<snapdata remixID="11967004"><project name="Debug 2" 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="Debug 2"><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="103" y="-88" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,50,20,1" 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="23" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doAsk"><l>How many shapes do you want?</l></block><block s="doSetVar"><l>numShapes</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="numShapes"/><script><block s="gotoXY"><block s="reportRandom"><l>-240</l><l>240</l></block><block s="reportRandom"><l>-240</l><l>240</l></block></block><block s="doIfElse"><block s="reportTouchingObject"><l><option>edge</option></l></block><script><block s="down"></block><block s="setColor"><color>255,165,59,1</color></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><block s="xPosition"></block><l>0</l></block><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block></block><script><block s="down"></block><block s="setColor"><color>0,216,24,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><script><block s="down"></block><block s="setColor"><color>0,12,127,255</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><script><block s="down"></block><block s="setColor"><color>255,50,20,1</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script></block></script></block></script></block></script></block></script></scripts></sprite><watcher var="numShapes" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="numShapes"><l>30</l></variable></variables></scene></scenes></project><media name="Debug 2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>