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lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script><comment w="90" collapsed="false">Fractal, with all 3 triangles and colors.</comment></block></script><script x="18" y="125"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,57,15,1</color></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script><comment w="90" collapsed="false">Red Triangle.</comment></block></script><script x="19" y="245.99999999999994"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,15,204,1</color></block><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script><comment w="90" collapsed="false">Smaller Blue Triangle.</comment></block></script><script x="24" y="379.9999999999999"><block s="doRepeat"><l>3</l><script><block s="setColor"><color>23,235,0,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script><comment w="90" collapsed="false">Smallest Green Triangle.</comment></block></script><script x="20" y="10"><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-150</l><l>0</l></block><block s="clear"></block><block s="down"></block></script><script x="17" y="504.33333333333314"><custom-block s="nested triangle, size: %s"><l>170</l><comment w="90" collapsed="false">Larger nested triangle.</comment></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U3L1 - Fractal Art" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>