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struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="Sprite" idx="1" x="6528.656852251097" y="18.939839974889765" heading="195" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="61.910569105691025" y="67.22764227642278"><block s="receiveGo"><comment w="89.99999999999999" collapsed="false">Create a test case. 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It could be a geometric drawing but you have the chance to use creatviity here, so it can be any program.&#xD;Your test case should run but have problems for others to correct.   </comment></block><block s="down"></block><block s="gotoXY"><l>-12</l><l>0</l></block><block s="doForever"><script><block s="forward"><l>5</l></block><block s="turnLeft"><l>15</l></block><block s="forward"><l>10</l></block><block s="forward"><l>5</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="testCasesStarterForAssignment_EmmaBozeman" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>