<snapdata remixID="10784432"><project name="testCases" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAER1JREFUeF7tnXmcFMUVx3/d0zO9CAYihyLrEVDYoMihgBEEBUVAvEiMqGhQFHBDJHgAcngAIhgBQUXkUKIoa1QkinKIK7ILQU7RwKKwiHII7GI4Zbunpzuf6qGXmZ4+d0ent7vqH2D61fXel+rqqlevGEVRFNBENZAhDTAUwAxpnlaraoACSEHIqAYogBlVP62cAkgZyKgGKIAZVT+tnAJIGcioBiiAGVU/rZwCSBnIqAYogBlVP62cAkgZyKgGKIAZVT+tnAJIGcioBiiAGVU/rZwCSBnIqAYogBlVP62cAkgZyKgGKIAZVT+tnAJIGcioBiiAGVU/rZwCSBnIqAYogBlVP62cAkgZyKgGKIAZVT+tnAJIGcioBiiAGVU/rZwCmGYGGIbB8OHDsX79eixevBhnnHEGfvrpp/JayHOjYBSFhYVo3769ZWvyNkzGFzuX4Nqc29G96V8q1PLB87uq+dqefx16tRpsWsbE/IF4uNOLFarDTSYKoBtt2cgmwtW1a9ckAMmz0tJS1KlTB/PmzUN2drYKHPmdpIKCAvXPPn36YPv27cjNzUVeXl45vDNWjULb87qgeYMrVTkCCEkEkic+vgN1azTAwA7/wLilfdXfh3eZjRdXPIri0q8xuefi8pYTiAl42p+knJJjezD+xvdB6ijat1aFc8+hYgpgGtn4VYoyAlADTBv1yL8bNWqkQkbSs88+iyFDhkAbATVwE8EkoJKRi4CkjWDZtS5QAdFGRVLWn1sNwr82TFHL1WTJnwSsfleMUX/Xj4CJkA774BaQcgnIGqC/tOLoCJhGDRNoiouL8e677yI/P18dATWQyOhHfh8wYIBaowYkAbBv374oKipSR8TEkXPbtm2oXbu2Kr9pTwHmb3oZT3V/S4VIAzD/23dw+EQpalarg0satMf8TdPKR0oN2sTXqX4EJKNng1qNVEDJ6ElGTpISoU2jilKKogCmU7tHBOA3fDpL/FXLIqBe0+Q2FO1fZzk/TGejKIA22lRKjiN6y+tgWtRHqM9lYHLqgakRMcwlf1MC5rfVEJtUAJIvPPtP6bSVL8uiAJqYNTp4IULXXAD2+hwITZ4D/80jlgAILaaA/3JQioyyZhfErq8i8s0jYOpW9yVElekUBVCnvbLTRiHr5/iEXZ2rHRfBVDce8TQZoekk8FsecmQHsdNMcEM6gO3axJG834UogABib2yAsvN/4EZ1TrF3dMQShJ++zpQD4ayx4PeNdMWJeMU0KFtLwP/0hKt8fhQOPIDSzDXg7m9TIduKORMR2fqwo7xCg3Hg9wxPko3NWINQv4rV7ajSKiAUXABPRIFqYZTxI5AlPG1oKrH5FEQ2pc7r1Ffzt6VgGtexNbH+lW6UQXpqGbgnrrEty48CgQRQzi8G26mRas/YwiKEevzetW3lr/eBbXaWaT556wEwtas7/vAQL5qEyGZn80jXjfVwhsABKD2dD25EJ1uTKMcEMDWM1/SE5s+D3/R383mhzXOzjMp/94PJrgnUyrJtn18EAgWgeMM/EfnQ2Sa+2H46IoXxXQs3Sch+Bvzux9xkSZEVr5mFyLL7KlVGVckcGADL6oxGVunjju0Svf89hGf+MUVeGrkU3NguhuUIlzwP/ivzkdEok7KtFLEFmyEv2ALUqga2dTaY1tkIXZ/juK1VWTAQAArnTwC/c6grO8VmrkHI4Os49voGhO5ulQrmC6vA/e0K2zpiH2+FNOB9RL4eDKam+as2Nm01QrmX25ZX1QV8D6D0xCdAiAX3eOoan5Xx5C/3gm1xdtrsKw1fooLL5NR1XKbQcgr4jcZf4Y4L8big7wHEoTIInWaA3/BgpU0h/3cf2ItTv3zFHnMQWdjHsHwCMk7nwTaKe7W4TieXi1znqyIZfA1gtMtshJf2heUruOQ4YLBHKxd8B/bK3yWZUez4CiKf90/6zWqrzskesh0n8qfbwXa+wE6syj73NYCaVeTPisFeHV/30yfh0qng16eOjtGHP0J44vVJ4mX1xiDrwKhkKE2+WM0+YipCipPF7IqU64U8vgVQqPE4+GOjbXVs9lEhNHoWfPGQpPzRHnMQNnnVJgpG/zgX4fd629btRkDeuBdsy/TNSd3U/UvK+hZAvdKkUUvBjTFePjFSsDR8Mbhx8QM8WtJvmUX7vIPwnFuTR8SrZiCyvJ+lzWJzNyI2ZSVY4u5180Vg256jypP5orJ2N2KTC8H2bwtuULvycpTdh+OL1D5LvgTQyDdPem4FuEc6GJpP7DIbkZOHeazsG73tLYTfvqNcJHpnHsJv9joF6KAPwU25wbCI2KvrADGG0IC2rhAic0D5sx3q2qO84juwHZLnpa4K86CwLwE007Oy5QCYpvUcm0H+fAfYjg3L5a0cF8wKlSYWqCMc2/58x/WaCZaFhyMrOq7S5XipAN8BKLZ+EZG18SOL+mTl26cf3Uhe8dpZiHxyaktMvP41RD66x3gUNfhCjv5pLsLvpm8uqKzbDeaybC/xU+m2+A5A+asfwV5S31Qx0pSVSXMrNxok8zOyTWaX5P/8ALZNtroATpO1BnwHIOlu7PlChP5uHWXASC3S+OXghl2V9Ei47AXw6/6WKv7jUaD+6ervwnnjwX8/TP27UrgTTBpet1avdO7h+OF0PyRfAagcOgGmVjXE3tyI0J0tzUfBCZ+DG9rR8LnQcAL4Hcn7xsR9XttCkwYvBDe5B6RRn4Abc21SGfKW/WCbnplSrrxsO8S73lY9cViTV6g0uRCx2WsRWdIXTIPfmLZdbPcyIisf8AN7ah98BaD02GJwz8SXTuzWAaO930