<snapdata remixID="14983212"><project name="U3L1-FractalArt" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="U3L1-FractalArt"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="red triangle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>235,15,0,1</color></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="blue triangle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,9,250,1</color></block><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="green triangle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block 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