<snapdata remixID="11853259"><project name="testCasesStarterForAssignment_NoahNolin" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</th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select="1"><scene name="testCasesStarterForAssignment_NoahNolin"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="100" y="100" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></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="doWait"><l>.5</l></block><block s="gotoXY"><l>100</l><l>100</l></block><block s="doForever"><script><block s="turn"><l>15</l></block><block s="forward"><l>30</l></block></script></block></script><comment x="342" y="68" w="90" collapsed="false">This program should draw one program in the same place everytime. Does it?</comment></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="testCasesStarterForAssignment_NoahNolin" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>