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s="forward"><l>15</l></block><block s="turn"><l>72</l></block><block s="forward"><l>15</l></block><block s="turn"><l>72</l></block><block s="forward"><l>15</l></block><block s="turn"><l>72</l></block><block s="forward"><l>15</l></block><block s="turn"><l>72</l></block></script><script x="537" y="35.66666666666674"><block s="up"></block><block s="gotoXY"><l>0</l><l>25</l></block><block s="down"></block><block s="setColor"><color>255,176,79,1</color></block><block s="forward"><l>45</l></block><block s="turn"><l>72</l></block><block s="forward"><l>45</l></block><block s="turn"><l>72</l></block><block s="forward"><l>45</l></block><block s="turn"><l>72</l></block><block s="forward"><l>45</l></block><block s="turn"><l>72</l></block><block s="forward"><l>45</l></block><block s="turn"><l>72</l></block></script><script x="362" y="39.000000000000114"><block s="up"></block><block s="gotoXY"><l>0</l><l>-70</l></block><block s="down"></block><block s="setColor"><color>6,117,89,1</color></block><block s="forward"><l>30</l></block><block s="turn"><l>72</l></block><block s="forward"><l>30</l></block><block s="turn"><l>72</l></block><block s="forward"><l>30</l></block><block s="turn"><l>72</l></block><block s="forward"><l>30</l></block><block s="turn"><l>72</l></block><block s="forward"><l>30</l></block><block s="turn"><l>72</l></block></script><script x="91" y="37.33333333333334"><block s="clear"></block></script></scripts></sprite><watcher var="numSides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="angle" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="numSides"><l>5</l></variable><variable name="angle"><l>72</l></variable></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>