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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="0" y="2.842170943040401e-14" heading="177" 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="up"></block><block s="doWait"><l>.5</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doForever"><script><block s="down"></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>60</l></block><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>60</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="testCasesStarterForAssignment_KATIESHIN" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>