Z47m3GEF74D/DbHj31rPQ4UCd+oi06dBHCE7qVP1PW7wFzaQPjclpOBb+xAluACiC0mwZ+Va5vQDPriK8ALGOGIUsZX97X2Jz1CPW51HwktFg2EWqPBn/wlPuW2GkGIvnx9T3lwDEw9Wqof9fcvKID3kd4+i3qb+TkWyT//rTAI+j/M6SlVO8U4isAE0dATcXKD4fAnFvLVOPyom/AXtVQPR+iT1L/98G9EodKhe3MscjaPxLR/vMRfqWn+lts3peQP/9OhS/28mqEHki/C1Xsna8RurVZeTuivd5COO/UeqR3cHLfEl8BqM0B9Wpwso0l5EwEb3LCLenVfvIMsLzyexBn0tDtzQGeg1B3DPiS+D6xcvBnkGUdciid7HSQjxWGYyGv3Q15zS5wD7YDNzp5/ujEdNKkAnAPXYmKems7qePXlvEVgFbKi01dhdCD1g6jiiQjevUMRApSXfGV4oMgvoXhub0gDV0Ebnw3iG1eBHt1Q8TmbVJ3RMiic+Tfdzu3YZmEsmojk6YNdpnJWqb89lfgtyfMUe0yefh5YABU52YGi8VmthG7vQrm9/UQntQjRSTaO09d45MLd0LZdRjhGT1Vly7li11g25wTXwM8OUd0anvxhjmIfGjsU6gvQzh7HPi9yWeMndbjNTnfAOjmkLcbY2sGU/YfUx0FyCuUIc4DJGhRv/lgzqkJtt15UGQFkbmn9oW1fNJDCyEXHUBk0b2ObO/kP4nRro2jwj0o5BsAiW6lEUvAWYTR0Otf/Wo+MRbI4hybRrzpdZCFYOKIQOZ/xFEgsmYgpGGLwE3oBjI6ck9dC8bAA1q8cjrCn/VT54OVmS7EXliFkIPzJ447lUFBXwGoQnhyou5Wp9Ljn0CauhKhNueo221kPqjsPQJ5wWaELj8XXN4dYGqfphZb/sEhSIjlfQXmgtrqKJgYpMjoi1xrk9UHjyZj9eGkbNwLxie+gb4DUDOgfunCLZBm8tK0/4DL/QPIuh/b8XcI3d5CFdWWZrSlGi0/eU2rc0R9OhGFvHwH2G7mUbLslpDS1adMluMrAEtKSlC37qlTZ+lcxE1cXNYWnRPPGicuTicuWqsjpm5RO9Hg0Qc/QHjqjaYM2C2mZxKedNTtKwA/aNgfN+54JUUvJBxaZGUuEA9I7yoJFttp+m24pG26hO07FUKLHQ3xzjxEEhxb9Q2021Z01SGPCfsKwM3hB/D9k5ei+wjjsBbKniOIXjcbbN/W4AYbe8vI63ZDDeHxxm2qy7w+GTkcaI4JmqMCyZPowFA+9zNwdNCeSROWgxua7ImTWLedg4XHuHLcHF8BuLra/WhRVhuluwaq93CkO5F1P82zOckF68ejYE66ZiXWaeQcGxu/HCGdy5eTdmouZuk+MO+k7l9SxlcArj13MJrt4rGl5lG0OvRS+vQWkyGv2Q32D+falunUadWoIDtnWeJsS0J2aE4Pto2pAgK+AvCLzmPQPP+4qvaPB9ZFzxecRS+1spORW73VYrHebV/v1k/qslpItgp+RLYCyRqjn5KvAFzReyLavFlSbp8fiu5B45yKBQNXVn6P2Oof1EVnN0l/cEl/sMmuLKuDU0L2OPC7/bEFp+nBVwB+lDsJnV8+UG7jnaEjyJGm2dk86Xls+hdAJITQvZcZ5pN0PoR6x1an22RWR0GtjpC66kwVEPYXgONmo/OIbVg9tSWq59THt/fOAtusPm7tfpM6dyJfvmSXQ4t6RZwH1Nh8y7YjNKgdQr3N3fiJLUWDQ+f6w+lG8Z6NDrlbsWF0iF5oNTUtAZa8xqSvACxYsARMr3+hfVn8vjOSjh49itNPjx8eqkwSe76ByPy7bIswOrppFOaDFGQWFsS2Eh8J+ApAcrmfEo2hcdMciJe/hMjqv6bFVGaBhsTOMxH5NNn13iiAkVGgI9Iws8BI5FliQCU/fnz4cg6op42EwzCbyzkl0+ouEKPQbEZfyEah3tT6TULDqXAmRHWVl24D2+VCp02uUnK+GgHTqXm5+CCYYyKY5saH3KM3/BNhg4DnZkEs3bZNm/NJzywH95j5Donbcr0m73sAlc37wVyUelbXzBBkC43Mzbhx5tdzuTViRXYvpNGfxqNnXXGe2+qqlLzvASTWiN73HsKzUiPea5ZSDpdBbDYZ3PRbEOpuH53ezCHU7KPCLOC5FSny0m/BdmlcpWCqSGMDASBRTFn1UeAe7ai61ONwGdibmyJ080VgLrS/bitRsVZXMZjtYriOlqqQkAEVMWfVyxMYAIlppCeXgXuy4neyVfQSGj8do0w34oECkCiPvG6t7ucwU3BlrueyuvYrpb6fo8BpqYfk0214r5QXPAC3loCc8SU3oTtJSslxKAePg80xD2yp3vF2sfMPHa1eeWER2ISLEp3ewOmk3VVFJnAAaoYRu7+GyMfGwSY1GafR6a3AsbryNdFxwe/XMZj9hwgsgOUgGkQ9Nbpc2kyBbi6t1pdBDiURD23e5L7iqjKKVaadgQeQKC/2YZEadsPtbUrCWWPB7xtpqn+rkMBlWSORVTa2MrbzRV4KYIIZhfPHg98Zj3RqlxLPAJvJGm3VCfXGgNdddmNXl5+fUwANrEvu6w2//mcwZxtHKjW6BkJfjP6aLjOPGD/D5aRvFEAbLZGQatI974Dp1gTcox1ALj9kGlsvXksTVwB7jkCatRah7k18E8vPCVBuZSiAbjVG5oyz1kLKXQC0qA8IEkL3tUHovtZgDIJcVqD4QGWhAAbK3N7rLAXQezYJVIsogIEyt/c6SwH0nk0C1SIKYKDM7b3OUgC9Z5NAtYgCGChze6+zFEDv2SRQLaIABsrc3ussBdB7NglUiyiAgTK39zpLAfSeTQLVIgpgoMztvc5SAL1nk0C1iAIYKHN7r7MUQO/ZJFAtogAGytze6ywF0Hs2CVSLKICBMrf3OksB9J5NAtUiCmCgzO29zlIAvWeTQLWIAhgoc3uvsxRA79kkUC2iAAbK3N7rLAXQezYJVIsogIEyt/c6SwH0nk0C1SIKYKDM7b3OUgC9Z5NAtej/wyvhAvrJbeoAAAAASUVORK5CYII=</thumbnail><stage