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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="101.69660632930504" y="47.35042834482485" heading="65" 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="doSayFor"><l>Make a hexagon</l><l>5</l></block><block s="down"></block><block s="forward"><l>10</l></block><block s="gotoXY"><l>17</l><l>5</l></block><block s="turnLeft"><l>55</l></block><block s="forward"><l>30</l></block><block s="turnLeft"><l>15</l></block><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block><block s="forward"><l>55</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="testCasesStarterForAssignment" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>