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select="1"><scene name="testCasesStarterForAssignment_Jaylon"><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="133.97455977193772" y="11.721255180920878" heading="40" 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="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>100</l><script><block s="turnLeft"><l>150</l></block><block s="forward"><l>150</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="testCasesStarterForAssignment_Jaylon" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>