<snapdata remixID="14824009"><project name="1.3 Do Now Triangle" app="Snap! 11.0.8, https://snap.berkeley.edu" 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s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>50</l></block><block s="setHeading"><l>90</l></block><block s="setScale"><l>0</l></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="doSayFor"><l>Pentagon</l><l>1</l></block></script><script x="10" y="472.6666666666671"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="setHeading"><l>180</l></block><block s="up"></block><block s="setColor"><color>33,255,61,1</color></block><block s="setSize"><l>3</l></block><block s="gotoXY"><l>100</l><l>130</l></block><block s="down"></block><block s="bubble"><l>Triangle</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="setScale"><l>0</l></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="doSayFor"><l>Triangle</l><l>1</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="1.3 Do Now Triangle" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>