<snapdata remixID="12756147"><project name="Polygon Challenge" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Polygon Challenge"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="triangle" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="setColor"><color>32,216,0,1</color></block><block s="setHeading"><l>90</l></block><block s="up"></block><block s="doGlide"><l>1</l><l>-170</l><l>114</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>-56</l><l>114</l></block><block s="turn"><l>90</l></block><block s="doGlide"><l>1</l><l>-56</l><l>77</l></block><block s="turn"><l>120</l></block><block s="doGlide"><l>1</l><l>-170</l><l>114</l></block></script></block-definition><block-definition s="square" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>255,57,46,1</color></block><block s="doSetVar"><l>square</l><l>0</l></block><block s="down"></block><block s="doUntil"><block s="reportVariadicEquals"><list><block var="square"/><l>4</l></list></block><script><block s="doRepeat"><l>30</l><script><block s="forward"><l>2</l></block></script></block><block s="turn"><l>90</l></block><block s="doChangeVar"><l>square</l><l>1</l></block></script></block></script></block-definition><block-definition s="pentagon" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>71,101,255,1</color></block><block s="doSetVar"><l>pentagon</l><l>0</l></block><block s="down"></block><block s="doUntil"><block s="reportVariadicEquals"><list><block var="pentagon"/><l>5</l></list></block><script><block s="doRepeat"><l>20</l><script><block s="forward"><l>2</l></block></script></block><block s="turn"><l>72</l></block><block s="doChangeVar"><l>pentagon</l><l>1</l></block></script></block></script></block-definition><block-definition s="asterisk1" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doGlide"><l>1</l><l>-16</l><l>2</l></block><block s="setColor"><color>63,255,246,1</color></block><block s="down"></block><block s="doGlide"><l>1</l><l>-18</l><l>24</l></block><block s="doGlide"><l>1</l><l>-16</l><l>2</l></block><block s="doGlide"><l>1</l><l>-31</l><l>-18</l></block><block s="doGlide"><l>1</l><l>-16</l><l>2</l></block><block s="doGlide"><l>1</l><l>12</l><l>-11</l></block></script></block-definition></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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