<snapdata remixID="14778697"><project name="test" 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="test"><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="-121" y="-150" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" 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="199" y="175"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="doAsk"><l>How many shapes?</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="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="up"></block><block s="down"></block><block s="setColor"><color>189,0,107,255</color></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="up"></block><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="doWait"><l>1</l></block><block s="up"></block><block s="forward"><block s="reportRandom"><l>100</l><l>-100</l></block></block><block s="up"></block><block s="down"></block><block s="setColor"><color>58,234,0,1</color></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="test" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>