<snapdata remixID="9669604"><project name="Polygons and Variables" 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" 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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="0" y="100" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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" y="26"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="doAsk"><l>How many sides?</l></block><block s="doSetVar"><l>numSides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Length of sides?</l></block><block s="doSetVar"><l>lenSides</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><block var="lenSides"/></block><block s="turn"><block var="angle"/></block></script></block></script></scripts></sprite><watcher var="angle" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="numSides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="lenSides" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="angle"><l>72</l></variable><variable name="numSides"><l>5</l></variable><variable name="lenSides"><l>120</l></variable></variables></project><media name="Polygons and Variables" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>