<snapdata remixID="10872579"><project name="Unit 3 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 scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212"/><watcher var="numSides" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><sprite name="Sprite" idx="1" x="-154" y="-21" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="233,15,0,1" 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="251.66666666666663" y="10"><block s="clear"></block></script><script x="36.66666666666666" y="44.83333333333343"><block s="down"></block></script><script x="128.66666666666663" y="106.99999999999997"><block s="receiveGo"></block><block s="clear"></block><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="doRepeat"><l>10</l><script><block s="doIf"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="doSetVar"><l>numSides</l><l>3</l></block><block s="down"></block><block s="setColor"><color>233,15,0,1</color></block><custom-block s="DrawPolygon %s"><l>3</l></custom-block><block s="doWait"><l>1</l></block><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></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><block s="reportGreaterThan"><block s="xPosition"></block><l>0</l></block></block><script><block s="doSetVar"><l>numSides</l><l>4</l></block><block s="down"></block><block s="setColor"><color>41,23,255,1</color></block><custom-block s="DrawPolygon %s"><l>4</l></custom-block><block s="doWait"><l>1</l></block><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></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><block s="reportLessThan"><block s="xPosition"></block><l>0</l></block></block><script><block s="doSetVar"><l>numSides</l><l>5</l></block><block s="down"></block><block s="setColor"><color>0,225,37,1</color></block><custom-block s="DrawPolygon %s"><l>5</l></custom-block><block s="doWait"><l>1</l></block><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></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawPolygon %&apos;numSides #&apos;" type="command" category="control"><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><variable name="numSides"><l>3</l></variable></variables></project><media name="Unit 3 Assessment" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>