<snapdata remixID="12417491"><project name="U7L2-TriangleFractal" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="U7L2-TriangleFractal"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><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><custom-block s="triangle size: %n"><block var="size"/></custom-block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="level"/><l>1</l></list></block><script><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>0.5</l></list></block></custom-block><block s="turnLeft"><l>120</l></block><block s="forward"><block var="size"/></block><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>0.5</l></list></block></custom-block><block s="turnLeft"><l>120</l></block><block s="forward"><block var="size"/></block><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>0.5</l></list></block></custom-block><block s="turnLeft"><l>120</l></block><block s="forward"><block var="size"/></block></script></block></script></block-definition><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="down"></block><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block><block s="forward"><block var="size"/></block><block s="up"></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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