<snapdata remixID="9983028"><project name="Debugging Assessment" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><watcher var="polygonCount" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/><sprite name="Sprite" idx="1" x="-162" y="170" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,105,4,1" pen="tip" id="11"><costumes><list struct="atomic" id="12"></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doAsk"><l>How many shapes do you want to draw?</l></block><block s="doSetVar"><l>polygonCount</l><block s="getLastAnswer"></block></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><block var="polygonCount"/><script><block s="up"></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="down"></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="yPosition"></block><l>-160</l></block><block s="reportLessThan"><block s="yPosition"></block><l>160</l></block></block><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><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="doIfElse"><block s="reportLessThan"><block s="xPosition"></block><l>0</l></block><script><block s="setColor"><color>0,130,6,1</color></block><custom-block s="drawPolygon %s"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="setColor"><color>0,7,181,1</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><block s="setColor"><color>255,105,4,1</color></block><custom-block s="drawPolygon %s"><l>8</l></custom-block><block s="doWait"><l>1</l></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawPolygon %&apos;sideCount&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="sideCount"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sideCount"/></block></block></script></block></script></block-definition></blocks><variables><variable name="polygonCount"><l>11</l></variable></variables></project><media name="Debugging Assessment" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>