<snapdata remixID="10463949"><project name="polygon" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-3.183231456205249e-12" y="-1.4722445484949276e-11" heading="305.21035679871056" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="25.999999999999986,44.19999999999992,145,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="37.8125" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doAsk"><l>How many shapes do you want?</l></block><block s="doSetVar"><l>numSides</l><block s="getLastAnswer"></block></block><block s="down"></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="doIfElse"><block s="reportLessThan"><block var="numSides"/><l>30</l></block><script><block s="setSize"><block s="reportProduct"><block var="numSides"/><l>15</l></block></block></script><script><block s="setSize"><block s="reportProduct"><block var="numSides"/><l>1.5</l></block></block></script></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>70</l></block><block s="turn"><block var="angle"/></block></script></block><block s="doSetVar"><l>numSides</l><block s="reportDifference"><block var="numSides"/><l>1</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="doIf"><block s="reportEquals"><block var="numSides"/><l>2</l></block><script><block s="doStopThis"><l><option>all</option></l></block></script></block></script></block></script><script x="372" y="12.000000000000028"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script></scripts></sprite><watcher var="angle" style="normal" x="8" y="32.000005999999985" color="243,118,29"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="6" y="12" color="4,148,220" hidden="true"/><watcher var="numSides" style="normal" x="7" y="10.00000399999999" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="numSides"><l>2</l></variable><variable name="angle"><l>120</l></variable></variables></project><media name="polygon" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>