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s="show"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><l>95</l></block><block s="forward"><l>100</l></block><block s="turn"><l>190</l></block><block s="forward"><l>100</l></block><block s="turn"><l>95</l></block><block s="forward"><l>100</l></block><block s="turn"><l>190</l></block><block s="forward"><l>100</l></block><block s="turn"><l>95</l></block><block s="forward"><l>100</l></block><block s="turn"><l>190</l></block><block s="forward"><l>100</l></block><block s="turn"><l>95</l></block><block s="forward"><l>100</l></block><block s="turn"><l>190</l></block><block s="forward"><l>100</l></block><block s="turn"><l>112</l></block><block s="forward"><l>97</l></block><block s="up"></block><block s="gotoXY"><l>-100</l><l>-100</l></block><block s="doSayFor"><l>I am a star!</l><l>2</l></block></script><script x="434" y="116"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="up"></block><block s="show"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="doSayFor"><l>I am a square!</l><l>2</l></block></script><script x="251" y="109"><block s="receiveKey"><l><option>3</option></l><list></list></block><block s="clear"></block><block s="setHeading"><l>45</l></block><block s="up"></block><block s="show"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="doSayFor"><l>I am a diamond!</l><l>2</l></block></script><script x="94" y="10"><block s="receiveKey"><l><option>1</option></l><list></list></block><block s="clear"></block><block s="up"></block><block s="show"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block><block s="doSayFor"><l>I am a triangle!</l><l>2</l></block></script><script x="24" y="725"><block s="receiveKey"><l><option>5</option></l><list></list></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="up"></block><block s="show"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><l>110</l></block><block s="forward"><l>100</l></block><block s="turn"><l>70</l></block><block s="forward"><l>100</l></block><block s="turn"><l>110</l></block><block s="forward"><l>100</l></block><block s="turn"><l>70</l></block><block s="doSayFor"><l>I am a parallelogram!</l><l>2</l></block></script><script x="424" y="490.3333333333335"><block s="receiveGo"></block><block s="clear"></block><block s="hide"></block></script><script x="69" y="308"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="clear"></block><block s="setHeading"><l>45</l></block><block s="up"></block><block s="show"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="doSayFor"><l>I am a pentagon!</l><l>2</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="equilateral triangle project attempt 2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>