<snapdata remixID="14632841"><project name="Polygons" app="Snap! 11.0.4, https://snap.berkeley.edu" 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bv05ywiov5wYyiJGQEOlW3/OMgLqLyeGsogR0FDp1p+zjID6y4mhLLqMgIbynDmriwgwAuoiDcY1ghHQuLnXheeMgLpIg3GNYAQ0bu514fn/AQAA//+PWBSdAAAABklEQVQDANomKqvtJL6JAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="Polygons"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" 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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s="getLastAnswer"></block></block><block s="doSetVar"><l>numOfSides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many polygons?(1-4)</l></block><block s="doSetVar"><l>numOfPoly</l><block s="getLastAnswer"></block></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,39,15,1</color></block><block s="down"></block><block s="doRepeat"><block var="numOfPoly"/><script><block s="doSetVar"><l>sideLength</l><l>50</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numOfSides"/></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>25</l></block><block s="doRepeat"><block var="numOfSides"/><script><block s="forward"><block var="sideLength"/></block><block s="turn"><block var="angle"/></block></script></block><block s="doChangeVar"><l>numOfSides</l><l>1</l></block><block s="doChangeVar"><l>sideLength</l><l>15</l></block><block s="up"></block><block s="forward"><l>150</l></block><block 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" 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