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select="1"><scene name="Row of Polygons"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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 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id="20"></list></sounds><blocks></blocks><variables></variables><scripts><script x="43" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-220</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doAsk"><l>How many polygons do you want?</l></block><block s="doSetVar"><l>numShapes</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many sides do you want to start with?</l></block><block s="doSetVar"><l>numSides</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>sideLength</l><l>30</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="setColor"><color>65,250,255,1</color></block><block s="doRepeat"><block var="numShapes"/><script><block s="changePenColorDimension"><l><option>hue</option></l><l>15</l></block><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><block var="sideLength"/></block><block s="turnLeft"><block var="angle"/></block></script></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="forward"><l>80</l></block><block s="doChangeVar"><l>numSides</l><l>1</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block></script></scripts></sprite></sprites></stage><variables><variable name="numSides"><l>16</l></variable><variable name="angle"><l>22.5</l></variable><variable name="sideLength"><l>30</l></variable><variable name="numShapes"><l>8</l></variable></variables></scene></scenes></project><media name="Row of Polygons" app="Snap! 10.4.6, https://snap.berkeley.edu" version="2"></media></snapdata>