<snapdata remixID="11967122"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, https://snap.berkeley.edu" 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</pentrails><costumes><list struct="atomic" id="164"></list></costumes><sounds><list struct="atomic" id="165"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="-114" y="53" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,194,30,1" pen="tip" id="170"><costumes><list struct="atomic" id="171"></list></costumes><sounds><list struct="atomic" id="172"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="setHeading"><l>90</l><comment w="90" collapsed="false">This is the original code</comment></block><block s="up"></block><block s="clear"></block><block s="doRepeat"><block var="TotalShapes"/><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-200</l><l>200</l></block></block><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>175</l></block><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><l>190</l></block><block s="setColor"><color>224,146,0,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="doWait"><l>.1</l></block><block s="up"></block></script><script><block s="doIfElse"><block s="reportGreaterThan"><l>-175</l><block s="yPosition"></block></block><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><l>-150</l></block><block s="setColor"><color>224,146,0,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="doWait"><l>.1</l></block><block s="up"></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><block s="reportGreaterThan"><l>0</l><block s="xPosition"></block></block></block><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>0</l></block><block s="reportRandom"><l>0</l><l>230</l></block></block><block s="setColor"><color>0,194,30,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>.1</l></block><block s="up"></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>0</l><l>-180</l></block></block><block s="setColor"><color>189,0,107,255</color></block><block s="down"></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>0</l><l>180</l></block><block s="reportRandom"><l>0</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></script></block></script></block></script></block></script></block></script><script x="330" y="176"><block s="receiveGo"></block><block s="doAsk"><l>how many shapes do you want</l></block><custom-block s="Pentagons.Squares.Triangles %s"><block s="getLastAnswer"></block><comment w="139" collapsed="false">this is the procedure to condense the code. It asks the question &quot;how many shapes do you want?&quot; and the user&apos;s input will alter the total amount of shapes. The code is also able to create orange octagons only when at the top or bottom of the screen</comment></custom-block></script></scripts></sprite><watcher var="TotalShapes" style="normal" x="10.000000000001819" y="9.999999999999957" color="243,118,29"/></sprites></stage><variables><variable name="TotalShapes"><l>15</l></variable></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>