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</pentrails><costumes><list 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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>180</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lesson 2.07 Part 2" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>