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select="1"><scene name="ROW OF 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="199.99999999999977" y="20.00000000000034" heading="90.00000000000057" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="239" y="104.5"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>-200</l><l>20</l></block><block s="doRepeat"><l>4</l><script><block s="doAsk"><l>how many sides should the polygon have?</l></block><block s="doSetVar"><l>numSides</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="doAsk"><l>how long should the sides be?</l></block><block s="doSetVar"><l>sideLength</l><block s="getLastAnswer"></block></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><block s="up"></block><block s="forward"><l>100</l></block></script></block></script></scripts></sprite><watcher var="angle" style="normal" x="10" y="10" color="243,118,29"/><watcher var="numSides" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="sideLength" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><variables><variable name="angle"><l>60</l></variable><variable name="numSides"><l>6</l></variable><variable name="sideLength"><l>82</l></variable></variables></scene></scenes></project><media name="ROW OF POLYGONS" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>