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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(2)" idx="1" x="100" y="-2.842170943040401e-14" heading="210" 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="clear"></block><block s="doWait"><l>1</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</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>