<snapdata remixID="10217904"><project name="Part 2 polygon assignment" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" 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</pentrails><costumes><list 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s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-60</l><l>0</l></block><block s="reportRandom"><l>20</l><l>180</l></block></block><block s="down"></block><block s="setColor"><color>89,255,9,1</color></block><custom-block s="DrawAPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="down"></block><block s="setColor"><color>45,0,237,1</color></block><custom-block s="DrawAPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block></script></block></script></block></script><script x="422" y="28"><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawAPolygon %&apos;Numsides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="Numsides"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Numsides"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="Part 2 polygon assignment" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>