<snapdata remixID="9846208"><project name="debug assessment Ami M" 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><sprite name="Sprite" idx="1" x="-30" y="171.00000000000003" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,148,39,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="659" y="46"><block s="clear"></block><block s="up"></block></script><script x="14" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="doRepeat"><l>10</l><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="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="down"></block><block s="setColor"><color>179,0,151,1</color></block><custom-block s="Draw Polygon %s"><l>3</l></custom-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>0,148,39,1</color></block><custom-block s="Draw Polygon %s"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="down"></block><block s="setColor"><color>45,0,255,1</color></block><custom-block s="Draw Polygon %s"><l>4</l></custom-block><block s="doWait"><l>1</l></block></script></block></script></block></script></block></script></scripts></sprite><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Draw Polygon %&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><variables></variables></project><media name="debug assessment Ami M" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>