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s="setSize"><l>10</l></block><block s="setColor"><color>246,255,15,1</color></block><block s="gotoXY"><l>150</l><l>-30</l></block><block s="setHeading"><l>120</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>60</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="up"></block><block s="doSayFor"><l>Diamond!</l><l>1</l></block><block s="clear"></block></script><script x="548" y="19.333333333333343"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="setSize"><l>15</l></block><block s="setColor"><color>52,245,0,1</color></block><block s="gotoXY"><l>-186</l><l>25</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="up"></block><block s="doSayFor"><l>Pentagon!</l><l>1</l></block><block s="clear"></block></script><script x="728" y="19.33333333333337"><block s="receiveKey"><l><option>5</option></l><list></list></block><block s="setSize"><l>20</l></block><block s="setColor"><color>0,7,214,1</color></block><block s="gotoXY"><l>-34</l><l>25</l></block><block s="down"></block><block s="setHeading"><l>90</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>150</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>150</l></block><block s="turnLeft"><l>90</l></block><block s="up"></block><block s="doSayFor"><l>Parallelogram</l><l>1</l></block><block s="clear"></block></script><script x="924" y="19.500000000000114"><block s="receiveKey"><l><option>6</option></l><list></list></block><block s="setSize"><l>25</l></block><block s="setColor"><color>125,46,255,1</color></block><block s="gotoXY"><l>84</l><l>68</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="forward"><l>150</l></block><block s="turnLeft"><l>144</l></block><block s="forward"><l>150</l></block><block s="turnLeft"><l>144</l></block><block s="forward"><l>150</l></block><block s="turnLeft"><l>144</l></block><block s="forward"><l>150</l></block><block s="turnLeft"><l>144</l></block><block s="forward"><l>150</l></block><block s="turnLeft"><l>144</l></block><block s="up"></block><block s="doSayFor"><l>Star!</l><l>1</l></block><block s="doGlide"><l>1</l><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="clear"></block></script><script x="10" y="558.3333333333334"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block><block s="up"></block></script><script x="232" y="531"><block s="setEffect"><l><option>ghost</option></l><l>100</l></block></script><script x="162" y="475"><block s="setEffect"><l><option>ghost</option></l><l>0</l></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="lab 1.3 shapes" app="Snap! 11.0.2, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="245" center-y="205.5" 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" mediaID="lab 1.3 shapes_Stage_cst_Untitled"/></media></snapdata>