<snapdata remixID="12209712"><project name="my polygons" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="my polygons"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawPolygon %&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><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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="18"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="19"></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="142" y="37" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="19,187,0,1" pen="tip" id="25"><costumes><list struct="atomic" id="26"></list></costumes><sounds><list struct="atomic" id="27"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="17.000000000000007"><block s="receiveGo"></block><block s="up"></block><block s="clear"></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="doAsk"><l>How many times do you want it to repeat?</l></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><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="setColor"><color>189,0,107,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script><script><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="setColor"><color>0,12,127,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script></block><block s="doIf"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><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="setColor"><color>19,187,0,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="my polygons" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>