name="Stage" width="480" height="360" costume="1" 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" 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</pentrails><costumes><list id="2"><item><costume name="clickGreenFlag" center-x="191" center-y="133" 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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts><script x="127.76422764227641" y="116.8780487804878"><block s="receiveCondition"><block s="reportMouseDown"></block></block></script></scripts><sprites><sprite name="Sprite(4)" idx="4" x="14" y="-82" heading="135" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="179.928,183.6,0,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="doWait"><l>.5</l></block><block s="gotoXY"><l>14</l><l>-82</l></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>40</l></block><block s="turn"><l>45</l></block></script></block><block s="bubble"><l>this code is correct</l></block></script><script x="323" y="70"><block s="clear"></block><block s="up"></block></script><script x="365" y="137.16666666666666"><block s="hide"></block></script></scripts></sprite><watcher scope="Sprite(2)" s="xPosition" style="normal" x="7.7083333333332575" y="7.708333333333336" color="74,108,212" hidden="true"/><watcher scope="Sprite(2)" s="yPosition" style="normal" x="7.7083333333332575" y="23.89583487499999" color="74,108,212" hidden="true"/><watcher scope="Sprite(4)" s="xPosition" style="normal" x="7.7083333333332575" y="40.08333641666667" color="74,108,212" hidden="true"/><watcher scope="Sprite(4)" s="yPosition" style="normal" x="7.7083333333332575" y="56.2708379583333" color="74,108,212" hidden="true"/><sprite name="Sprite(2)" idx="3" x="-149" y="-120" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="219.29999999999998,39.47399999999998,0,1" pen="tip" id="42"><costumes><list struct="atomic" id="43"></list></costumes><sounds><list struct="atomic" id="44"></list></sounds><blocks></blocks><variables></variables><scripts><script x="347" y="25"><block s="receiveGo"></block><block s="up"></block><block s="doWait"><l>.5</l></block><block s="gotoXY"><l>-149</l><l>-120</l></block><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block></script></block><block s="bubble"><l>This code is correct</l></block></script><script x="141" y="19.666666666666657"><block s="receiveGo"></block><block s="up"></block><block s="doWait"><l>.5</l></block><block s="gotoXY"><l>-149</l><l>-120</l></block><block s="doForever"><script><block s="down"></block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block><block s="bubble"><l>This code is incorrect correct</l></block></script></block></script><script x="199" y="347.16666666666663"><block