<snapdata remixID="13498381"><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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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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%n"><l>40</l></custom-block></script><script x="18" y="231"><custom-block s="triangle fractal level %n size %n"><l>5</l><l>50</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U7L2-TriangleFractal" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>