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s="setColor"><color>0,57,242,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>83,255,22,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block></script></scripts></sprite><watcher var="size" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="size"><l>0</l></variable></variables></scene></scenes></project><media name="Ota_U3L1_NEST_TRIANGLES_V2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>