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s="show"></block><block s="bubble"><l>Square</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setSize"><l>2</l></block><block s="down"></block><block s="clear"></block><block s="setColor"><color>242,24,0,1</color></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block></script></block></script><script x="1032" y="79.33333333333337"><block s="receiveKey"><l><option>6</option></l><list></list></block><block s="show"></block><block s="bubble"><l>Star</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="clear"></block><block s="setSize"><l>7</l></block><block s="setColor"><color>0,49,219,1</color></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>144</l></block></script></block></script><script x="516" y="449.33333333333337"><block s="receiveKey"><l><option>8</option></l><list></list></block><block s="show"></block><block s="bubble"><l>Circle</l></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="setSize"><l>1</l></block><block s="down"></block><block s="clear"></block><block s="setColor"><color>240,15,255,1</color></block><block s="doRepeat"><l>36</l><script><block s="forward"><l>19.2</l></block><block s="turn"><l>10</l></block></script></block></script><script x="10" y="79.33333333333334"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="hide"></block><block s="clear"></block></script><script x="176.2216796875" y="475.33333333333337"><block s="receiveKey"><l><option>7</option></l><list></list></block><block s="show"></block><block s="bubble"><l> 	Decagon </l></block><block s="gotoXY"><l>-50</l><l>150</l></block><block s="setSize"><l>8</l></block><block s="down"></block><block s="clear"></block><block s="setColor"><color>136,26,255,1</color></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>100</l></block><block s="turn"><l>36</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 2.1 - Squares and Triangles Redux" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>