<snapdata remixID="13498845"><project name="U7L2-TriangleFractal" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U7L2-TriangleFractal"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="triangle size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,113,133,1</color></block><block s="down"></block><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="triangle fractal level %&apos;level&apos; size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="setColor"><color>89,255,153,1</color></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="level"/><l>1</l></list></block><script><custom-block s="triangle size 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</pentrails><costumes><list 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