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!</l><l>2</l></block><block s="doSayFor"><l>Press space to clearthe screen!</l><l>2</l></block><block s="doSayFor"><l>Press 1 to draw a square!</l><l>2</l></block><block s="doSayFor"><l>Press 2 to draw a triangle! </l><l>2</l></block><block s="doSayFor"><l>Press 3 to draw a pentagon !</l><l>2</l></block><block s="doSayFor"><l>Press 4 to draw a star!</l><l>2</l></block></script><script x="335.7030304939517" y="700.4516129032259"><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="_Lab 1.3 Squares Triangles and Stars " app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>