Snap! 10.4.6, 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 Assignment"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="50" y="-1.7053025658242404e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="250,0,59,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="261" y="90.33333333333334"><block s="receiveGo"></block><block s="clear"></block><block s="setColor"><color>17,0,220,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</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="forward"><l>50</l></block><block s="setColor"><color>250,0,59,1</color></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>.87</l></block><block s="turnLeft"><l>1</l></block></script></block></script><script x="483" y="243.99999999999977"><block s="doSetVar"><l>X</l><l>0</l></block><block s="doSetVar"><l>Y</l><l>0</l></block><block s="doSetVar"><l>H</l><l>50</l></block><block s="doSetVar"><l>K</l><l>50</l></block><block s="doSetVar"><l>R</l><l>50</l></block><block s="forward"><block s="reportVariadicEquals"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="X"/><block var="H"/></block><block s="reportDifference"><block var="X"/><block var="H"/></block></list></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="Y"/><block var="K"/></block><block s="reportDifference"><block var="Y"/><block var="K"/></block></list></block></list></block><block s="reportVariadicProduct"><list><block var="R"/><block var="R"/></list></block></list></block></block></script></scripts></sprite><watcher var="X" style="normal" x="10" y="10" color="243,118,29"/><watcher var="Y" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="H" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="K" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="R" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="115.00000999999997" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="136.00001199999997" color="74,108,212"/></sprites></stage><variables><variable name="X"><l>0</l></variable><variable name="Y"><l>0</l></variable><variable name="H"><l>50</l></variable><variable name="K"><l>50</l></variable><variable name="R"><l>50</l></variable></variables></scene></scenes></project><media name="Polygon Problem Solving Assignment" app="Snap! 10.4.6, https://snap.berkeley.edu" version="2"></media></snapdata>