<snapdata remixID="14716005"><project name="testCasesStarterForAssignment_JEFFFUQUA" app="Snap! 11.0.5, https://snap.berkeley.edu" 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select="1"><scene name="testCasesStarterForAssignment_JEFFFUQUA"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" 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" 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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="-1.9779564093366844" y="-0.29560756600147897" heading="263" 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="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doForever"><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_JEFFFUQUA" app="Snap! 11.0.5, https://snap.berkeley.edu" version="2"></media></snapdata>