<snapdata remixID="13823958"><project name="Debugging quiz" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Debugging quiz"><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="-8.999999999999773" y="54.00000000000003" heading="120" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="7,255,1,1" 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="10" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="doAsk"><l>How many shapes do you want to create</l><comment w="90" collapsed="true">The 2nd bonus question </comment></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"><block s="getLastAnswer"></block><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></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="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="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="setColor"><color>0,12,127,255</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block></list></block><script><block s="down"></block><block s="setColor"><color>7,255,1,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script><list></list><comment w="90" collapsed="false">I don&apos;t know how to make it where if its in the quadrant it&apos;s doesn&apos;t draw the square or triangle as well</comment></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>140</l></list></block><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>-140</l></list></block></list></block><script><block s="down"></block><block s="setColor"><color>232,127,0,1</color></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script><list></list></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Debugging quiz" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>