<snapdata remixID="14783184"><project name="11-3" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="11-3"><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><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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="19"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="20"></list></costumes><sounds><list struct="atomic" id="21"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="177" y="80" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,12,127,255" pen="tip" id="26"><costumes><list struct="atomic" id="27"></list></costumes><sounds><list struct="atomic" id="28"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="doAsk"><l>How many shapes would you like the be drawn?</l></block><block s="doRepeat"><block s="getLastAnswer"></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="doIf"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>255,5,111,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block></list></block><script><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="up"></block><block s="doWait"><l>1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block></list></block><script><block s="setColor"><color>33,255,44,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><list></list></block></script></block></script></scripts></sprite><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="10" color="4,148,220"/><watcher scope="Stage" s="reportMouseX" style="normal" x="10" y="31.000001999999995" color="4,148,220"/></sprites></stage><variables></variables></scene></scenes></project><media name="11-3" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>