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</pentrails><costumes><list 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s="forward"><l>100</l></block><block s="turn"><l>72</l></block></script></block></script><script x="533.0000000000002" y="85.00000000000017"><block s="receiveKey"><l><option>6</option></l><list></list></block><block s="setColor"><color>138,129,0,1</color></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>60</l></block><block s="turn"><l>102</l></block><block s="forward"><l>60</l></block><block s="turnLeft"><l>30</l></block></script></block></script><script x="15.000000000000005" y="36.00000000000019"><block s="receiveKey"><l><option>1</option></l><list></list><comment w="90" collapsed="false">Square</comment></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script><script x="9.999999999999996" y="208.00000000000003"><block s="receiveKey"><l><option>2</option></l><list></list><comment w="90" collapsed="true">Equilateral triangle</comment></block><block s="setColor"><color>106,255,77,1</color></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block></script><script x="277.00000000000017" y="273.00000000000034"><block s="receiveKey"><l><option>5</option></l><list></list><comment w="90" collapsed="true">Parallelogram</comment></block><block s="setColor"><color>106,0,148,1</color></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block></script><script x="15.000000000000005" y="371.00000000000074"><block s="receiveKey"><l><option>3</option></l><list></list><comment w="90" collapsed="true">Rhombus&#xD;</comment></block><block s="setColor"><color>148,239,255,1</color></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block></script><script x="293.0000000000001" y="9.999999999999996"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="373.99999999999994" y="454.1666666666669"><block s="receiveKey"><l><option>8</option></l><list></list></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><block s="doRepeat"><l>1000</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script><script x="553" y="335"><block s="receiveKey"><l><option>7</option></l><list></list></block><block s="setColor"><color>237,95,0,1</color></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="turn"><l>36</l></block></script></block></script><script x="59.31034482758622" y="531.1034482758621"><block s="receiveGo"></block><custom-block s="drew shapes %s %s"><l>5</l><l>100</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="2.1: squares and triangles redux " app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>