<snapdata remixID="12890502"><project name="perfectly done assignment" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="perfectly done assignment"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="polygon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><l>0</l><block s="yPosition"></block></list></block><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block></list></block><script><block s="doChangeVar"><l>x</l><l>-1</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>20</l></block><block s="turn"><l>72</l></block></script></block></script><list></list></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" 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