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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"><watcher var="sideLength" style="normal" x="10.000000000000215" y="10.000000000000007" color="243,118,29"/><watcher var="numOfSides" style="normal" x="10.000000000000215" y="31.00000199999991" color="243,118,29"/><watcher var="angleTurn" style="normal" x="10.000000000000215" y="52.00000399999994" color="243,118,29"/><sprite name="Sprite" idx="1" x="208.64864864864822" y="-21.89189189189189" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="16"><costumes><list struct="atomic" id="17"></list></costumes><sounds><list struct="atomic" id="18"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16" y="13.333333333333343"><block s="receiveGo"></block><block s="doRepeat"><l>4</l><script><block s="doAsk"><l>How many sides do you want on your polygon?</l></block><block s="doSetVar"><l>numOfSides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Side length?</l></block><block s="doSetVar"><l>sideLength</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>angleTurn</l><block s="reportQuotient"><l>360</l><block var="numOfSides"/></block><comment w="90" collapsed="false">The ext. angles are 360.</comment></block><block s="down"></block><block s="doRepeat"><block var="numOfSides"/><script><block s="forward"><block var="sideLength"/></block><block s="turn"><block var="angleTurn"/></block></script></block><block s="up"></block><block s="forward"><l>100</l></block></script></block></script><script x="403" y="88"><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block></script></scripts></sprite></sprites></stage><variables><variable name="sideLength"><l>50</l></variable><variable name="numOfSides"><l>6</l></variable><variable name="angleTurn"><l>60</l></variable></variables></scene></scenes></project><media name="yHernandezRowOfPolygons" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"></media></snapdata>