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s="forward"><l>100</l></block></script></block><block s="up"></block></script><script x="319.00000000000045" y="10"><block s="clear"></block></script><script x="169.00000000000034" y="290.00000000000017"><block s="receiveKey"><l><option>2</option></l><list></list><comment w="90" collapsed="false">Make a EQUALATERAL TRIANGLE</comment></block><block s="gotoXY"><l>-90</l><l>90</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>46,210,255,1</color></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="up"></block></script><script x="367.00000000000045" y="388"><block s="clear"></block></script><script x="366.00000000000045" y="454.99999999999966"><block s="receiveKey"><l><option>5</option></l><list></list><comment w="90" collapsed="false">MAKE A PARRALLELOGRAM</comment></block><block s="gotoXY"><l>-130</l><l>-160</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>87,199,0,1</color></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block></script></block><block s="up"></block></script><script x="536.0000000000005" y="747.8333333333327"><block s="forward"><l>100</l></block></script><script x="804" y="447.99999999999955"><block s="receiveKey"><l><option>6</option></l><list></list><comment w="90" collapsed="false">MAKE A STAR!</comment></block><block s="gotoXY"><l>-30</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>255,58,120,1</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><block s="up"></block></script><script x="1130" y="122.33333333333337"><block s="receiveKey"><l><option>7</option></l><list></list><comment w="90" collapsed="false">MAKE A DECAGON!</comment></block><block s="gotoXY"><l>-160</l><l>20</l></block><block s="down"></block><block s="setColor"><color>0,189,186,1</color></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>30</l></block><block s="turn"><l>36</l></block></script></block><block s="up"></block></script><script x="1239" y="417.33333333333337"><block s="receiveKey"><l><option>8</option></l><list></list><comment w="90" collapsed="false">MAKE A CIRCLE!</comment></block><block s="gotoXY"><l>-40</l><l>0</l></block><block s="down"></block><block s="setColor"><color>235,129,0,1</color></block><block s="doRepeat"><l>30</l><script><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block></script></block><block s="up"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="2.1" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>