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</pentrails><costumes><list 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triangle</l><l>2</l></block><block s="doSayFor"><l>press 3 for a pentagon</l><l>2</l></block><block s="doSayFor"><l>press 4 for a star</l><l>2</l></block></script><script x="615.3870967741935" y="64.5483870967742"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="show"></block><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>0,161,120,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>1</l></block><block s="bubble"><l>star</l></block><block s="forward"><l>100</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>1</l></block><block s="bubble"><l>star</l></block><block s="forward"><l>100</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>1</l></block><block s="bubble"><l>star</l></block><block s="forward"><l>100</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>1</l></block><block 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s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="doWait"><l>1</l></block><block s="bubble"><l>Pentagon</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="doWait"><l>1</l></block><block s="bubble"><l>Pentagon</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="doWait"><l>1</l></block><block s="bubble"><l>Pentagon</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="doWait"><l>1</l></block><block s="up"></block><block s="hide"></block></script><script x="201.38709677419354" y="57.548387096774206"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="show"></block><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>239,14,255,1</color></block><block s="setSize"><l>30</l></block><block s="bubble"><l>triangle</l></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block><block s="doWait"><l>1</l></block><block s="bubble"><l>triangle</l></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block><block s="doWait"><l>1</l></block><block s="bubble"><l>triangle</l></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block><block s="doWait"><l>1</l></block><block s="up"></block><block s="hide"></block></script><script x="10" y="60.94623655913932"><block s="receiveKey"><l><option>1</option></l><list></list></block><block s="show"></block><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>93,200,255,1</color></block><block s="setSize"><l>20</l></block><block s="bubble"><l>square</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>1</l></block><block s="bubble"><l>square</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>1</l></block><block s="bubble"><l>square</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>1</l></block><block s="bubble"><l>square</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>1</l></block><block s="up"></block><block s="hide"></block></script><script x="183.29032258064512" y="688.6666666666666"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="bubble"><l></l></block><block s="show"></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>