s="hide"></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="45" y="94" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="80,80,80,1" pen="tip" id="84"><costumes><list struct="atomic" id="85"></list></costumes><sounds><list struct="atomic" id="86"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="32"><block s="receiveGo"></block></script><script x="35" y="145"><block s="bubble"><l>Sprite 2 should draw a single square. Run the Code to check the Test Case. If it runs correctly, then create a comment: "This code is correct." If it doesn’t, correct the code and create a comment: “This code has been corrected.”</l></block><block s="hide"></block></script></scripts></sprite><sprite name="Sprite(5)" idx="5" x="-86.60858367864375" y="-15.374556620002352" heading="340.5" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="247.35,0,118.72799999999988,1" pen="tip" id="94"><costumes><list struct="atomic" id="95"></list></costumes><sounds><list struct="atomic" id="96"></list></sounds><blocks></blocks><variables></variables><scripts><script x="535" y="76.83333333333326"><block s="clear"></block><block s="up"></block></script><script x="169" y="451.5"><block s="down"></block></script><script x="113" y="361.66666666666663"><block s="up"></block></script><script x="492" y="198.00000000000003"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block></script><script x="478" y="463.5"><block s="gotoXY"><l>10</l><l>10</l></block></script><script x="347" y="483.66666666666663"><block s="turn"><l>20</l></block><block s="forward"><l>30</l></block></script><script x="239" y="423.66666666666663"><block s="forward"><l>-10</l></block></script><script x="303" y="10"><block s="receiveGo"></block><block s="doRepeat"><l>18</l><script><block s="up"></block><block s="doWait"><l></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="forward"><l>10</l></block><block s="turn"><l>10</l></block></script></block></script></block><block s="turn"><l>45</l></block><block s="forward"><l>30</l></block><block s="doRepeat"><l>17</l><script><block s="turn"><l>19.5</l></block><block s="forward"><l>30</l></block></script></block></script></scripts></sprite><sprite name="Sprite(3)" idx="2" x="-154" y="67" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="0,155.54999999999998,6.222000000000006,1" pen="tip" id="150"><costumes><list struct="atomic" id="151"></list></costumes><sounds><list struct="atomic" id="152"></list></sounds><blocks></blocks><variables></variables><scripts><script x="21" y="20"><block s="receiveGo"></block></script><script x="10" y="123"><block s="bubble"><l>Sprite 4 should draw a single octagon. Run the Code to check the Test Case. If it runs correctly, then create a comment: "This code is correct." If it doesn’t, correct the code and create a comment: “This code has been corrected.”</l></block><block s="hide"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="testCases" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>