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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="12.716803382638545" y="-29.958911334703487" heading="321" 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. 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="doGotoObject"><l><option>center</option></l></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>327</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="testCasesStarterForAssignment" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>