<snapdata remixID="10902706"><project name="Debugging" 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 var="numSides" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/><sprite name="Sprite" idx="1" x="179" y="-131" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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="53.00000000000003" y="10"><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?</l></block><block s="doSetVar"><l>amountOfShapes</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="amountOfShapes"/><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="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="setColor"><color>0,207,18,1</color></block><block s="down"></block><custom-block s="drawPolygon %s"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="up"></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><custom-block s="drawPolygon %s"><l>3</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="up"></block><block s="setColor"><color>78,0,232,1</color></block><block s="down"></block><custom-block s="drawPolygon %s"><l>4</l></custom-block><block s="doWait"><l>1</l></block></script></block></script></block></script></block></script></scripts></sprite><watcher var="amountOfShapes" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/></sprites></stage><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="%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><block-definition s="drawingShapes %&apos;numShapes&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="numShapes"/><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="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="setColor"><color>0,207,18,1</color></block><block s="down"></block><custom-block s="drawPolygon %s"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="up"></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><custom-block s="drawPolygon %s"><l>3</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="up"></block><block s="setColor"><color>78,0,232,1</color></block><block s="down"></block><custom-block s="drawPolygon %s"><l>4</l></custom-block><block s="doWait"><l>1</l></block></script></block></script></block></script></block></script></block-definition></blocks><variables><variable name="numSides"><l>0</l></variable><variable name="amountOfShapes"><l>10</l></variable></variables></project><media name="Debugging" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>