<snapdata remixID="13438346"><project name="Goodwyn-TriangleFractal" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="Goodwyn-TriangleFractal"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangel, size: %&apos;size #&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><block s="doIf"><block s="reportVariadicLessThan"><list><l>9</l><block var="size #"/></list></block><script><block s="forward"><block var="size #"/></block><block s="turn"><l>120</l></block></script><list></list></block></script></block-definition><block-definition s="triangle fractal, level: level size: size" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="triangle fractal, level: %&apos;level&apos; size: %&apos;size&apos;" type="command" 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</pentrails><costumes><list 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