<snapdata remixID="11985619"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACmxJREFUeF7tnWtQlNcZx/+wXBflJpcABowmsSTWAIoIJsGIUuvYmpZEKxRxqJdpJ7XJTDpN+6XTL20znWnaTmaot1SMZFKoWm1rG4xExohcBJFUEqPEQe4Cdbko12U751XWrAu7724Ou+flPOcLgs/7nOf5/3/7vvte9qyHyWQygQYp4CYFPAhANylP0yoKEIAEglsVmBLAuro6xMXFQafTubU4W5MbjUY0NzcjKSlJ2BqpMPsKWAF45swZBT53jL7rtWj919uYMI7bnD7m0ThEZr+JsbExBcKMjAx3lEtzclDAAsCqqirMnTvXnLasrAxr1qxRNQ07l/Hw8FBiq6ursWLFCuXfNTU1SE5OVpXj84LdWKtvfhDro4fu0QQYmyqsth96vRbd3d3K3wcGBpCSkqJqDgoSSwELAFtbW82msjJzcnJQXFyMgoICBAUFITw8HL29vViwYAG6urrg4+Oj/B4aGoqGhgbEx8cjMDAQjY2NSE1NxaJFi3Dy5Enl/2NiYmAwGNDZ2Yk5c+ZgdHQUUVFRuHr1KnJzczExMYEb+36EzMA2s0I+a19T/j364VtWqg2+Vo2Ojg7l7xEREUp+GtpTwALApqYm9PT0KF0cOXJEAeXOnTvQ6/Xw9vaGl5cXysvLkZ6eDnaoZoc+Bo6npyfq6+sV+KKjoxEZGanslWpra5GYmKjkKSkpwZIlS9DS0oK0tDQlDwO8qKgIS5cuxdatW9F26FULAHULV8InYw+G9mdbKdu35wLYC4aNsLAwBXYa2lPAAkB28jE4OKgcShlw7CTE19cX4+Pjyt/Y718+1LI94PDwsAIgGywuICAAIyMjCrgMRJaPDbYd+79JKNnfGdCTo6+vD71/fQNrA1pUqdi16yO0t7creRngdDKiSjbhgqxOQo4dO6YUyQ65rh6hAT7wbyi+Dyxw/y2l1e+6J9JxcyIEDFoGYFZWlqtLpfk4KTDlZRj2Xo2dkLD3aTzH5EnKVDkn96xT/Zwqnu192YlHcHAwzxIpl4sVoAvRLhacprNUgAAkItyqAAHoVvlpcgKQGHCrAgSgW+WnyQlAlQzU4iLqUGMzOgd50EOvMiOFMQUIQJUcnMc5rMJzNqPfwX7kY6fKjBRGAKpkYAxjuIJPkADbj35VogIrkaYyK4URgCoZOIC92IHddqPZYToBidBB3Oco7Tbh4gA6BKsQvBqVWIGVKiIBtbCqSiZBEAFox2QTTGAApiBVFQ41qEIy6NlEVWLRSYh9mRw9sVBzsmJ/VnkiaA9ox+saVCJZ5eF3MlUh3kEe8uWh6Ct0SgDaEW8/CrATP3RI4jMoRQYyHdpG1mAC0I7zrWhR3gN+Fy/bZeQ6ruEzNGIjNtmNpYB7ChCAKkk4jQ8Qgxg8hSVTblGFC/CCN5ZhucqMFEYAOsgAu843ihGkYpXFloU4iJewBQGY42BGCqc9oIMMMADfRSF+gF2oQy0GMYDnsdrBLBQ+qQAB6CQL51AOPQLokOukfgTgVxSONuejAO0B+ehIWZxUgAB0UjjajI8CBCAfHSmLkwoQgE4KR5vxUYAA5KMjZXFSAQLQSeFoMz4KEIB8dKQsTipAADopHG3GRwECkI+OlMVJBQhAJ4WjzfgoQADy0VHzWd7/+2fo6R3Ct9fNQ2xsrMv6IQBdJrXYE/X392PLng4MmRbD0FGK3M3L4G+6gPzctfDz85ux4gnAGZNWe4nZut2v/z4MAcFPWxRv7DuJ/LyN8B3+B7K38n3amwDUHiczVvF0AJoG/ontuRugHz+FLS9vtDn/oePA9u+oL5EAVK/VrI60OAR3lmLb5uXKIXhHXqayYL3aQQCqVYriLBTgdRJCAHIGiy1KVIGPbWZdjHh6LP++QgQgZwDPogyrYfvryo6gEN9HHueZtZmOAOTs23t4F9nItZm1DwZ0oQtPYjHn2bWXjgDk6Bn7oPk8zEMIQqfNevvsNXgF+6My4b9Yh/VWcR2HKhG1Xd3KWhxLd1sqApCj9B/gFL6BDXYz3vzdh6j+aa/y2eAvj/H+YfRX3kBoZrzdHLMlgADk6ORRlCBLxZIco10D+OLKJejXxCEWD75rufXtcsx/JZ1jRe5PxQCzNRLigYSvqa+TrgNOoxVbE8YLXngEUarU7CyqQU1OG76FF5V4Q/k1ePp5IzBlgartZQ0iAKdx/gSOYxMcuKQPYO+Bn2H3jjeVjAzIR3LUfVG3rPCxvgnAady/iBplD8jWfFY79hr+gJ1+r6D7xGVEvJQID929r7GlMb0CBKANOthiREO4i2fxvE2G6nARgxhULka3H6gAJkyI3mW5gBFBOLUCBKAdMiYwgYPYp3z/x1Sr3z+8Rgy7LBOy+gniTaUCBKBKodjaz37wNy9GNIIRFKEQ+dilMgOFTaUAAegAFw2oRy96EYggjGGUvpTGAe2mCyUAnRDxMi7hGQdOTpyYQppNCEBprBazUQJQTF+kqYoAlMZqMRslAMX0RZqqCEBprBazUQJQTF+kqYoAlMZqMRslAMX0RZqqCEBprBazUQJQTF+kqUqTANp7LJy558jyENK4LWCjmgWQABOQJidKEhrAlj+dxfjtu1Zt1X8KsA+/sGfvkj76iRNt0yaiKCA0gEykW8V1iNicZKHX5Ef/ut6vReT3lomipcvrqHvhjzYffvUODcD8H4v9qTzhAWR7Ob/YEPgvDDMbzABc130eMZI/9m7rBXjrb5eUz6WIPoQHkAnY/JtSxP0806zl4WNGrDd9goisBNH1nfH62vZZvxCHvujB8M3bmvhogCYAvHutGyNtBrOg//lFFdb/OmXGzdXCBLeO1iN809fh4aUzl9v821LEvfHgBStyH5oAUHkveLRe2eP1VdzAX0qMePWtx0XW1aW1dRRWISrv3guSvWXxnR8M/ePhLq3B2ck0AyBrsP1gBUxjEzgd+azdfmW6TGMovw4Pbx2C0h4zv1DtCiRIgKYA7D5+WVnoRxfgI4h84pTR9udzymE4ekeaOEWpqERTAKroR9oQ451R/O/0pwh/8RlNaUAAasqu2VcsATj7PNVURwSgpuyyLJbuhGjYvNlQOt0J4ehi47bD8F/04Hbbw6mHmnrw1OFtHGecHanoTggnHw0fNwEmE4Kfs77AbDh3HR6enghatZDTbLMnDd0J4ejldCvKy7bSvKOS0p0QRxWbJt40ZkTPqSsI37TUHNF9ogFhG55WrvTTmFoBuhPCkYz2fectVhd9+HeOU82qVHQnhKOdXe9dRGT2ckz+5Jh61qaiOyEcrb1d9jl0gX4wDgwj5IUnOWamVKIpIOyF6Bu/+jce++U3RdOL6uGsgLAAcu6T0gmqAAEoqDGylEUAyuK0oH0SgIIaI0tZBKAsTgvaJwEoqDGylEUAyuK0oH0SgIIaI0tZBKAsTgvaJwEoqDGylEUAyuK0oH0SgIIaI0tZBKAsTgvaJwEoqDGylEUAyuK0oH0SgIIaI0tZBKAsTgvaJwEoqDGylEUAyuK0oH0SgIIaI0tZBKAsTgvaJwEoqDGylEUAyuK0oH0SgIIaI0tZBKAsTgvaJwEoqDGylPV/9tOn1R/UYFEAAAAASUVORK5CYII=</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><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"><sprite name="m" idx="1" x="180" y="48" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="63,94,255,1" 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="51" y="10"><block s="receiveGo"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doAsk"><l>How many shapes do you want to draw?</l></block><block s="doSetVar"><l>Amountofshapes</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="Amountofshapes"/><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="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><script><block s="down"></block><block s="setColor"><color>189,0,107,255</color></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="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="down"></block><block s="setColor"><color>53,255,46,1</color></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="down"></block><block s="setColor"><color>63,94,255,1</color></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></scripts></sprite><watcher var="Amountofshapes" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="Amountofshapes"><l>9</l></variable></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>