<snapdata remixID="12991474"><project name="3.27 DeBug Assessment" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="3.27 DeBug Assessment"><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="%s"></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="false" hyperops="true" codify="false" inheritance="true" 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="Sprite" idx="1" x="-54" y="-80" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="132,0,26,1" 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="418" y="608.5000000000002"><block s="doIfElse"><l/><script><block s="down"></block><block s="setColor"><color>50,237,0,1</color></block><custom-block s="DrawPolygon %s"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="DrawPolygon %s"><l>3</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="down"></block><block s="setColor"><color>0,6,176,1</color></block><custom-block s="DrawPolygon %s"><l>4</l></custom-block><block s="doWait"><l>1</l></block></script></block></script></block></script><script x="47" y="23"><block s="receiveGo"></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="doIfElse"><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="down"></block><block s="setColor"><color>2,39,255,1</color></block><custom-block s="DrawPolygon %s"><l>4</l></custom-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="doWait"><l>1</l></block></script><script><block s="down"></block><block s="setColor"><color>132,0,26,1</color></block><custom-block s="DrawPolygon %s"><l>3</l></custom-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="doWait"><l>1</l></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="3.27 DeBug Assessment" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>