<snapdata remixID="14844572"><project name="testCasesStarterForAssignment_ThamarcusPowell" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="testCasesStarterForAssignment_ThamarcusPowell"><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" id="6"><pentrails>data:image/png;base64,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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><script x="247" y="218.33333333333337"><block s="clear"></block></script><script x="10" y="47.166666666666686"><block s="receiveGo"></block><block s="write"><l>Sprite 2 should repeat endlessly. if this scenario is correct please comment "This code is correct." if it is wrong comment " "This code is incorrect"</l><l>12</l></block></script></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="47.56336921535171" y="-37.403269009507085" heading="50" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="18"><costumes><list struct="atomic" id="19"></list></costumes><sounds><list struct="atomic" id="20"></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="doRepeat"><l>13</l><script><block s="forward"><l>41</l></block><block s="turnLeft"><l>30</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="testCasesStarterForAssignment_ThamarcusPowell" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>