<snapdata remixID="11700293"><project name="Polygons" app="Snap! 7, https://snap.berkeley.edu" 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Ldp3W2H8YLAkA8tZPLAuMlGPDH9IgWqI+Ec7BcgSlCkDUKB8ZGmz3m2iF/OGN5IF1u47czIuS54JkY/H0gR6uBQGoJhIuTiQr0KjM83vk+l1ViiLbaUZ9n3XYNwvzZnZnzYMwCDIaf+DBbaHzPS5i1DcsiO5PdsvzIACiDkS4Ntag/CzL6syAINUl+4219RBlaqG8eP+2206PrTBurAKhl3JiHgofHbnN8rNAAwSwM7q1nwT3P9w0HRNX+fbLLmV4Cxu6F9Jgmaa9L//hS3BvQRZoGacB1thmV0J/Y4kRD4WG8hc8Od0tv15LVRZWhj/Gv53aIgAbAYUjIH/Cu4KJ2w/raFGxk/SoND1zhn8tlea0bImPHJ7QiRlAApRS4CtbXUt2t+wIObT1KCWZM7mgXVBR24v+o8pUGZIP7cnQCY2AwoRS6gtzRkuq4ZusQGGN4XnDGluL7cSkRviB9TJnO46shlQKFUC7TkHB2teR85Q/3IS1Hfw+5qMaw/VwFnQgui9g4KaQQUOt9/NGYD9JHn7H62wPVgD42dp0M7yfSrFda4d5PQyKeGa2xMiKQNQiFpB2jpPtNHEsTJJjZhDaTe15vjABmt+FaLfSYHu36V1bi9I131WZwD2lbJ+2rXeUwX3Nw4YXk/qWl4tuVfpYwDk/rLUv1SyNyVjAPammgLacnzaAuscE6I2J6B9p4UeeI1+d5CAFgaGKQMwhHF0X3HSo/9RG+IG9EbDn8QMwBACyLpmd0IYAyFWgM2AIQ6A3LtnAMqdgBD7zwAMcQDk3j0DUO4EhNh/BmCIAyD37hmAcicgxP7/P+OYTALqkqRzAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="Polygons"><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" 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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="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="235,0,217,1" 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="30" y="30"><block s="receiveGo"></block><block s="doRepeat"><l>3</l><script><block s="doSetVar"><l>numSides</l><l>5</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><l>5</l></block></block><block s="doSetVar"><l>sideLength</l><l>50</l></block><block s="doAsk"><l>how long should the sides of our polygon be?</l></block><block s="doSetVar"><l>sideLength</l><block s="getLastAnswer"></block></block><block s="setColor"><color>235,0,217,1</color></block><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><block var="sideLength"/></block><block s="turn"><block var="angle"/></block></script></block></script></block></script><script x="30" y="379.4999999999999"><block s="setColor"><color>145,26,68,1</color></block><block s="setColor"><color>0,12,245,1</color></block></script><script x="30" y="439.4999999999998"><block s="setHeading"><l>90</l></block><block s="doGotoObject"><l><option>center</option></l></block><block s="clear"></block></script></scripts></sprite><watcher var="numSides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="sideLength" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="angle" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="numSides"><l>5</l></variable><variable name="sideLength"><l>50</l></variable><variable name="angle"><l>72</l></variable></variables></scene></scenes></project><media name="Polygons" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>