<snapdata remixID="11447291"><project name="GL Unit 7 Lab 2 Triangle Fractal" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="GL Unit 7 Lab 2 Triangle Fractal"><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="reportGreaterThan"><block var="level"/><l>1</l></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" id="75"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="76"></list></costumes><sounds><list struct="atomic" id="77"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="7.899847963459138" y="-124.15890956901387" heading="240" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="82"><costumes><list struct="atomic" id="83"></list></costumes><sounds><list struct="atomic" id="84"></list></sounds><blocks></blocks><variables></variables><scripts><script x="122.999999" y="50.33333233333329"><block s="receiveGo"></block><block s="clear"></block><block s="setHeading"><l>0</l></block><custom-block s="triangle fractal level: %n size: %n"><l>8</l><l>100</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="GL Unit 7 Lab 2 Triangle Fractal" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>