<snapdata remixID="11967035"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, https://snap.berkeley.edu" 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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"><sprite name="m" idx="1" x="-41" y="152" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,154,53,1" pen="tip" id="25"><costumes><list struct="atomic" id="26"></list></costumes><sounds><list struct="atomic" id="27"></list></sounds><blocks></blocks><variables></variables><scripts><script x="34" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>0</l></block></block><block s="doRepeat"><l>10</l><script><block s="doIfElse"><block s="reportGreaterThan"><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>-165</l><l>-20</l></block></block><block s="down"></block><block s="setColor"><color>189,0,107,255</color><comment w="101" collapsed="false">This is the original code that I debugged. This code makes 5 blue squares and 5 red triangles. The triangles are located on the bottom half of the stage, which is due to the set x and y positions. The blue squares are located on the top half of the stage due to their set x and y positions.</comment></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script><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="down"></block><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></block></script></block><block s="doRepeat"><l>5</l><script><block s="gotoXY"><block s="reportRandom"><l>-200</l><l>0</l></block><block s="reportRandom"><l>180</l><l>0</l><comment w="201.123046875" collapsed="false">This code makes the Green Pentagons. This program only allows the pentagons to be drawn in the top left corner of the stage. These are made pentagons due to the procedure DrawPolygon. The user can input how many sides they want for their shape becuase of the prosedure DrawPolygon</comment></block></block><block s="down"></block><block s="setColor"><color>2,229,2,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script></block><block s="doRepeat"><l>5</l><script><block s="gotoXY"><block s="reportRandom"><l>-50</l><l>50</l></block><block s="reportRandom"><l>140</l><l>180</l></block><comment w="153" collapsed="false">This code makes orange octogons. Like the other codes, the orange octogans are only located in the top of the stage. This is due to the go to x: and y: block. The octogon is made due to the procedure DrawPolygon. This allows the user to pick the number of sides they want.  </comment></block><block s="down"></block><block s="setColor"><color>255,154,53,1</color></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="up"></block><block s="doWait"><l>1</l></block></script></block></script></scripts></sprite><watcher var="numOfShapes" style="normal" x="10.643015521064285" y="10.6430155210643" color="243,118,29"/></sprites></stage><variables><variable name="numOfShapes"><l>22</l></variable></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>