<snapdata remixID="13208152"><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="doIfElse"><block s="reportVariadicEquals"><list><block var="level"/><l>1</l></list></block><script><custom-block s="triangle size %n"><block var="size"/></custom-block></script><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>30</l></block><custom-block s="triangle fractal level %n size %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>150</l></block></script></block></script></block></script></block-definition><block-definition s="triangle 2 size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs></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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</pentrails><costumes><list 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