<snapdata remixID="12246534"><project name="xyPositionColorChangeDebugProblem" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="xyPositionColorChangeDebugProblem"><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><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="18"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="19"></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher scope="m" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="m" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher scope="m" s="direction" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/><sprite name="m" idx="1" x="-135.0000000000001" y="133" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,220,11,1" pen="tip" id="28"><costumes><list struct="atomic" id="29"></list></costumes><sounds><list struct="atomic" id="30"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="17"><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="doRepeat"><block s="getLastAnswer"></block><script><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><block s="reportRandom"><l>-175</l><l>175</l></block></block><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-220</l><l>0</l></block><block s="reportRandom"><l>0</l><l>175</l></block></block><block s="down"></block><block s="setColor"><color>0,220,11,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-220</l><l>220</l></block><block s="reportRandom"><l>0</l><l>-175</l></block></block><block s="down"></block><block s="setColor"><color>247,146,0,1</color></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="doWait"><l>1</l></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblem" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>