<snapdata remixID="14992596"><project name="Drawing Polygons" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="Drawing 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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s="doWait"><l>.05</l></block><block s="forward"><l>20</l></block><block s="doWait"><l>.05</l></block><block s="turnLeft"><block var="anglemeas."/></block></script></block><block s="up"></block><block s="gotoXY"><l>-60</l><l>-10</l></block><block s="down"></block><block s="changePenColorDimension"><l><option>hue</option></l><l>15</l></block><block s="doRepeat"><block var="sideno."/><script><block s="doWait"><l>.05</l></block><block s="forward"><l>40</l></block><block s="doWait"><l>.05</l></block><block s="turnLeft"><block var="anglemeas."/></block></script></block><block s="up"></block><block s="gotoXY"><l>50</l><l>50</l></block><block s="down"></block><block s="changePenColorDimension"><l><option>hue</option></l><l>15</l></block><block s="doRepeat"><block var="sideno."/><script><block s="doWait"><l>.05</l></block><block s="forward"><l>80</l></block><block s="doWait"><l>.05</l></block><block s="turnLeft"><block 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