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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="-4.974128695599688" y="-2.3194743034067073" heading="170" 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="true">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="clear"></block><block s="doWait"><l>1</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>120</l></block><block s="turn"><l>215</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="2.07 task 2" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>