<snapdata remixID="10784340"><project name="testCasesStarterForAssignment_JoshGolden" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="195.77997914197294" y="-171.78556140060107" heading="303" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="61.910569105691025" y="67.22764227642276"><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>-149</l><l>-120</l></block><block s="doForever"><script><block s="down"></block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-149" y="-120" heading="213" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="29"><costumes><list struct="atomic" id="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><blocks></blocks><variables></variables><scripts><script x="61.910569105691025" y="67.22764227642276"><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>-149</l><l>-120</l></block><block s="doForever"><script><block s="down"></block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="-117" y="-150" heading="213" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="50"><costumes><list struct="atomic" id="51"></list></costumes><sounds><list struct="atomic" id="52"></list></sounds><blocks></blocks><variables></variables><scripts><script x="61.910569105691025" y="67.22764227642276"><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>-149</l><l>-120</l></block><block s="doForever"><script><block s="down"></block><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="testCasesStarterForAssignment_JoshGolden" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>