<snapdata remixID="11894199"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACJNJREFUeF7tnX1MVlUcx7+AAoLAQwqhFphLV87Zi72IuaIsbGnZKtOWuSbqXFrW1tbbWmut0q2tsv4qqVbWSi3XyywzC8MXsjStWVYzX0pEkEAMDASfdmho7uHh3Odyzz33nPvlT87v/s7v9/l9dh944Dk3KRqNRsEvEtBEIIkCaiLv07ZPPlMh3emJR0ukMaoCKKAqsgHJKwTsSTDZuuo2KKBqwprzywSTrasunwKqJqw5v0ww2brq8imgasKa88sEk62rLp8CqiasOb9MMNm66vIpoGrCmvPLBJOtqy6fAqomrDm/TDDZuuryKaBqwprzywSTrasunwKqJsz8PRKggBREKwEKqBU/N6eAdEArAQqoFT83p4B0QCsBCqgVPzengHRAKwEKqBU/N6eAdEArAQqoFT83p4B0QCsBCqgVPzc3VsC3G5biztzZcScoW+fog0HASAFXNL6JqZGZUoJO46SJGKCMgJECbmj+EuMzr5FCcRonTcQAZQSMFLC8/iWUDbhXCmVp/RLMHnCfNI4B+ggYJ+DHTStwY/ZUx8Q+aVqJydm3OY5noL8EjBNwQ/M6jM+c4JhSovGOEysIlP17vGxdQUnKUxon4EuHF+HegQ87BpNovOPECgJlgsnWFZSkPKVRAq49+gmuy5qcMJR1R1djQtYNCV/n9wUywWTrftfrxX5GCSgafrHuacwZcD8ykjOl/becaMar9S9gYd5j0tggBMgEk60HoYdEazBOQNHgV39/hrSkdIzLjH+s2KbmCrRF21DSvzRRJtriZYLJ1rUV3ouNjRRQ9PvjsW34tfUn3BqZEdP+ysa3cF76KIxKv6gXaPy/VCaYbN3/inu/o7ECdrX+TkM5Lskoxoi0kZ1Cbm2pwh25s3pPRkMGmWCydQ0l93pL4wUUBMTL7bctG3FpxhU9viz3mpbiBDLBZOuKy1OS3goBlZDRkFQIJvvSeZyurDY36xTQDTVe4xkBCugZSiZyQ4ACuqHGazwjQAE9Q8lEbghQQDfUeI1nBCigZyiZyA0BCuiGGq/xjAAF9AwlE7khQAHdUOM1nhGggJ6hZCI3BCigG2q8xjMCFNAzlEzkhgAFdEON13hGwFMBK3dWoCB1CIYPH+5ZgUxkNwFPBRSoxn8zErt2/4yZI+egYPdQzJ1wDyKRiN0U2Z1rAp4LuGPHDkzYeSH6XnCqprTKHMy7aQHyqopQdssc18XyQvsIeC6gQDR/VRk+GPFaDK2OGmBi682YfHwaJt04CUvrX0R7tCMmbktLJZYP/cI+2uwohoDnAq6vX4vpNf99Ei16HDjruxGYVnIHRv9ejImlE/HDsa0YmnouslNy4o6jqaMRe9t2Y3S/MRyZ5QQ8FfDrrRWY8ektmF82H3lbCjFrSuzLrdOzWpzGWT4f69vzVEAntJyeWFVevwRlPNnKCVKjY3wVUHxsMpKSi/w+g6TQDrUfhHgpHp52vjSWAeYS8FVA8YHx2yJ3OabFE04dozI20FcBlzW8ihm5zt+G4TnP7rwy6fPDvgm4v20PooiiKHWYY6riN+GUpBSc3Xeo42sYCFDAbiwQpxe0Rv/B1f2vd+yIk0OIHCcLUSAFjDPs49E2iAMjH8h7HElIiquEuFM+X/dU50GUfZNSQ6SON61SQAlHcdBkZnL/bs9xEXdKca7ftVmTvJlGCLNQQAdDr2r+Gk0nGlGaddPJ6DVHP0JOcgRjM690kIEh8QhQwATcePnw4s5T78Xp9wsGPpTAlQylgB45cKSjATkpuR5lYxreAemAVgIVlXuxvnJvjzUE5Zg3394H1DoRbh5YAhQwsKMJR2EUMBxzDmyXvgt48I0qDLp7bLdAjm7/E+2Nx5Bbov9DTbXvbUP+tIvjDq52xTbkT42/HtiJB6ww3wWsX/MzcorPQZ/s9BgU+59bh8IHnT8HTjXLmre2oOCuy2K2ifd91fXYmN93AQXEP19ej7MWXHUaz4Yvf0HmqMFIzc8KDOfq1zZj8KzimHrifT8whRtUiBYBj1TtQbS1HZGrTr3U1iz7FgUzLg0cutoV3yN/6qkH3tS+vx35t14YuDpNLUiLgALW/4WrXroJg2ePCyTDhorfkFaQjYzzzkTzrkNoq2kKxM+ogYTloihtAkY7TqB25XbkTRmNv77YhYGTR7ko359L9j37OYoeKcW+RWtR9PB1/mwakl20CSj4Vr+yEUhOCuzdr8uBf/b9hYOvb8agWcVILzwjJGr406ZWAUWL4iUuCG+7yHB3tLQhJYP/myjjlOi6dgETLZjxdhGggHbN07huKKBxI7OrYApo1zyN64YCGjcyuwqmgHbN07huKKBxI7OrYApo1zyN64YCGjcyuwqmgHbN07huKKBxI7OrYApo1zyN64YCGjcyuwqmgHbN07huKKBxI7OrYApo1zyN64YCGjcyuwqmgHbN07huKKBxI7OrYApo1zyN64YCGjcyuwoOjYA8bCiY4oZGQIGfhw0FT8JQCcjDhiigdgI8bEj7CE4rIFR3QNE5DxuigNoJ8LAh7SM4WUDo7oCicx42RAG1E+BhQ9pH0FlAKO+AwUDPKiggHdBOgHdA7SMIdwEUMNzz19691QL+saQC7Q0tcSGL9wQv/mqh9iGEuQCrBRSDrV2+Dfm3d/9Eo0PvbsWZ08eEef7ae7deQHGXSy/MRb9hA0+DfeCVjRgy9wrtAwh7AdYLKAbc9ZePrmFH2ztQ9+GPfOBMAOxXIuCeJ1f32Jp4QpKfJ+O3/FaH1gONJ/esefMbFMy8PAD4WYISAfctXouih7p/oEv96p3IvXoEkvv19ZV+1yO2jmzaA3EHjFx5rq/7c7PuCSgRsHnnQbTV/d3tXa66fDMGl8U+ANCPAVWXb0L0+AkMmTfej+24hwMCSgTs/O2zm4f66X7Mad2qHTij9HykZPKBMw7c8CXkXzL4NtW1reShAAAAAElFTkSuQmCC</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="-152" y="20" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="24,212,0,1" 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="11" y="34"><block s="receiveGo"></block><block s="up"></block><block s="clear"></block><block s="doRepeat"><l>10</l><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="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>24,212,0,1</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="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><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>0,12,127,255</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script><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></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>