<snapdata remixID="14777749"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="xyPositionColorChangeDebugProblemForStudents"><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="60" y="-6" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" 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="52" y="17"><block s="receiveGo"></block><block s="clear"></block><block s="doAsk"><l>How many shapes do you desire?</l></block><block s="doRepeat"><block s="getLastAnswer"></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="doIf"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>189,0,107,255</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><list><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>60</l></list></block><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block></list></block><script><block s="setColor"><color>13,230,0,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><l><bool>true</bool></l><script><block s="setColor"><color>0,12,127,255</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script></list></block></script></block></script></scripts></sprite><watcher scope="Stage" s="reportMouseX" style="normal" x="10" y="10" color="4,148,220" hidden="true"/><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="31.000001999999995" color="4,148,220" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>